datatype: |Corr(r, f(x,Q))| flavour: 0 〈x 〉g Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 476.526 DataMax: 0.927959 DataMin: 0.0000185123 DataMean: 0.118509 DataMedian: 0.0234576 DataSD: 0.192317 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 355.648 0.860505 0.0000315562 0.317542 0.282062 0.232129 101 337 3.7738 0.0626618 0.0000201791 0.0111982 0.0080599 0.0110781 102 250 2.94067 0.0562406 0.0000385004 0.0117627 0.00838416 0.0111407 104 123 0.465853 0.00999228 0.0000263629 0.00378743 0.00340927 0.00256927 108 85 0.5031 0.0281721 0.0000846634 0.00591882 0.00270753 0.00714344 109 96 0.150524 0.00286181 0.000387603 0.00156796 0.00158524 0.000766465 110 69 0.904339 0.0495011 0.000223646 0.0131064 0.00952016 0.0112157 111 86 0.134627 0.0034077 0.0000420308 0.00156543 0.00143983 0.000906341 124 38 0.654909 0.0330419 0.000717725 0.0172345 0.0200184 0.00926452 125 33 0.485842 0.0323691 0.00076003 0.0147225 0.0155369 0.0107673 126 40 0.743658 0.0321623 0.00196391 0.0185914 0.0202542 0.0075853 127 38 0.482929 0.0287448 0.000467278 0.0127086 0.0157596 0.00967972 147 47 18.8816 0.927959 0.000660773 0.401737 0.343101 0.303406 201 119 0.358673 0.0252692 0.0000185123 0.00301406 0.00217818 0.00347518 203 15 0.0332125 0.00481844 0.000201411 0.00221417 0.0021492 0.00136018 204 184 0.642307 0.0194943 0.0000448202 0.0034908 0.0029771 0.00299151 225 11 0.0739849 0.012146 0.00126606 0.0067259 0.00727406 0.00399895 227 11 0.165071 0.0225957 0.00822998 0.0150065 0.0157793 0.00534884 234 9 0.142233 0.0217534 0.00912213 0.0158037 0.0163936 0.00494866 260 28 0.962896 0.0640627 0.00339733 0.0343891 0.035758 0.0155702 261 29 0.688891 0.0550968 0.0001678 0.0237549 0.0241636 0.0150515 504 72 1.91784 0.108566 0.000414134 0.0266366 0.0198227 0.0236016 514 110 2.58547 0.126469 0.000168558 0.0235043 0.0174064 0.0231234 145 10 1.96127 0.344843 0.0201809 0.196127 0.201168 0.083272 169 9 6.06139 0.903834 0.318075 0.673488 0.71062 0.190846 267 11 0.742222 0.10182 0.0383384 0.0674747 0.0617679 0.0243692 268 41 7.03369 0.367161 0.00305894 0.171553 0.18312 0.0885988 535 90 5.26671 0.36462 0.00132789 0.058519 0.0406047 0.0599856 240 14 3.04091 0.446981 0.0358731 0.217208 0.206023 0.109381 241 5 0.618164 0.223362 0.0213728 0.123633 0.123236 0.085672 281 13 0.121005 0.0264641 0.000898001 0.00930809 0.00827834 0.00763436 266 11 0.556654 0.0899649 0.0177778 0.050605 0.0507139 0.0285725 538 133 4.90332 0.150951 0.000462857 0.0368671 0.0274531 0.0322513 245 33 7.99713 0.50997 0.013975 0.242337 0.192959 0.146904 246 17 6.24122 0.500767 0.0418346 0.36713 0.43637 0.132704 247 8 0.895518 0.130559 0.063325 0.11194 0.11832 0.0214979 542 158 5.44682 0.238519 0.000356891 0.0344735 0.028211 0.0315611 544 140 3.61431 0.126426 0.000271872 0.0258165 0.0219345 0.0210552 249 33 3.94433 0.247698 0.00108415 0.119525 0.102091 0.0725864 250 42 10.0249 0.512794 0.0181292 0.238689 0.212946 0.140979 565 8 0.602225 0.279058 0.0214021 0.0752781 0.0515211 0.0831796 566 5 0.383325 0.118638 0.0122212 0.0766649 0.107357 0.0525248 567 7 0.875147 0.254655 0.0196307 0.125021 0.110477 0.0946253 568 5 0.315361 0.0939476 0.0312694 0.0630722 0.0501385 0.0285158 545 185 4.44128 0.0915258 0.0000440576 0.0240069 0.0180521 0.021162 252 48 4.36697 0.392356 0.00606061 0.0909785 0.0655394 0.0807293 253 45 3.73246 0.199918 0.000832097 0.0829436 0.0689852 0.0505378 1601 42 6.98835 0.683416 0.00241147 0.166389 0.10098 0.198027 -1601 39 5.63443 0.522061 0.00466101 0.144472 0.113418 0.137905 1602 159 23.776 0.739011 0.00078536 0.149535 0.0982456 0.154257 -1602 880 319.249 0.860505 0.0000315562 0.362783 0.359548 0.228238 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.0008, 7.746, 0.739011} {0.4, 22.36, 0.71391} {0.000116, 2.236, 0.853888} {0.000183, 2.55, 0.716122} {0.00024, 2.915, 0.740948} {0.0003422, 2.915, 0.787694} {0.000343, 3.464, 0.762315} {0.0003642, 3.464, 0.701349} {0.0004831, 3.464, 0.750031} {0.000592, 3.464, 0.739177} {0.0004552, 3.873, 0.703921} {0.002466, 5., 0.705012} {0.0008123, 5.916, 0.706869} {0.0000931, 2.236, 0.715622} {0.0003422, 2.915, 0.775812} {0.0003155, 3.464, 0.75667} {0.0003642, 3.464, 0.805365} {0.0004831, 3.464, 0.801797} {0.000592, 3.464, 0.718938} {0.0003481, 3.873, 0.815824} {0.0003945, 3.873, 0.818847} {0.0004552, 3.873, 0.801523} {0.0005289, 3.873, 0.796128} {0.0006039, 3.873, 0.782541} {0.0004642, 4.472, 0.813478} {0.0008052, 4.472, 0.725844} {0.0007, 5., 0.723189} {0.00184, 5., 0.703097} {0.002466, 5., 0.790332} {0.0006514, 5.916, 0.77028} {0.0008375, 6.708, 0.751897} {0.0000986, 2.55, 0.726253} {0.0002, 2.915, 0.728154} {0.0002, 3.162, 0.724256} {0.00032, 3.464, 0.767459} {0.00032, 3.873, 0.753246} {0.0032, 10.95, 0.733414} {0.0005, 2.55, 0.721609} {0.00032, 2.915, 0.758931} {0.0005, 2.915, 0.755313} {0.0005, 3.162, 0.735203} {0.00032, 3.464, 0.777008} {0.0005, 3.464, 0.789228} {0.0001741, 3.873, 0.77009} {0.0002, 3.873, 0.821176} {0.0002276, 3.873, 0.860505} {0.0005, 3.873, 0.793775} {0.0008, 3.873, 0.709128} {0.000209, 4.243, 0.805782} {0.000237, 4.243, 0.75903} {0.0005, 4.243, 0.803163} {0.0008, 4.243, 0.708576} {0.00032, 4.69, 0.770968} {0.000345, 4.69, 0.759881} {0.0005, 4.69, 0.730881} {0.000355, 5.196, 0.779177} {0.0005, 5.916, 0.794843} {0.000531, 5.916, 0.732783} {0.000616, 5.916, 0.777841} {0.0007, 6.708, 0.795811} {0.00092, 6.708, 0.726618} {0.0032, 6.708, 0.742003} {0.0008, 7.746, 0.725636} {0.00086, 7.746, 0.732343} {0.00094, 7.746, 0.732126} {0.0032, 7.746, 0.759253} {0.0032, 9.487, 0.720695} {0.00212, 10.95, 0.748914} {0.0027, 10.95, 0.703124} {147, Hn1X0c} {x, Q, value} {0.00018, 2.236, 0.85913} {0.0001299, 2.646, 0.859412} {0.0002999, 2.646, 0.814147} {0.00032, 3.464, 0.927959} {0.0005, 3.464, 0.715471} {0.00035, 4.243, 0.837378} {0.0008, 5.657, 0.766505} {0.002399, 5.657, 0.773679} {0.0014, 7.746, 0.892349} {0.002, 10.95, 0.818709} {169, H1FL10} {x, Q, value} {0.000129, 2.236, 0.903834} {0.000169, 2.55, 0.859038} {0.000224, 2.915, 0.810278} {0.000319, 3.464, 0.750569} {0.000402, 3.873, 0.71062} datatype: |Corr(r, f(x,Q))| flavour: 1 〈x 〉g Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 543.064 DataMax: 0.856461 DataMin: 0.0000487817 DataMean: 0.135057 DataMedian: 0.0947906 DataSD: 0.135749 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 114.792 0.553797 0.000238495 0.102493 0.0839003 0.0805967 101 337 55.4829 0.507864 0.00113354 0.164638 0.145684 0.116299 102 250 63.1165 0.636461 0.000283546 0.252466 0.25311 0.143246 104 123 13.9786 0.270209 0.000935066 0.113647 0.109877 0.0718241 108 85 53.9816 0.787147 0.302206 0.635078 0.684049 0.143007 109 96 20.3416 0.430959 0.00113897 0.211892 0.194379 0.14615 110 69 18.7535 0.856461 0.0155573 0.27179 0.269947 0.173669 111 86 14.4941 0.432485 0.00085454 0.168535 0.0972406 0.139635 124 38 3.12601 0.219064 0.000829774 0.0822635 0.0850593 0.0516309 125 33 4.99534 0.319412 0.0027341 0.151374 0.152291 0.0814262 126 40 3.56828 0.233612 0.00522332 0.089207 0.100107 0.0571891 127 38 6.7197 0.317494 0.0296878 0.176834 0.183177 0.0861738 147 47 7.21467 0.344232 0.00535537 0.153504 0.14813 0.090074 201 119 3.8999 0.143257 0.000373075 0.0327722 0.0252091 0.0275976 203 15 0.600358 0.10432 0.00737546 0.0400239 0.0410577 0.0223622 204 184 7.82861 0.176957 0.0000487817 0.0425468 0.030665 0.0356223 225 11 0.241074 0.0566968 0.0104071 0.0219158 0.013102 0.0158453 227 11 0.228111 0.048512 0.00374569 0.0207373 0.0199378 0.0129087 234 9 0.160599 0.0344703 0.000856824 0.0178443 0.0141287 0.0116194 260 28 3.32079 0.203458 0.0033445 0.1186 0.133107 0.0618857 261 29 3.42721 0.227261 0.00423494 0.11818 0.133351 0.0527421 504 72 6.82424 0.36566 0.0048505 0.0947811 0.0807123 0.0716802 514 110 9.69315 0.362151 0.000239888 0.0881196 0.0719815 0.0696449 145 10 2.63198 0.465013 0.0695578 0.263198 0.281369 0.132171 169 9 1.72342 0.255981 0.0950498 0.191492 0.200534 0.0559038 267 11 0.472759 0.0703352 0.0148691 0.0429781 0.0474516 0.0203401 268 41 4.81023 0.300144 0.0132119 0.117323 0.0988397 0.0704187 535 90 11.777 0.3073 0.0000544977 0.130856 0.12286 0.0689858 240 14 2.88532 0.314567 0.0967616 0.206094 0.204483 0.0632944 241 5 0.154984 0.0613087 0.0013132 0.0309969 0.0327192 0.0247877 281 13 0.451916 0.0888367 0.00542928 0.0347628 0.0321973 0.0226084 266 11 0.396485 0.073834 0.0000656861 0.0360441 0.0393309 0.0294292 538 133 16.1363 0.393755 0.00139005 0.121326 0.116188 0.0728534 245 33 4.11765 0.32743 0.000812514 0.124777 0.107832 0.0969902 246 17 1.57529 0.237813 0.00422839 0.0926642 0.0848838 0.0757228 247 8 5.16076 0.729489 0.515389 0.645095 0.644541 0.0745509 542 158 13.3685 0.289086 0.00282311 0.0846108 0.0800861 0.0539752 544 140 10.4022 0.258308 0.000285513 0.0743011 0.0627814 0.0570697 249 33 2.64344 0.192616 0.000576003 0.0801043 0.0677683 0.0573286 250 42 3.38652 0.264726 0.00712398 0.0806315 0.0603961 0.064191 565 8 1.31355 0.3623 0.000975636 0.164193 0.172465 0.138713 566 5 0.688305 0.438075 0.0189592 0.137661 0.0845978 0.170617 567 7 2.44988 0.604672 0.100919 0.349982 0.302224 0.182035 568 5 0.599484 0.281427 0.00112658 0.119897 0.124378 0.108225 545 185 11.5747 0.232959 0.00041801 0.0625657 0.0583492 0.0451139 252 48 10.5882 0.411983 0.00162257 0.220587 0.256021 0.127969 253 45 16.9662 0.676341 0.00522655 0.377026 0.404051 0.171581 1601 42 6.76963 0.553797 0.00310022 0.161182 0.148482 0.109804 -1601 39 8.82737 0.451779 0.0147934 0.226343 0.251377 0.104714 1602 159 20.2614 0.342987 0.00047183 0.12743 0.116972 0.0873731 -1602 880 78.9335 0.371948 0.000238495 0.0896971 0.0742644 0.0688423 highlightrange: {{0.7, 1.}} highlighted data {108, cdhswf2} {x, Q, value} {0.08, 2.238, 0.753971} {0.08, 2.551, 0.766025} {0.08, 2.909, 0.774998} {0.08, 3.317, 0.782108} {0.08, 3.782, 0.787147} {0.125, 2.152, 0.732682} {0.125, 2.454, 0.750997} {0.125, 2.796, 0.762503} {0.125, 3.189, 0.769629} {0.125, 3.636, 0.773455} {0.125, 4.144, 0.77491} {0.125, 4.727, 0.774888} {0.175, 2.546, 0.717422} {0.175, 2.902, 0.73754} {0.175, 3.309, 0.752838} {0.175, 3.774, 0.76357} {0.175, 4.301, 0.770496} {0.175, 4.905, 0.775505} {0.175, 5.593, 0.778522} {0.225, 3.291, 0.714434} {0.225, 3.752, 0.730001} {0.225, 4.277, 0.741738} {0.225, 4.877, 0.750632} {0.225, 5.561, 0.757405} {0.225, 6.341, 0.762395} {0.225, 7.23, 0.765967} {0.275, 4.148, 0.703257} {0.275, 4.73, 0.714322} {0.275, 5.393, 0.723209} {0.275, 6.149, 0.729987} {0.275, 7.011, 0.735093} {0.275, 7.993, 0.738954} {0.275, 9.114, 0.741616} {0.35, 6.937, 0.703388} {0.35, 7.909, 0.706087} {0.35, 9.018, 0.70737} {0.35, 10.28, 0.707341} {110, ccfrf2.mi} {x, Q, value} {0.08, 5.623, 0.707967} {0.08, 7.08, 0.7597} {0.125, 8.912, 0.856461} {247, ATL7Zpt} {x, Q, value} {0.01599, 111.9, 0.704718} {0.01686, 118., 0.721502} {0.0183, 128.1, 0.729489} datatype: |Corr(r, f(x,Q))| flavour: 2 〈x 〉g Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 732.506 DataMax: 0.944929 DataMin: 0.0000300678 DataMean: 0.18217 DataMedian: 0.133107 DataSD: 0.164232 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 149.954 0.559512 0.000759599 0.133888 0.110069 0.104034 101 337 35.4174 0.450789 0.000309885 0.105096 0.0830654 0.0825854 102 250 40.415 0.589273 0.0000300678 0.16166 0.143174 0.110068 104 123 13.1016 0.269418 0.000404298 0.106517 0.0952259 0.0705496 108 85 33.6959 0.606728 0.0147229 0.396423 0.440951 0.150669 109 96 21.7674 0.375103 0.0374563 0.226743 0.214386 0.0934064 110 69 13.9554 0.492589 0.00219869 0.202252 0.209237 0.128357 111 86 15.997 0.374908 0.00943406 0.186012 0.172585 0.103085 124 38 2.76161 0.250083 0.0000666319 0.0726741 0.0610089 0.0624789 125 33 3.25872 0.241303 0.00119493 0.0987491 0.0858337 0.0739422 126 40 3.37438 0.260911 0.000787346 0.0843594 0.0583768 0.0726607 127 38 3.5202 0.236502 0.00320678 0.0926369 0.0823068 0.0630691 147 47 15.5415 0.651309 0.0324366 0.330671 0.338647 0.168703 201 119 7.70286 0.237639 0.000298442 0.0647299 0.0415354 0.061264 203 15 0.113016 0.0234627 0.000102092 0.00753442 0.00406208 0.0078113 204 184 25.5429 0.362588 0.00414845 0.13882 0.123466 0.0922714 225 11 1.10782 0.128062 0.0691718 0.100711 0.10303 0.0211773 227 11 0.653052 0.103125 0.0223542 0.0593684 0.0624202 0.0250632 234 9 0.39942 0.0744858 0.0157377 0.04438 0.0404167 0.0227409 260 28 3.23718 0.195725 0.0096389 0.115613 0.113931 0.0525375 261 29 3.43862 0.21073 0.0199023 0.118573 0.110378 0.0615551 504 72 18.2072 0.726142 0.00466308 0.252878 0.209651 0.19618 514 110 38.1801 0.83593 0.00102886 0.347092 0.342654 0.209951 145 10 3.72595 0.638336 0.141512 0.372595 0.355183 0.178577 169 9 1.04951 0.342588 0.00213352 0.116612 0.0725152 0.116721 267 11 0.71879 0.150463 0.000408553 0.0653445 0.0529731 0.0520082 268 41 5.44234 0.251168 0.00114473 0.13274 0.124208 0.068361 535 90 36.357 0.898849 0.00571681 0.403966 0.413861 0.23444 240 14 1.73562 0.286821 0.0119226 0.123973 0.0895748 0.0888368 241 5 0.440969 0.165938 0.0105497 0.0881939 0.0884733 0.0654015 281 13 1.09747 0.179185 0.0017346 0.0844209 0.0852173 0.0448585 266 11 0.961365 0.169578 0.000807893 0.0873968 0.0818806 0.054491 538 133 42.862 0.76856 0.0021606 0.32227 0.298659 0.204201 245 33 1.88012 0.23873 0.00313914 0.0569733 0.0242691 0.0643858 246 17 1.45062 0.17875 0.0111287 0.0853304 0.0720932 0.0475598 247 8 1.94261 0.767792 0.0248541 0.242826 0.17337 0.235501 542 158 44.4357 0.803469 0.00231387 0.281239 0.250006 0.19867 544 140 37.667 0.87241 0.00105272 0.26905 0.216658 0.217559 249 33 3.66922 0.277842 0.00186358 0.111188 0.0962383 0.0719302 250 42 3.12985 0.244422 0.00303072 0.0745203 0.0640629 0.0560229 565 8 4.44423 0.909488 0.0757293 0.555529 0.621916 0.291117 566 5 3.16759 0.728647 0.521949 0.633517 0.6381 0.0916566 567 7 3.52835 0.944929 0.128321 0.504049 0.558198 0.337189 568 5 2.12503 0.594463 0.2716 0.425006 0.377124 0.129913 545 185 43.6528 0.726064 0.00093876 0.235961 0.215387 0.154132 252 48 10.3824 0.454064 0.00324429 0.2163 0.221168 0.118437 253 45 25.2974 0.790566 0.036769 0.562165 0.675679 0.218361 1601 42 4.42307 0.266256 0.00622724 0.105311 0.103126 0.0621766 -1601 39 4.77188 0.511647 0.00679866 0.122356 0.0853781 0.115404 1602 159 27.8355 0.4591 0.000759599 0.175066 0.171841 0.108322 -1602 880 112.924 0.559512 0.000824796 0.128322 0.105156 0.102618 highlightrange: {{0.7, 1.}} highlighted data {504, cdf2jtCor2} {x, Q, value} {0.5621, 448., 0.726142} {0.09293, 448., 0.726142} {514, d02jtCor2} {x, Q, value} {0.6107, 980., 0.813706} {0.673, 1080., 0.785621} {0.8288, 1330., 0.723047} {0.8273, 890., 0.83593} {0.9203, 990., 0.753291} {0.4093, 980., 0.813706} {0.4511, 1080., 0.785621} {0.5555, 1330., 0.723047} {0.2492, 890., 0.83593} {0.2772, 990., 0.753291} {535, ATL7jtR6} {x, Q, value} {0.01991, 120., 0.794602} {0.03651, 220., 0.719042} {0.01485, 60., 0.788021} {0.08543, 220., 0.705179} {0.2019, 520., 0.747759} {0.3883, 1000., 0.730021} {0.9319, 2400., 0.704561} {0.01475, 120., 0.794602} {0.02705, 220., 0.719042} {0.004945, 60., 0.788021} {0.01156, 220., 0.705179} {0.02732, 520., 0.747759} {0.05255, 1000., 0.730021} {0.1261, 2400., 0.704561} {0.1576, 3000., 0.898849} {0.04389, 1600., 0.702092} {0.05487, 2000., 0.81848} {0.06584, 2400., 0.849667} {0.01232, 1000., 0.71717} {0.0008372, 320., 0.767409} {538, CMS7jtR7v2} {x, Q, value} {0.8335, 1014., 0.74868} {0.901, 1096., 0.720096} {0.9733, 1184., 0.76856} {0.1378, 3368., 0.725838} {0.02517, 1014., 0.74868} {0.0272, 1096., 0.720096} {0.02939, 1184., 0.76856} {247, ATL7Zpt} {x, Q, value} {0.0221, 154.7, 0.767792} {542, CMS7jtR7y6} {x, Q, value} {0.9025, 1810., 0.709959} {0.9643, 1934., 0.756718} {0.7694, 936., 0.731043} {0.8335, 1014., 0.733249} {0.07408, 1810., 0.709959} {0.07915, 1934., 0.756718} {0.08447, 2064., 0.763639} {0.09012, 2202., 0.803469} {0.02323, 936., 0.731043} {0.02517, 1014., 0.733249} {544, ATL7jtR6u} {x, Q, value} {0.1156, 232., 0.87241} {0.1336, 268., 0.790361} {0.1907, 232., 0.739516} {0.009495, 232., 0.87241} {0.01096, 268., 0.790361} {0.005759, 232., 0.739516} {0.03415, 1376., 0.731155} {0.03654, 1472., 0.778515} {0.04438, 1788., 0.748659} {0.01933, 1284., 0.735186} {0.02692, 1788., 0.75225} {0.006867, 752., 0.779288} {565, ATL8ttpt} {x, Q, value} {0.05, 400., 0.778057} {0.08, 640., 0.909488} {0.1, 800., 0.720721} {0.125, 1000., 0.781834} {566, ATL8ttya} {x, Q, value} {0.1112, 400., 0.716953} {0.2736, 400., 0.728647} {0.02246, 400., 0.716953} {0.009134, 400., 0.728647} {567, ATL8ttmtt} {x, Q, value} {0.08125, 650., 0.742763} {0.1, 800., 0.783492} {0.1375, 1100., 0.944929} {545, CMS8jtR7v5} {x, Q, value} {0.1208, 168., 0.726064} {0.003649, 168., 0.726064} {253, ATL8ZpTv3} {x, Q, value} {0.01204, 96.33, 0.749815} {0.01606, 128.5, 0.785571} {0.01227, 98.23, 0.747911} {0.01624, 129.9, 0.703409} {0.00785, 62.8, 0.719106} {0.01663, 133., 0.755697} {0.009384, 75.07, 0.714155} {0.0174, 139.2, 0.790566} {0.01277, 102.1, 0.709921} {0.01294, 103.5, 0.70728} {0.01313, 105., 0.713642} {0.01332, 106.5, 0.740923} {0.01355, 108.4, 0.731102} {0.01383, 110.6, 0.771906} {0.01416, 113.3, 0.711139} {0.0169, 135.2, 0.713628} {0.01833, 146.6, 0.752792} {0.02061, 164.8, 0.784569} {0.0194, 155.2, 0.710524} datatype: |Corr(r, f(x,Q))| flavour: 3 〈x 〉g Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 750.577 DataMax: 0.921197 DataMin: 0.0000394908 DataMean: 0.186664 DataMedian: 0.129453 DataSD: 0.178487 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 147.96 0.654563 0.000295385 0.132107 0.104552 0.104771 101 337 31.5256 0.369434 0.000370599 0.0935478 0.0751686 0.0730122 102 250 35.3412 0.579907 0.00123157 0.141365 0.12356 0.097651 104 123 11.3721 0.240331 0.000528382 0.092456 0.0918194 0.0614984 108 85 23.8426 0.530151 0.0601144 0.280501 0.295198 0.121899 109 96 18.8798 0.343047 0.0579812 0.196664 0.178509 0.0858166 110 69 11.0352 0.364862 0.0065942 0.159931 0.130715 0.106138 111 86 13.8179 0.342833 0.00363058 0.160674 0.13157 0.0923031 124 38 2.86785 0.250177 0.00229673 0.0754696 0.0670591 0.0597124 125 33 2.81562 0.217667 0.00714926 0.0853218 0.0642798 0.063001 126 40 3.58876 0.261611 0.00503147 0.0897189 0.0634797 0.0707327 127 38 2.94454 0.235398 0.0000700035 0.0774879 0.0572139 0.0625301 147 47 15.7917 0.63925 0.00477004 0.335994 0.366785 0.167711 201 119 8.24867 0.26842 0.00025983 0.0693166 0.0385433 0.0710813 203 15 0.210741 0.0364474 0.00197866 0.0140494 0.0126518 0.00856378 204 184 22.572 0.320918 0.00352868 0.122674 0.110234 0.0843537 225 11 1.03055 0.14102 0.044538 0.0936861 0.0963237 0.0347485 227 11 0.627609 0.1001 0.00449185 0.0570553 0.0637016 0.0355933 234 9 0.392536 0.0884057 0.002881 0.0436151 0.040341 0.0340169 260 28 3.14572 0.189709 0.0150507 0.112347 0.105516 0.0518388 261 29 3.33884 0.215911 0.0168578 0.115132 0.0937713 0.0640687 504 72 24.1288 0.845725 0.00609404 0.335122 0.308444 0.219988 514 110 49.4401 0.919273 0.00676078 0.449456 0.449716 0.246531 145 10 3.49718 0.637097 0.0523249 0.349718 0.374371 0.191595 169 9 0.780398 0.195372 0.0125694 0.0867109 0.0990825 0.0548824 267 11 0.637331 0.143394 0.0048296 0.0579391 0.0271762 0.0531493 268 41 5.7762 0.260068 0.014132 0.140883 0.142375 0.0738383 535 90 41.98 0.891553 0.0141598 0.466445 0.486767 0.24908 240 14 1.53969 0.213777 0.0117691 0.109978 0.103107 0.0643304 241 5 0.480603 0.200356 0.00146494 0.0961205 0.0966075 0.0821254 281 13 1.28614 0.208989 0.0183547 0.0989342 0.113525 0.0549905 266 11 0.797195 0.158356 0.00506559 0.0724723 0.0587184 0.0529852 538 133 45.2187 0.858273 0.00125822 0.33999 0.2949 0.227772 245 33 2.91445 0.189892 0.00560009 0.0883167 0.0824179 0.0480445 246 17 2.04048 0.16998 0.0175781 0.120028 0.136563 0.0450134 247 8 1.87992 0.660805 0.0191573 0.23499 0.225988 0.194198 542 158 54.834 0.906709 0.0000394908 0.347051 0.3157 0.22468 544 140 44.8715 0.895263 0.00104611 0.320511 0.264431 0.253541 249 33 3.31825 0.262539 0.00456886 0.100553 0.0813216 0.0722009 250 42 4.29097 0.187446 0.00590712 0.102166 0.0974624 0.0475378 565 8 5.16605 0.892571 0.287766 0.645756 0.701435 0.248716 566 5 3.51886 0.840377 0.592399 0.703771 0.721183 0.103999 567 7 3.1686 0.921197 0.00554056 0.452657 0.446444 0.343525 568 5 2.58027 0.778219 0.295711 0.516054 0.451886 0.185466 545 185 53.0928 0.741957 0.00188407 0.286988 0.264222 0.188864 252 48 10.5399 0.484535 0.00274366 0.219582 0.212916 0.116923 253 45 21.449 0.732979 0.00527962 0.476645 0.555404 0.205518 1601 42 4.39642 0.224486 0.00709483 0.104677 0.106065 0.0575187 -1601 39 5.16123 0.530063 0.00347555 0.132339 0.096001 0.119877 1602 159 26.8721 0.44409 0.00121611 0.169007 0.154921 0.10708 -1602 880 111.53 0.654563 0.000295385 0.126739 0.101223 0.10405 highlightrange: {{0.7, 1.}} highlighted data {504, cdf2jtCor2} {x, Q, value} {0.5621, 448., 0.826357} {0.8633, 688., 0.845725} {0.9938, 792., 0.830983} {0.09293, 448., 0.826357} {0.1427, 688., 0.845725} {0.1642, 792., 0.830983} {0.1895, 914., 0.828525} {0.2186, 1054., 0.816492} {0.03593, 448., 0.813188} {514, d02jtCor2} {x, Q, value} {0.6107, 980., 0.847312} {0.673, 1080., 0.883043} {0.8288, 1330., 0.858075} {0.2231, 240., 0.751678} {0.2974, 320., 0.701475} {0.4927, 530., 0.777298} {0.7437, 800., 0.716459} {0.8273, 890., 0.919273} {0.9203, 990., 0.877086} {0.2496, 180., 0.700957} {0.3051, 220., 0.704613} {0.527, 380., 0.763695} {0.3724, 180., 0.777275} {0.8642, 280., 0.738503} {0.9876, 320., 0.751254} {0.9209, 200., 0.713029} {0.4093, 980., 0.847312} {0.4511, 1080., 0.883043} {0.5555, 1330., 0.858075} {0.0672, 240., 0.751678} {0.0896, 320., 0.701475} {0.1484, 530., 0.777298} {0.224, 800., 0.716459} {0.2492, 890., 0.919273} {0.2772, 990., 0.877086} {0.3556, 1270., 0.827917} {0.03378, 180., 0.700957} {0.04129, 220., 0.704613} {0.07132, 380., 0.763695} {0.1557, 830., 0.75402} {0.1952, 1040., 0.740538} {0.02264, 180., 0.777275} {0.06668, 530., 0.72443} {0.07297, 580., 0.717762} {0.02361, 280., 0.738503} {0.02698, 320., 0.751254} {0.02951, 350., 0.75495} {0.0113, 200., 0.713029} {0.01243, 220., 0.726654} {0.01809, 320., 0.755412} {0.01978, 350., 0.771245} {0.02261, 400., 0.726129} {535, ATL7jtR6} {x, Q, value} {0.01991, 120., 0.721703} {0.01485, 60., 0.714093} {0.1287, 520., 0.701492} {0.08543, 220., 0.750035} {0.2019, 520., 0.845037} {0.3883, 1000., 0.833031} {0.08926, 120., 0.733257} {0.1636, 220., 0.711537} {0.595, 800., 0.789666} {0.7438, 1000., 0.7115} {0.3642, 220., 0.800251} {0.4205, 120., 0.736977} {0.01475, 120., 0.721703} {0.004945, 60., 0.714093} {0.04285, 520., 0.701492} {0.01156, 220., 0.750035} {0.02732, 520., 0.845037} {0.05255, 1000., 0.833031} {0.1576, 3000., 0.853153} {0.003292, 120., 0.733257} {0.006035, 220., 0.711537} {0.02194, 800., 0.789666} {0.02743, 1000., 0.7115} {0.05487, 2000., 0.800835} {0.06584, 2400., 0.874297} {0.002712, 220., 0.800251} {0.01232, 1000., 0.820115} {0.0006987, 120., 0.736977} {0.003028, 520., 0.722811} {0.00361, 620., 0.824495} {0.0005756, 220., 0.717282} {0.0008372, 320., 0.891553} {538, CMS7jtR7v2} {x, Q, value} {0.1525, 306., 0.719096} {0.6362, 1276., 0.787052} {0.7694, 936., 0.76536} {0.8335, 1014., 0.858273} {0.901, 1096., 0.855604} {0.9733, 1184., 0.856978} {0.01252, 306., 0.719096} {0.05222, 1276., 0.787052} {0.09593, 2344., 0.706627} {0.1378, 3368., 0.838927} {0.02323, 936., 0.76536} {0.02517, 1014., 0.858273} {0.0272, 1096., 0.855604} {0.02939, 1184., 0.856978} {0.01526, 1014., 0.731462} {0.0165, 1096., 0.760138} {0.01782, 1184., 0.769009} {0.01921, 1276., 0.724809} {542, CMS7jtR7y6} {x, Q, value} {0.08376, 168., 0.707429} {0.1136, 228., 0.748534} {0.1326, 266., 0.730909} {0.5464, 1096., 0.750934} {0.5903, 1184., 0.77092} {0.6362, 1276., 0.717547} {0.9025, 1810., 0.759397} {0.9643, 1934., 0.827627} {0.7069, 860., 0.7338} {0.7694, 936., 0.874425} {0.8335, 1014., 0.853425} {0.901, 1096., 0.712574} {0.006876, 168., 0.707429} {0.009331, 228., 0.748534} {0.01088, 266., 0.730909} {0.04485, 1096., 0.750934} {0.04846, 1184., 0.77092} {0.05222, 1276., 0.717547} {0.07408, 1810., 0.759397} {0.07915, 1934., 0.827627} {0.08447, 2064., 0.857225} {0.09012, 2202., 0.906709} {0.02134, 860., 0.7338} {0.02323, 936., 0.874425} {0.02517, 1014., 0.853425} {0.0272, 1096., 0.712574} {0.03922, 1580., 0.729176} {0.042, 1692., 0.744379} {0.0165, 1096., 0.779795} {0.01782, 1184., 0.791283} {0.006611, 724., 0.702268} {544, ATL7jtR6u} {x, Q, value} {0.4262, 2324., 0.753053} {0.4805, 2620., 0.838959} {0.1156, 232., 0.895263} {0.1336, 268., 0.767366} {0.1907, 232., 0.856194} {0.2585, 2324., 0.753053} {0.2914, 2620., 0.838959} {0.009495, 232., 0.895263} {0.01096, 268., 0.767366} {0.005759, 232., 0.856194} {0.03415, 1376., 0.771969} {0.03654, 1472., 0.825226} {0.04438, 1788., 0.871864} {0.0989, 3984., 0.738237} {0.01439, 956., 0.7097} {0.01553, 1032., 0.765924} {0.01674, 1112., 0.802762} {0.01933, 1284., 0.861088} {0.02692, 1788., 0.866695} {0.006867, 752., 0.878863} {565, ATL8ttpt} {x, Q, value} {0.05, 400., 0.855361} {0.08, 640., 0.892571} {0.1, 800., 0.830291} {0.125, 1000., 0.868698} {566, ATL8ttya} {x, Q, value} {0.07459, 400., 0.721183} {0.1112, 400., 0.756563} {0.2736, 400., 0.840377} {0.03351, 400., 0.721183} {0.02246, 400., 0.756563} {0.009134, 400., 0.840377} {567, ATL8ttmtt} {x, Q, value} {0.08125, 650., 0.782276} {0.1375, 1100., 0.921197} {568, ATL8ttytt} {x, Q, value} {0.224, 400., 0.778219} {0.01115, 400., 0.778219} {545, CMS8jtR7v5} {x, Q, value} {0.1208, 168., 0.741957} {0.003649, 168., 0.741957} {253, ATL8ZpTv3} {x, Q, value} {0.01383, 110.6, 0.732979} {0.01416, 113.3, 0.723408} datatype: |Corr(r, f(x,Q))| flavour: 4 〈x 〉g Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 757.436 DataMax: 0.934246 DataMin: -6 1.11249 10 DataMean: 0.18837 DataMedian: 0.127459 DataSD: 0.185218 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 150.011 0.693336 0.0000778026 0.133938 0.109743 0.104769 101 337 30.9347 0.357552 0.0000309146 0.0917943 0.0743562 0.0718531 102 250 30.9486 0.537534 0.00143099 0.123794 0.109725 0.0932861 104 123 9.69321 0.220492 0.0000772203 0.0788066 0.0760637 0.0538238 108 85 18.6176 0.477631 0.0437409 0.219031 0.226503 0.102271 109 96 17.0127 0.326353 0.0672713 0.177215 0.164886 0.0856948 110 69 9.17085 0.296418 0.00156808 0.132911 0.130862 0.0895098 111 86 12.4528 0.326207 0.0168939 0.1448 0.102992 0.0874666 124 38 2.98184 0.24963 0.0091971 0.0784695 0.06679 0.0568697 125 33 2.60659 0.201866 0.00108675 0.0789876 0.0599881 0.0586354 126 40 3.68049 0.261943 0.0136553 0.0920121 0.0696286 0.0701195 127 38 2.77246 0.233125 0.00128355 0.0729596 0.0505681 0.0623721 147 47 15.7015 0.608944 0.00135018 0.334075 0.368793 0.163642 201 119 8.98148 0.275102 1.112E-6 0.0754747 0.0483321 0.0726093 203 15 0.280655 0.0371711 0.00593593 0.0187103 0.0180682 0.00807807 204 184 19.6433 0.292004 0.000458806 0.106757 0.0951788 0.0778035 225 11 0.910333 0.14365 0.0212809 0.0827575 0.0866248 0.044217 227 11 0.610651 0.104941 0.011742 0.0555137 0.0485306 0.0377472 234 9 0.411176 0.0973464 0.00660341 0.0456862 0.039876 0.0381154 260 28 3.346 0.199866 0.0130727 0.1195 0.114037 0.0557364 261 29 3.57099 0.22473 0.0161031 0.123138 0.102744 0.0667256 504 72 26.719 0.897105 0.0000659296 0.371097 0.335635 0.227083 514 110 55.0258 0.934246 0.00699289 0.500235 0.502272 0.263001 145 10 3.30546 0.616145 0.000771697 0.330546 0.372156 0.204634 169 9 0.897205 0.141115 0.0250232 0.0996895 0.114356 0.0435543 267 11 0.603437 0.135187 0.00595361 0.0548579 0.0285026 0.051339 268 41 5.92629 0.27088 0.000676448 0.144544 0.136555 0.0827753 535 90 44.0243 0.928769 0.0271056 0.489159 0.52234 0.241496 240 14 1.58809 0.225376 0.00533368 0.113435 0.118364 0.057328 241 5 0.513435 0.215205 0.0213945 0.102687 0.0912621 0.0805895 281 13 1.37118 0.223694 0.013356 0.105476 0.126634 0.0627721 266 11 0.700162 0.147859 0.00213597 0.0636511 0.0406831 0.0511667 538 133 44.7435 0.892667 0.00106248 0.336417 0.298875 0.225382 245 33 3.41955 0.181211 0.0101558 0.103623 0.0984006 0.0492418 246 17 2.41148 0.213164 0.0324385 0.141852 0.160842 0.0540915 247 8 1.82309 0.607738 0.0441841 0.227886 0.211556 0.177938 542 158 58.0923 0.919501 0.0020886 0.367673 0.34293 0.230711 544 140 50.0485 0.920277 0.00143261 0.357489 0.302212 0.26678 249 33 3.28622 0.25142 0.00193829 0.0995823 0.0926268 0.0711484 250 42 4.79174 0.207263 0.000909363 0.114089 0.11129 0.0506146 565 8 5.17209 0.859723 0.319286 0.646511 0.697969 0.227679 566 5 3.47463 0.840553 0.561548 0.694926 0.696351 0.10202 567 7 3.13479 0.865139 0.0787489 0.447828 0.379546 0.287828 568 5 2.49689 0.831338 0.232752 0.499378 0.418184 0.226195 545 185 59.3349 0.778536 0.00128931 0.320729 0.3042 0.204113 252 48 10.6942 0.48854 0.00408354 0.222796 0.219227 0.117922 253 45 19.4994 0.700388 0.0347243 0.43332 0.516038 0.192543 1601 42 4.53143 0.217469 0.00448006 0.107891 0.11596 0.0597605 -1601 39 5.38027 0.525969 0.0043707 0.137956 0.10315 0.117894 1602 159 26.7629 0.421742 0.000450071 0.16832 0.157679 0.107937 -1602 880 113.336 0.693336 0.0000778026 0.128791 0.106015 0.104108 highlightrange: {{0.7, 1.}} highlighted data {504, cdf2jtCor2} {x, Q, value} {0.5621, 448., 0.838612} {0.7479, 596., 0.711002} {0.8633, 688., 0.897105} {0.9938, 792., 0.887194} {0.09293, 448., 0.838612} {0.1236, 596., 0.711002} {0.1427, 688., 0.897105} {0.1642, 792., 0.887194} {0.1895, 914., 0.891292} {0.2186, 1054., 0.881193} {0.03593, 448., 0.841776} {514, d02jtCor2} {x, Q, value} {0.08724, 140., 0.759004} {0.6107, 980., 0.823837} {0.673, 1080., 0.906708} {0.8288, 1330., 0.910154} {0.2231, 240., 0.825977} {0.2974, 320., 0.78492} {0.3718, 400., 0.750684} {0.409, 440., 0.702485} {0.4927, 530., 0.836703} {0.8273, 890., 0.934246} {0.9203, 990., 0.928474} {0.2496, 180., 0.782877} {0.3051, 220., 0.786395} {0.527, 380., 0.796637} {0.5824, 420., 0.773581} {0.6934, 500., 0.731826} {0.3724, 180., 0.848944} {0.7716, 250., 0.723378} {0.8642, 280., 0.823252} {0.9876, 320., 0.83404} {0.9209, 200., 0.798915} {0.05848, 140., 0.759004} {0.4093, 980., 0.823837} {0.4511, 1080., 0.906708} {0.5555, 1330., 0.910154} {0.0672, 240., 0.825977} {0.0896, 320., 0.78492} {0.112, 400., 0.750684} {0.1232, 440., 0.702485} {0.1484, 530., 0.836703} {0.2492, 890., 0.934246} {0.2772, 990., 0.928474} {0.3556, 1270., 0.897114} {0.03378, 180., 0.782877} {0.04129, 220., 0.786395} {0.07132, 380., 0.796637} {0.07883, 420., 0.773581} {0.09384, 500., 0.731826} {0.1557, 830., 0.816049} {0.1952, 1040., 0.817615} {0.02264, 180., 0.848944} {0.06668, 530., 0.77203} {0.07297, 580., 0.799025} {0.08177, 650., 0.786764} {0.1044, 830., 0.706218} {0.02108, 250., 0.723378} {0.02361, 280., 0.823252} {0.02698, 320., 0.83404} {0.02951, 350., 0.830265} {0.03963, 470., 0.742177} {0.0113, 200., 0.798915} {0.01243, 220., 0.81659} {0.01356, 240., 0.711356} {0.01809, 320., 0.813395} {0.01978, 350., 0.839572} {0.02261, 400., 0.802443} {535, ATL7jtR6} {x, Q, value} {0.08543, 220., 0.714967} {0.2019, 520., 0.836116} {0.3883, 1000., 0.82671} {0.08926, 120., 0.766705} {0.595, 800., 0.810706} {0.7438, 1000., 0.796654} {0.3642, 220., 0.850888} {0.3154, 90., 0.708644} {0.4205, 120., 0.787361} {0.01156, 220., 0.714967} {0.02732, 520., 0.836116} {0.05255, 1000., 0.82671} {0.1576, 3000., 0.788343} {0.003292, 120., 0.766705} {0.02194, 800., 0.810706} {0.02743, 1000., 0.796654} {0.05487, 2000., 0.745014} {0.06584, 2400., 0.848324} {0.002712, 220., 0.850888} {0.01232, 1000., 0.836065} {0.000524, 90., 0.708644} {0.0006987, 120., 0.787361} {0.001863, 320., 0.762706} {0.002445, 420., 0.71569} {0.003028, 520., 0.736428} {0.00361, 620., 0.891829} {0.0005756, 220., 0.796796} {0.0008372, 320., 0.928769} {538, CMS7jtR7v2} {x, Q, value} {0.1326, 266., 0.748593} {0.1525, 306., 0.766895} {0.6362, 1276., 0.861639} {0.7069, 860., 0.719748} {0.7694, 936., 0.791985} {0.8335, 1014., 0.880051} {0.901, 1096., 0.892667} {0.9733, 1184., 0.863541} {0.01088, 266., 0.748593} {0.01252, 306., 0.766895} {0.05222, 1276., 0.861639} {0.1378, 3368., 0.849403} {0.02134, 860., 0.719748} {0.02323, 936., 0.791985} {0.02517, 1014., 0.880051} {0.0272, 1096., 0.892667} {0.02939, 1184., 0.863541} {0.01526, 1014., 0.719167} {0.0165, 1096., 0.756359} {0.01782, 1184., 0.769766} {0.01921, 1276., 0.729046} {542, CMS7jtR7y6} {x, Q, value} {0.08376, 168., 0.772736} {0.09673, 194., 0.754545} {0.1136, 228., 0.804795} {0.1326, 266., 0.785526} {0.5464, 1096., 0.777385} {0.5903, 1184., 0.819267} {0.6362, 1276., 0.808143} {0.9025, 1810., 0.723189} {0.9643, 1934., 0.807774} {0.7069, 860., 0.774334} {0.7694, 936., 0.919501} {0.8335, 1014., 0.902467} {0.901, 1096., 0.753293} {0.006876, 168., 0.772736} {0.00794, 194., 0.754545} {0.009331, 228., 0.804795} {0.01088, 266., 0.785526} {0.04485, 1096., 0.777385} {0.04846, 1184., 0.819267} {0.05222, 1276., 0.808143} {0.07408, 1810., 0.723189} {0.07915, 1934., 0.807774} {0.08447, 2064., 0.853042} {0.09012, 2202., 0.914637} {0.02134, 860., 0.774334} {0.02323, 936., 0.919501} {0.02517, 1014., 0.902467} {0.0272, 1096., 0.753293} {0.03922, 1580., 0.791408} {0.042, 1692., 0.811923} {0.0165, 1096., 0.808132} {0.01782, 1184., 0.833206} {0.006611, 724., 0.752701} {544, ATL7jtR6u} {x, Q, value} {0.3947, 2152., 0.708589} {0.4262, 2324., 0.813137} {0.4805, 2620., 0.894875} {0.1156, 232., 0.868306} {0.1336, 268., 0.753019} {0.1907, 232., 0.866698} {0.7267, 884., 0.708464} {0.2394, 2152., 0.708589} {0.2585, 2324., 0.813137} {0.2914, 2620., 0.894875} {0.009495, 232., 0.868306} {0.01096, 268., 0.753019} {0.163, 3984., 0.739673} {0.005759, 232., 0.866698} {0.02194, 884., 0.708464} {0.03415, 1376., 0.7497} {0.03654, 1472., 0.805625} {0.04438, 1788., 0.920277} {0.0989, 3984., 0.824528} {0.01439, 956., 0.753282} {0.01553, 1032., 0.815394} {0.01674, 1112., 0.866587} {0.01933, 1284., 0.908137} {0.02692, 1788., 0.901684} {0.006867, 752., 0.902809} {565, ATL8ttpt} {x, Q, value} {0.05, 400., 0.839941} {0.08, 640., 0.84443} {0.1, 800., 0.829195} {0.125, 1000., 0.859723} {566, ATL8ttya} {x, Q, value} {0.1112, 400., 0.723723} {0.2736, 400., 0.840553} {0.02246, 400., 0.723723} {0.009134, 400., 0.840553} {567, ATL8ttmtt} {x, Q, value} {0.08125, 650., 0.745863} {0.1375, 1100., 0.865139} {568, ATL8ttytt} {x, Q, value} {0.224, 400., 0.831338} {0.01115, 400., 0.831338} {545, CMS8jtR7v5} {x, Q, value} {0.5165, 1184., 0.725542} {0.5567, 1276., 0.754013} {0.5985, 1372., 0.778536} {0.643, 1474., 0.767968} {0.1208, 168., 0.738943} {0.0424, 1184., 0.725542} {0.04569, 1276., 0.754013} {0.04913, 1372., 0.778536} {0.05278, 1474., 0.767968} {0.003649, 168., 0.738943} {253, ATL8ZpTv3} {x, Q, value} {0.01416, 113.3, 0.700388} datatype: |Corr(r, f(x,Q))| flavour: 5 〈x 〉g Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 759.106 DataMax: 0.949471 DataMin: 0.0000108985 DataMean: 0.188785 DataMedian: 0.125401 DataSD: 0.188457 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 152.933 0.709008 0.0000480067 0.136547 0.111497 0.104795 101 337 30.7328 0.396079 0.000261357 0.0911954 0.0758275 0.0731388 102 250 27.9886 0.494843 0.000336327 0.111954 0.0893948 0.0900849 104 123 8.51322 0.210103 0.000327495 0.0692132 0.0654143 0.0473534 108 85 15.4527 0.437557 0.040543 0.181796 0.171992 0.0889384 109 96 15.7894 0.314717 0.0570758 0.164473 0.142019 0.0864398 110 69 8.0374 0.24806 0.0052269 0.116484 0.107508 0.07728 111 86 11.5809 0.314549 0.0156735 0.134662 0.0854107 0.085119 124 38 3.0272 0.248125 0.0159929 0.0796632 0.0670268 0.0553817 125 33 2.48462 0.19091 0.000412483 0.0752914 0.0574162 0.0561115 126 40 3.69519 0.261318 0.0138481 0.0923797 0.0699393 0.0702149 127 38 2.69256 0.230089 0.00196828 0.070857 0.0501959 0.0617308 147 47 15.7737 0.589837 0.00444989 0.335611 0.365011 0.159382 201 119 9.90649 0.272244 0.0101253 0.0832478 0.0537307 0.0694737 203 15 0.324695 0.03492 0.0121375 0.0216463 0.0214979 0.00757271 204 184 18.1356 0.27689 0.00123372 0.098563 0.0834122 0.0722457 225 11 0.812186 0.144304 0.00370598 0.0738351 0.0793136 0.0509808 227 11 0.608748 0.109193 0.00284678 0.0553407 0.0462563 0.0382335 234 9 0.446565 0.103283 0.00566035 0.0496183 0.0397996 0.0390214 260 28 3.56009 0.211364 0.00847172 0.127146 0.124143 0.0602196 261 29 3.82724 0.233815 0.0116345 0.131974 0.116792 0.0695831 504 72 27.6614 0.914394 0.00448063 0.384186 0.345106 0.233772 514 110 57.7641 0.949471 0.00108063 0.525128 0.555427 0.274947 145 10 3.25961 0.605354 0.0206836 0.325961 0.371194 0.201611 169 9 0.990293 0.158692 0.025514 0.110033 0.11749 0.0476201 267 11 0.592661 0.12972 0.000695065 0.0538783 0.0318881 0.0492942 268 41 6.09789 0.283075 0.00153517 0.148729 0.144783 0.0848788 535 90 44.2435 0.937446 0.0196576 0.491595 0.51963 0.237411 240 14 1.60775 0.227648 0.00287439 0.114839 0.115563 0.0605684 241 5 0.52579 0.222232 0.0333554 0.105158 0.0859063 0.0796363 281 13 1.40951 0.230672 0.00181864 0.108424 0.120952 0.0687995 266 11 0.64862 0.141126 0.00537625 0.0589655 0.0311818 0.0496307 538 133 43.5499 0.901644 0.00632473 0.327443 0.297683 0.223027 245 33 3.65326 0.200948 0.00332687 0.110705 0.103914 0.0540064 246 17 2.60488 0.237289 0.023373 0.153228 0.176438 0.0610527 247 8 1.76204 0.580841 0.0391105 0.220255 0.203013 0.170494 542 158 58.6676 0.930406 0.00137968 0.371314 0.341526 0.234707 544 140 53.5679 0.940887 0.0000108985 0.382628 0.350671 0.270874 249 33 3.33808 0.244759 0.0034459 0.101154 0.100358 0.069354 250 42 5.03077 0.229198 0.0135297 0.11978 0.110156 0.0547135 565 8 5.03101 0.832934 0.291674 0.628876 0.685632 0.216519 566 5 3.34786 0.812397 0.51779 0.669571 0.67895 0.105032 567 7 3.02754 0.817099 0.107647 0.432505 0.395403 0.258049 568 5 2.31127 0.839529 0.164255 0.462255 0.387169 0.252649 545 185 62.809 0.815949 0.00410228 0.339508 0.320422 0.211529 252 48 10.7952 0.488982 0.00130731 0.224901 0.222291 0.118783 253 45 18.4854 0.680614 0.0297264 0.410787 0.490765 0.185301 1601 42 4.6374 0.223222 0.00125678 0.110414 0.122229 0.0627199 -1601 39 5.54597 0.514621 0.00378177 0.142204 0.104538 0.115107 1602 159 27.0186 0.409326 0.00244777 0.169928 0.158759 0.108172 -1602 880 115.731 0.709008 0.0000480067 0.131513 0.10807 0.104211 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.4, 173.2, 0.709008} {504, cdf2jtCor2} {x, Q, value} {0.5621, 448., 0.824136} {0.7479, 596., 0.728496} {0.8633, 688., 0.909444} {0.9938, 792., 0.902789} {0.8241, 254., 0.704275} {0.09293, 448., 0.824136} {0.1236, 596., 0.728496} {0.1427, 688., 0.909444} {0.1642, 792., 0.902789} {0.1895, 914., 0.914394} {0.2186, 1054., 0.907358} {0.02037, 254., 0.704275} {0.03593, 448., 0.835363} {514, d02jtCor2} {x, Q, value} {0.08724, 140., 0.783096} {0.6107, 980., 0.789784} {0.673, 1080., 0.90496} {0.8288, 1330., 0.928752} {0.2231, 240., 0.869398} {0.2974, 320., 0.822327} {0.3718, 400., 0.803701} {0.409, 440., 0.754227} {0.4927, 530., 0.859443} {0.8273, 890., 0.927422} {0.9203, 990., 0.949471} {0.2496, 180., 0.818773} {0.3051, 220., 0.837208} {0.527, 380., 0.793594} {0.5824, 420., 0.811884} {0.6934, 500., 0.788582} {0.3724, 180., 0.885034} {0.5793, 280., 0.704759} {0.7716, 250., 0.764084} {0.8642, 280., 0.867962} {0.9876, 320., 0.878995} {0.9209, 200., 0.838673} {0.05848, 140., 0.783096} {0.4093, 980., 0.789784} {0.4511, 1080., 0.90496} {0.5555, 1330., 0.928752} {0.0672, 240., 0.869398} {0.0896, 320., 0.822327} {0.112, 400., 0.803701} {0.1232, 440., 0.754227} {0.1484, 530., 0.859443} {0.2492, 890., 0.927422} {0.2772, 990., 0.949471} {0.3556, 1270., 0.931839} {0.03378, 180., 0.818773} {0.04129, 220., 0.837208} {0.07132, 380., 0.793594} {0.07883, 420., 0.811884} {0.09384, 500., 0.788582} {0.1557, 830., 0.840559} {0.1952, 1040., 0.858494} {0.02264, 180., 0.885034} {0.03522, 280., 0.704759} {0.06668, 530., 0.777751} {0.07297, 580., 0.83303} {0.08177, 650., 0.834568} {0.1044, 830., 0.768136} {0.02108, 250., 0.764084} {0.02361, 280., 0.867962} {0.02698, 320., 0.878995} {0.02951, 350., 0.872016} {0.03963, 470., 0.784596} {0.0113, 200., 0.838673} {0.01243, 220., 0.864487} {0.01356, 240., 0.769538} {0.01809, 320., 0.828032} {0.01978, 350., 0.864987} {0.02261, 400., 0.838255} {535, ATL7jtR6} {x, Q, value} {0.2019, 520., 0.804921} {0.3883, 1000., 0.796627} {0.08926, 120., 0.762454} {0.595, 800., 0.79854} {0.7438, 1000., 0.836829} {0.3642, 220., 0.864697} {0.3154, 90., 0.722318} {0.4205, 120., 0.79785} {0.02732, 520., 0.804921} {0.05255, 1000., 0.796627} {0.1576, 3000., 0.73785} {0.003292, 120., 0.762454} {0.02194, 800., 0.79854} {0.02743, 1000., 0.836829} {0.06584, 2400., 0.817814} {0.002712, 220., 0.864697} {0.01232, 1000., 0.824136} {0.000524, 90., 0.722318} {0.0006987, 120., 0.79785} {0.001863, 320., 0.780329} {0.002445, 420., 0.766143} {0.003028, 520., 0.718263} {0.00361, 620., 0.924007} {0.0005756, 220., 0.844483} {0.0008372, 320., 0.937446} {538, CMS7jtR7v2} {x, Q, value} {0.1326, 266., 0.756367} {0.1525, 306., 0.776065} {0.6362, 1276., 0.901644} {0.7069, 860., 0.710937} {0.7694, 936., 0.787551} {0.8335, 1014., 0.874863} {0.901, 1096., 0.898623} {0.9733, 1184., 0.85402} {0.01088, 266., 0.756367} {0.01252, 306., 0.776065} {0.05222, 1276., 0.901644} {0.1378, 3368., 0.832449} {0.02134, 860., 0.710937} {0.02323, 936., 0.787551} {0.02517, 1014., 0.874863} {0.0272, 1096., 0.898623} {0.02939, 1184., 0.85402} {0.0165, 1096., 0.730224} {0.01782, 1184., 0.751059} {0.01921, 1276., 0.7171} {542, CMS7jtR7y6} {x, Q, value} {0.08376, 168., 0.789605} {0.09673, 194., 0.784069} {0.1136, 228., 0.815682} {0.1326, 266., 0.80905} {0.5464, 1096., 0.768949} {0.5903, 1184., 0.825476} {0.6362, 1276., 0.857426} {0.9643, 1934., 0.769278} {0.7069, 860., 0.77441} {0.7694, 936., 0.930406} {0.8335, 1014., 0.926676} {0.901, 1096., 0.783331} {0.006876, 168., 0.789605} {0.00794, 194., 0.784069} {0.009331, 228., 0.815682} {0.01088, 266., 0.80905} {0.04485, 1096., 0.768949} {0.04846, 1184., 0.825476} {0.05222, 1276., 0.857426} {0.07915, 1934., 0.769278} {0.08447, 2064., 0.825049} {0.09012, 2202., 0.897371} {0.02134, 860., 0.77441} {0.02323, 936., 0.930406} {0.02517, 1014., 0.926676} {0.0272, 1096., 0.783331} {0.03922, 1580., 0.812919} {0.042, 1692., 0.83864} {0.0165, 1096., 0.804292} {0.01782, 1184., 0.840368} {0.006611, 724., 0.771698} {544, ATL7jtR6u} {x, Q, value} {0.4262, 2324., 0.828563} {0.4805, 2620., 0.913943} {0.2467, 816., 0.714285} {0.3363, 1112., 0.706468} {0.1156, 232., 0.837473} {0.1336, 268., 0.749046} {0.6402, 1284., 0.739606} {0.1907, 232., 0.850268} {0.3946, 480., 0.720153} {0.7267, 884., 0.760962} {0.7859, 956., 0.748393} {0.2585, 2324., 0.828563} {0.2914, 2620., 0.913943} {0.05506, 816., 0.714285} {0.07503, 1112., 0.706468} {0.009495, 232., 0.837473} {0.01096, 268., 0.749046} {0.05255, 1284., 0.739606} {0.163, 3984., 0.775562} {0.005759, 232., 0.850268} {0.01191, 480., 0.720153} {0.02194, 884., 0.760962} {0.02373, 956., 0.748393} {0.03415, 1376., 0.716137} {0.03654, 1472., 0.775259} {0.04438, 1788., 0.940887} {0.0989, 3984., 0.86807} {0.01439, 956., 0.755484} {0.01553, 1032., 0.823382} {0.01674, 1112., 0.89053} {0.01933, 1284., 0.926748} {0.02692, 1788., 0.913807} {0.006867, 752., 0.904623} {0.00873, 956., 0.70695} {565, ATL8ttpt} {x, Q, value} {0.05, 400., 0.809449} {0.08, 640., 0.803551} {0.1, 800., 0.804566} {0.125, 1000., 0.832934} {566, ATL8ttya} {x, Q, value} {0.2736, 400., 0.812397} {0.009134, 400., 0.812397} {567, ATL8ttmtt} {x, Q, value} {0.1375, 1100., 0.817099} {568, ATL8ttytt} {x, Q, value} {0.224, 400., 0.839529} {0.01115, 400., 0.839529} {545, CMS8jtR7v5} {x, Q, value} {0.5165, 1184., 0.740033} {0.5567, 1276., 0.778913} {0.5985, 1372., 0.814363} {0.643, 1474., 0.815949} {0.6893, 1580., 0.752176} {0.1208, 168., 0.739927} {0.0424, 1184., 0.740033} {0.04569, 1276., 0.778913} {0.04913, 1372., 0.814363} {0.05278, 1474., 0.815949} {0.05658, 1580., 0.752176} {0.003649, 168., 0.739927} {0.004347, 544., 0.745916} datatype: |Corr(r, f(x,Q))| flavour: 0 〈x 〉u + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 557.823 DataMax: 0.79668 DataMin: 0.0000821826 DataMean: 0.138728 DataMedian: 0.0568085 DataSD: 0.177544 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 347.433 0.79668 0.000202208 0.310208 0.285746 0.217145 101 337 9.0306 0.114411 0.000534518 0.026797 0.0202638 0.0220729 102 250 13.4397 0.15322 0.0000821826 0.0537587 0.0500141 0.0324511 104 123 5.08245 0.126814 0.000228309 0.0413208 0.035022 0.0323982 108 85 3.48161 0.0949267 0.000785832 0.0409601 0.041584 0.0263902 109 96 4.56605 0.087869 0.00105644 0.047563 0.0512743 0.02548 110 69 5.08488 0.181832 0.000461536 0.0736939 0.0666208 0.044805 111 86 3.85166 0.0879424 0.000173128 0.0447868 0.0481071 0.0234421 124 38 5.05107 0.250264 0.00361386 0.132923 0.118184 0.0749307 125 33 4.87786 0.272386 0.00301804 0.147814 0.178744 0.0845145 126 40 6.0524 0.228102 0.0943373 0.15131 0.142474 0.0477235 127 38 4.03158 0.240606 0.00860992 0.106094 0.107392 0.0568612 147 47 15.0111 0.732377 0.00271207 0.319385 0.270413 0.244539 201 119 22.5521 0.322972 0.0039645 0.189514 0.201666 0.0724443 203 15 0.683381 0.131584 0.00613252 0.0455587 0.0345836 0.0333067 204 184 9.12736 0.129343 0.000275349 0.0496052 0.0447523 0.0317361 225 11 0.447324 0.0678728 0.00222236 0.0406658 0.0473906 0.0269172 227 11 0.48069 0.0693241 0.00704816 0.0436991 0.0444541 0.0214714 234 9 0.364214 0.0610752 0.00872484 0.0404682 0.0476962 0.0192002 260 28 4.10661 0.241565 0.0168874 0.146665 0.149867 0.0612966 261 29 3.1469 0.263665 0.0067928 0.108514 0.0986025 0.0669179 504 72 1.96697 0.204609 0.00191891 0.027319 0.0175214 0.0289423 514 110 2.4856 0.0745783 0.000811775 0.0225964 0.0194344 0.0155321 145 10 1.20064 0.24376 0.018154 0.120064 0.121274 0.0576858 169 9 4.88518 0.771131 0.239661 0.542797 0.564234 0.171718 267 11 0.468317 0.0645558 0.00158189 0.0425743 0.0485223 0.0197867 268 41 10.1923 0.426255 0.00116026 0.248594 0.270506 0.119999 535 90 3.32448 0.188881 0.000392646 0.0369387 0.0189355 0.0428789 240 14 2.93067 0.523477 0.0736376 0.209334 0.181116 0.119266 241 5 0.244936 0.0690362 0.0319517 0.0489872 0.0404506 0.017216 281 13 0.755973 0.0801777 0.0118877 0.0581518 0.0622229 0.0218068 266 11 0.53471 0.0715092 0.00797089 0.04861 0.0449313 0.0210438 538 133 2.87776 0.0963422 0.000467006 0.0216373 0.0183286 0.0166294 245 33 8.53226 0.517663 0.00231748 0.258553 0.239495 0.163234 246 17 7.3009 0.599579 0.128188 0.429465 0.502303 0.153325 247 8 0.112694 0.0295792 0.00550811 0.0140868 0.0115756 0.00936927 542 158 3.72077 0.147161 0.000170661 0.0235492 0.0171889 0.0225086 544 140 3.31845 0.116114 0.00008591 0.0237032 0.0195887 0.0189092 249 33 5.31728 0.318809 0.0051162 0.16113 0.165736 0.0892482 250 42 10.1118 0.549917 0.0173717 0.240756 0.234167 0.174544 565 8 0.615521 0.289629 0.0109226 0.0769402 0.0265484 0.0957215 566 5 0.191069 0.0749308 0.0181215 0.0382139 0.0285544 0.0244749 567 7 0.588329 0.187089 0.0159227 0.084047 0.105649 0.064551 568 5 0.190582 0.079274 0.00680571 0.0381164 0.0341481 0.0263511 545 185 4.38724 0.123709 0.0000908696 0.0237148 0.0172724 0.0196434 252 48 10.2547 0.390571 0.00452401 0.21364 0.223448 0.112056 253 45 3.41208 0.22789 0.00555284 0.075824 0.0589815 0.0545605 1601 42 7.8241 0.673159 0.00898658 0.186288 0.0936287 0.201125 -1601 39 6.23587 0.66976 0.00477108 0.159894 0.0943694 0.160166 1602 159 24.784 0.690089 0.000202208 0.155874 0.0977884 0.147012 -1602 880 308.589 0.79668 0.00108458 0.350669 0.34697 0.213218 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.0003422, 2.915, 0.744894} {0.000433, 2.915, 0.7325} {0.0004831, 3.464, 0.715708} {0.000171, 2.55, 0.735372} {0.0001973, 2.55, 0.724441} {0.000228, 2.55, 0.752111} {0.0002617, 2.55, 0.774107} {0.0002236, 2.915, 0.717427} {0.0003422, 2.915, 0.768687} {0.000433, 2.915, 0.724811} {0.0002785, 3.464, 0.744716} {0.0003155, 3.464, 0.752366} {0.0003642, 3.464, 0.773845} {0.000423, 3.464, 0.731095} {0.0004831, 3.464, 0.738308} {0.000592, 3.464, 0.700711} {0.0003481, 3.873, 0.744292} {0.0005289, 3.873, 0.70731} {0.00184, 5., 0.719021} {0.002466, 5., 0.710392} {0.0002, 2.915, 0.722124} {0.0002, 3.162, 0.780889} {0.00032, 3.464, 0.751521} {0.002, 8.367, 0.723922} {0.002, 9.487, 0.769527} {0.00008029, 2.55, 0.721225} {0.0002, 2.55, 0.740121} {0.00032, 2.55, 0.758978} {0.0002, 2.915, 0.759658} {0.00032, 2.915, 0.741066} {0.0001392, 3.464, 0.700803} {0.00032, 3.464, 0.775089} {0.0005, 3.464, 0.756356} {0.0001741, 3.873, 0.751199} {0.0002, 3.873, 0.79668} {0.0002276, 3.873, 0.74112} {0.0005, 3.873, 0.718302} {147, Hn1X0c} {x, Q, value} {0.00032, 3.464, 0.732377} {0.0014, 7.746, 0.731089} {169, H1FL10} {x, Q, value} {0.000129, 2.236, 0.771131} {0.000169, 2.55, 0.716776} datatype: |Corr(r, f(x,Q))| flavour: 1 〈x 〉u + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 552.342 DataMax: 0.748022 DataMin: 0.0000200019 DataMean: 0.137364 DataMedian: 0.100457 DataSD: 0.120192 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 103.172 0.384645 0.0000200019 0.0921178 0.0788502 0.0704452 101 337 88.7776 0.692568 0.00292833 0.263435 0.26576 0.159317 102 250 60.1305 0.618333 0.00128007 0.240522 0.249728 0.137325 104 123 10.5934 0.207565 0.00157918 0.0861252 0.0811541 0.0544171 108 85 33.6457 0.504608 0.28517 0.395832 0.395164 0.0516686 109 96 29.3647 0.393725 0.189001 0.305882 0.296235 0.0480536 110 69 12.3301 0.52855 0.00546531 0.178697 0.173989 0.120616 111 86 24.3149 0.39487 0.0185837 0.282732 0.292362 0.0733953 124 38 5.866 0.251136 0.00886897 0.154368 0.18195 0.0796848 125 33 5.51596 0.272047 0.0216398 0.16715 0.1855 0.0695463 126 40 7.73845 0.246171 0.101147 0.193461 0.201546 0.0367616 127 38 8.25448 0.341903 0.0134687 0.217223 0.24362 0.114588 147 47 6.37924 0.260809 0.000427799 0.135729 0.142055 0.0724605 201 119 3.76747 0.108365 0.000460659 0.0316594 0.0262481 0.0257094 203 15 1.7874 0.149674 0.084232 0.11916 0.12005 0.0218985 204 184 21.149 0.260194 0.000899414 0.11494 0.103191 0.0755563 225 11 0.571653 0.0773245 0.0137717 0.0519685 0.0545357 0.0185779 227 11 0.58391 0.0790251 0.00361921 0.0530827 0.0528849 0.021821 234 9 1.1738 0.175902 0.00775724 0.130422 0.167569 0.0612511 260 28 4.29834 0.258887 0.00692237 0.153512 0.184474 0.0792354 261 29 4.95751 0.300909 0.0154288 0.170949 0.180009 0.0700311 504 72 6.48185 0.321863 0.00181805 0.0900257 0.075392 0.0744306 514 110 7.05019 0.385879 0.000171552 0.0640926 0.05161 0.0600881 145 10 1.87314 0.282662 0.00739724 0.187314 0.205962 0.0844343 169 9 1.74892 0.270981 0.109779 0.194324 0.195279 0.0535278 267 11 1.6348 0.201685 0.095215 0.148618 0.151014 0.0462838 268 41 2.65841 0.168984 0.000375855 0.0648392 0.0598204 0.0382725 535 90 9.79504 0.246318 0.00525367 0.108834 0.114863 0.0593099 240 14 2.16741 0.378161 0.0176276 0.154815 0.095567 0.129214 241 5 0.199627 0.113156 0.00276504 0.0399253 0.0157876 0.0474082 281 13 0.864025 0.176454 0.00295267 0.0664635 0.0540857 0.0479957 266 11 1.32502 0.180358 0.0436976 0.120457 0.143772 0.0572897 538 133 12.0419 0.298465 0.00104936 0.0905406 0.0929805 0.054934 245 33 3.77956 0.228896 0.00225819 0.114532 0.092468 0.0691298 246 17 2.82691 0.241347 0.00266977 0.166289 0.167956 0.0606764 247 8 2.95746 0.426523 0.23389 0.369682 0.386501 0.0596394 542 158 10.4548 0.235565 0.00158103 0.0661696 0.0568655 0.0437018 544 140 9.93216 0.220168 0.00237064 0.070944 0.0630504 0.0461928 249 33 1.96569 0.138663 0.00348708 0.0595663 0.0494311 0.0382694 250 42 4.2424 0.295378 0.00965629 0.10101 0.0861775 0.0708162 565 8 0.942382 0.346465 0.00868761 0.117798 0.0791803 0.112602 566 5 0.46758 0.19148 0.0227287 0.0935159 0.0891072 0.0722112 567 7 1.01349 0.300386 0.00482615 0.144784 0.120606 0.112996 568 5 0.649022 0.212636 0.0878636 0.129804 0.121094 0.0509184 545 185 9.11918 0.142852 0.000175638 0.0492929 0.0437914 0.0319065 252 48 9.46053 0.448377 0.00954842 0.197094 0.173751 0.123907 253 45 12.3187 0.748022 0.0140182 0.273748 0.260966 0.161521 1601 42 4.86926 0.333303 0.00239908 0.115935 0.119487 0.0792312 -1601 39 8.38071 0.363041 0.00157866 0.21489 0.223659 0.104915 1602 159 16.0847 0.384645 0.0000200019 0.101161 0.0883555 0.0752237 -1602 880 73.8373 0.346273 0.000157207 0.0839061 0.0755454 0.0612659 highlightrange: {{0.7, 1.}} highlighted data {253, ATL8ZpTv3} {x, Q, value} {0.01776, 142., 0.748022} datatype: |Corr(r, f(x,Q))| flavour: 2 〈x 〉u + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 622.081 DataMax: 0.736077 DataMin: 0.0000684259 DataMean: 0.154708 DataMedian: 0.103925 DataSD: 0.145406 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 100.868 0.639089 0.000269857 0.0900608 0.0544487 0.118855 101 337 94.5075 0.736077 0.00228086 0.280438 0.270555 0.177362 102 250 51.1299 0.519492 0.000132065 0.20452 0.216697 0.10735 104 123 16.0131 0.549331 0.0000684259 0.130188 0.0471272 0.171897 108 85 31.3503 0.558979 0.0547209 0.368828 0.378597 0.144848 109 96 33.9644 0.552177 0.0340509 0.353796 0.333998 0.144037 110 69 15.1091 0.505389 0.0150355 0.218972 0.197456 0.138285 111 86 25.8351 0.552151 0.00272778 0.300408 0.288185 0.157801 124 38 3.8344 0.17802 0.015585 0.100905 0.107669 0.0403992 125 33 5.38736 0.228684 0.0011417 0.163253 0.181478 0.0629687 126 40 4.62948 0.210096 0.00142291 0.115737 0.0998445 0.0607858 127 38 5.27949 0.274445 0.000392442 0.138934 0.122867 0.0925239 147 47 4.22958 0.2111 0.00272195 0.0899911 0.0757775 0.0643605 201 119 5.87146 0.301736 0.00125304 0.04934 0.0371706 0.0461137 203 15 1.50511 0.136235 0.0594257 0.100341 0.0983721 0.0277889 204 184 46.0279 0.597401 0.00408741 0.250152 0.206876 0.178235 225 11 1.40859 0.267444 0.0353946 0.128054 0.117026 0.0724863 227 11 1.42939 0.26223 0.00791173 0.129944 0.125196 0.0679946 234 9 0.864322 0.141849 0.0251001 0.0960358 0.108389 0.0439238 260 28 2.50904 0.334353 0.00332434 0.0896084 0.0590617 0.0866432 261 29 3.43804 0.349037 0.00135247 0.118553 0.0724189 0.0996275 504 72 10.8543 0.631578 0.000179553 0.150754 0.113382 0.133083 514 110 11.5617 0.572955 0.0020545 0.105107 0.0824732 0.0944665 145 10 1.2658 0.196188 0.0194004 0.12658 0.145735 0.0659875 169 9 0.851014 0.186887 0.0204225 0.0945571 0.0876831 0.0556083 267 11 2.52791 0.262765 0.144095 0.22981 0.242987 0.0367202 268 41 3.25295 0.166679 0.000930042 0.0793401 0.076166 0.0430815 535 90 13.7206 0.385267 0.00141076 0.152451 0.144261 0.0939046 240 14 2.10742 0.309732 0.0236883 0.15053 0.125171 0.0941065 241 5 0.5712 0.17796 0.0386908 0.11424 0.131577 0.0643947 281 13 2.63862 0.329464 0.0782797 0.202971 0.217713 0.0716674 266 11 2.06978 0.248526 0.0718344 0.188162 0.195246 0.05095 538 133 23.7427 0.481939 0.0017872 0.178516 0.16608 0.116451 245 33 5.11257 0.418983 0.00118466 0.154926 0.146761 0.110567 246 17 3.43077 0.315424 0.0475607 0.20181 0.196971 0.0670572 247 8 1.00875 0.208695 0.0549855 0.126094 0.121361 0.0543557 542 158 18.1713 0.404171 0.000201507 0.115008 0.100106 0.0799475 544 140 17.7855 0.372784 0.00151956 0.12704 0.11184 0.0904227 249 33 2.75016 0.194693 0.00611231 0.0833382 0.0702732 0.0569834 250 42 6.19069 0.50657 0.00133534 0.147397 0.136389 0.113432 565 8 0.721194 0.151279 0.00904909 0.0901492 0.0931592 0.045317 566 5 0.464626 0.148666 0.0265802 0.0929252 0.106117 0.0566154 567 7 1.15014 0.276641 0.0517592 0.164306 0.184845 0.0870805 568 5 0.159803 0.0549867 0.00153608 0.0319606 0.0439625 0.0233951 545 185 18.4687 0.342133 0.000211523 0.0998306 0.079766 0.0795426 252 48 7.20576 0.62405 0.00703794 0.15012 0.0784666 0.155674 253 45 9.10579 0.445888 0.0183082 0.202351 0.208846 0.10027 1601 42 8.45575 0.623751 0.00741037 0.201327 0.149859 0.187239 -1601 39 6.41808 0.457899 0.00240173 0.164566 0.124884 0.127145 1602 159 21.2892 0.639089 0.000444379 0.133894 0.0615032 0.172809 -1602 880 64.705 0.608787 0.000269857 0.0735284 0.0499503 0.0939278 highlightrange: {{0.7, 1.}} highlighted data {101, BcdF2pCor} {x, Q, value} {0.45, 6.557, 0.715459} {0.45, 7.036, 0.736077} {0.45, 7.55, 0.71365} {0.45, 9.273, 0.716872} datatype: |Corr(r, f(x,Q))| flavour: 3 〈x 〉u + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 651.991 DataMax: 0.820136 DataMin: 0.0000230766 DataMean: 0.162147 DataMedian: 0.0992565 DataSD: 0.169982 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 114.836 0.820136 0.0000230766 0.102532 0.0575114 0.152283 101 337 108.719 0.742283 0.00059256 0.322609 0.277376 0.223352 102 250 51.6554 0.485459 0.00143125 0.206622 0.19787 0.135412 104 123 20.4918 0.650982 0.000676177 0.1666 0.0848127 0.193687 108 85 26.5846 0.581613 0.00191756 0.31276 0.256093 0.201575 109 96 29.4559 0.584081 0.0118399 0.306832 0.269419 0.190884 110 69 16.0992 0.540276 0.000481111 0.233322 0.219351 0.148667 111 86 21.5711 0.584316 0.0030699 0.250827 0.194276 0.194055 124 38 2.54616 0.121929 0.00266967 0.0670042 0.0634187 0.0364194 125 33 4.0217 0.170187 0.000873042 0.12187 0.132204 0.0486854 126 40 3.00912 0.164855 0.00810717 0.075228 0.0514458 0.0510826 127 38 3.69121 0.20443 0.000279279 0.0971371 0.0937861 0.0657664 147 47 2.99826 0.145846 0.000267083 0.0637928 0.0564209 0.0409309 201 119 7.34905 0.436931 0.00428057 0.0617567 0.0399235 0.0695049 203 15 1.16224 0.116545 0.0332326 0.0774827 0.0795074 0.0305447 204 184 59.7422 0.753239 0.00204843 0.324686 0.274828 0.225786 225 11 1.56152 0.303012 0.0367495 0.141957 0.128889 0.0809475 227 11 1.60683 0.300241 0.00119091 0.146075 0.145192 0.0778104 234 9 0.793934 0.174088 0.00269255 0.0882148 0.0970372 0.0483313 260 28 4.48871 0.437902 0.00565149 0.160311 0.126569 0.116357 261 29 3.36517 0.347404 0.0000694321 0.11604 0.0511661 0.123462 504 72 11.5549 0.705603 0.000271321 0.160485 0.116043 0.146833 514 110 12.5034 0.557582 0.00174958 0.113667 0.101181 0.0952703 145 10 0.811051 0.140189 0.01619 0.0811051 0.0857791 0.0426636 169 9 0.336922 0.0961276 0.00108424 0.0374358 0.029614 0.0329759 267 11 2.48611 0.25088 0.185913 0.22601 0.229376 0.0239638 268 41 3.49333 0.220857 0.00249742 0.0852032 0.0848418 0.0531315 535 90 12.7623 0.448123 0.000889618 0.141803 0.12445 0.092488 240 14 2.0821 0.335213 0.000169907 0.148722 0.146084 0.116593 241 5 0.745705 0.239748 0.0321242 0.149141 0.166397 0.0930618 281 13 2.96417 0.390599 0.0794496 0.228013 0.231668 0.0909164 266 11 1.99231 0.235472 0.120612 0.181119 0.180488 0.0443683 538 133 23.1065 0.536757 0.00187046 0.173733 0.149344 0.128442 245 33 6.51018 0.48799 0.00919389 0.197278 0.201255 0.11981 246 17 3.82357 0.384249 0.0196389 0.224916 0.221941 0.0865731 247 8 0.278678 0.102784 0.00123632 0.0348347 0.0315249 0.0351614 542 158 17.936 0.436075 0.00100813 0.113519 0.0984746 0.0850221 544 140 17.1118 0.38157 0.000897437 0.122227 0.109114 0.0885831 249 33 2.88912 0.181172 0.00776579 0.0875492 0.0809978 0.0510913 250 42 7.59162 0.559229 0.00555621 0.180753 0.165915 0.126279 565 8 0.476599 0.0955689 0.00763477 0.0595749 0.0673645 0.0289136 566 5 0.373154 0.121042 0.0287957 0.0746308 0.088647 0.0414481 567 7 0.757492 0.204446 0.00898868 0.108213 0.116489 0.0734367 568 5 0.158917 0.0615762 0.00478934 0.0317834 0.0259812 0.0220349 545 185 21.8029 0.428509 0.000519427 0.117854 0.0791332 0.103339 252 48 6.61281 0.740363 0.00645367 0.137767 0.0679879 0.171489 253 45 5.08026 0.284977 0.00628078 0.112895 0.114942 0.0637591 1601 42 10.5987 0.797504 0.00585135 0.252349 0.156132 0.234747 -1601 39 4.6482 0.469538 0.000436895 0.119184 0.0709917 0.140541 1602 159 27.732 0.820136 0.000594145 0.174415 0.0758405 0.223559 -1602 880 71.8574 0.777038 0.0000230766 0.0816561 0.0520336 0.121072 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 70.7, 0.797504} {0.65, 89.44, 0.74745} {0.65, 122.5, 0.708886} {0.65, 22.36, 0.820136} {0.65, 28.28, 0.740282} {0.65, 54.77, 0.799487} {0.65, 70.7, 0.780401} {0.65, 89.44, 0.802785} {0.65, 109.5, 0.773173} {0.65, 141.4, 0.749189} {0.65, 173.2, 0.76179} {0.65, 223.6, 0.758795} {0.65, 25.5, 0.72239} {0.65, 28.28, 0.708979} {0.65, 38.72, 0.724093} {0.65, 54.77, 0.769569} {0.65, 70.7, 0.765378} {0.65, 89.44, 0.761621} {0.65, 109.5, 0.777038} {0.65, 141.4, 0.728444} {0.65, 173.2, 0.773555} {101, BcdF2pCor} {x, Q, value} {0.45, 7.036, 0.731663} {0.45, 7.55, 0.714638} {0.55, 7.55, 0.713983} {0.55, 9.273, 0.742283} {0.45, 9.95, 0.732921} {0.45, 9.273, 0.708697} {0.45, 10.75, 0.71411} {0.45, 11.73, 0.733349} {0.45, 13.23, 0.729328} {0.55, 15.17, 0.70636} {204, e866ppxf} {x, Q, value} {0.7242, 7.43, 0.725226} {0.7276, 7.95, 0.737659} {0.7339, 8.43, 0.73464} {0.7624, 6.93, 0.725709} {0.7731, 7.41, 0.745379} {0.7734, 7.95, 0.753239} {0.7776, 8.42, 0.748029} {0.8031, 6.43, 0.720439} {0.8066, 6.94, 0.733229} {0.8179, 7.45, 0.735706} {0.8232, 7.93, 0.730327} {0.8331, 8.47, 0.719857} {0.05076, 7.43, 0.725226} {0.05784, 7.95, 0.737659} {0.06448, 8.43, 0.73464} {0.04195, 6.93, 0.725709} {0.04729, 7.41, 0.745379} {0.05442, 7.95, 0.753239} {0.06071, 8.42, 0.748029} {0.03428, 6.43, 0.720439} {0.03976, 6.94, 0.733229} {0.04518, 7.45, 0.735706} {0.05087, 7.93, 0.730327} {0.05734, 8.47, 0.719857} {504, cdf2jtCor2} {x, Q, value} {0.4788, 1400., 0.705603} {252, ATL8DY2D} {x, Q, value} {0.01385, 1000., 0.740363} datatype: |Corr(r, f(x,Q))| flavour: 4 〈x 〉u + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 658.505 DataMax: 0.886705 DataMin: -6 1.30732 10 DataMean: 0.163766 DataMedian: 0.0928073 DataSD: 0.181678 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 118.975 0.886705 1.307E-6 0.106228 0.0569997 0.164045 101 337 116.878 0.80753 0.000885388 0.346818 0.274403 0.247278 102 250 53.627 0.53894 0.000442317 0.214508 0.194746 0.147012 104 123 21.7129 0.671019 0.00314198 0.176528 0.0999066 0.196193 108 85 24.5639 0.581258 0.00135146 0.288987 0.203821 0.217048 109 96 26.6879 0.587297 0.00472599 0.277999 0.218558 0.203594 110 69 16.4669 0.546701 0.0135787 0.238651 0.229102 0.155239 111 86 19.5997 0.597104 0.0031884 0.227904 0.151362 0.201012 124 38 2.1236 0.102202 0.000724078 0.0558841 0.0514435 0.0316446 125 33 3.23254 0.138261 0.00420722 0.0979558 0.104529 0.0392489 126 40 2.49476 0.138539 0.00549184 0.0623689 0.0421563 0.0434898 127 38 2.95513 0.164332 0.00487137 0.0777666 0.0729935 0.0521327 147 47 2.43073 0.120002 0.00226605 0.0517177 0.0464568 0.0309808 201 119 6.97951 0.48327 0.000111878 0.0586513 0.0336172 0.0799478 203 15 1.01977 0.106696 0.028592 0.0679848 0.0688747 0.0293511 204 184 64.9465 0.817766 0.0102683 0.35297 0.298705 0.246234 225 11 1.49282 0.296831 0.0276553 0.135711 0.122808 0.0788822 227 11 1.54893 0.295031 0.0102471 0.140811 0.137384 0.0741476 234 9 0.731914 0.175738 0.0174238 0.0813237 0.0773352 0.0471883 260 28 5.69679 0.478688 0.00319213 0.203457 0.182778 0.124097 261 29 4.12391 0.362721 0.00625307 0.142204 0.0893418 0.120043 504 72 11.6104 0.726765 0.00227504 0.161255 0.101121 0.151298 514 110 12.1343 0.536346 0.00246591 0.110312 0.0974598 0.0926925 145 10 0.610466 0.112956 0.00618906 0.0610466 0.0639338 0.0345302 169 9 0.192126 0.0593068 0.00282709 0.0213473 0.0151796 0.0194904 267 11 2.28722 0.241939 0.163077 0.207929 0.210843 0.0273165 268 41 3.39361 0.25015 0.00296386 0.0827709 0.0831909 0.0550899 535 90 12.2204 0.459765 0.00147497 0.135782 0.119126 0.0881617 240 14 2.20291 0.326389 0.0262559 0.157351 0.133418 0.112302 241 5 0.77396 0.260568 0.0327387 0.154792 0.1663 0.100014 281 13 2.84747 0.397523 0.0593256 0.219036 0.213798 0.100218 266 11 1.79826 0.219334 0.100061 0.163478 0.190049 0.0447577 538 133 21.558 0.549635 0.00196649 0.16209 0.13061 0.130295 245 33 7.01411 0.514382 0.0132665 0.212549 0.196933 0.123383 246 17 4.03689 0.412701 0.0106816 0.237464 0.23752 0.095578 247 8 0.175448 0.0496506 0.00598043 0.0219311 0.0192976 0.0142414 542 158 16.558 0.450233 0.000271911 0.104797 0.0876095 0.0848914 544 140 16.0696 0.363774 0.000769689 0.114783 0.107024 0.0827485 249 33 2.77978 0.170278 0.000275108 0.0842357 0.0818904 0.0478474 250 42 8.03004 0.57235 0.0131946 0.191191 0.189577 0.129253 565 8 0.39528 0.0775984 0.0156062 0.04941 0.0483694 0.0190901 566 5 0.247578 0.0881224 0.0113879 0.0495156 0.0598052 0.0362166 567 7 0.597717 0.165249 0.017162 0.0853882 0.0945425 0.0579579 568 5 0.136405 0.049921 0.0054713 0.027281 0.027202 0.0157447 545 185 22.8457 0.455945 0.00106869 0.12349 0.0808831 0.112603 252 48 6.34137 0.784593 0.00586643 0.132112 0.0692382 0.175197 253 45 3.36022 0.21295 0.0058554 0.0746716 0.068069 0.0468229 1601 42 11.0897 0.871633 0.00609273 0.264041 0.161594 0.250506 -1601 39 4.16333 0.432851 0.000492627 0.106752 0.0618986 0.127955 1602 159 29.5908 0.886705 0.000804855 0.186105 0.0859128 0.24059 -1602 880 74.1311 0.847218 1.307E-6 0.0842399 0.0516792 0.131875 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 70.7, 0.871633} {0.65, 89.44, 0.823119} {0.65, 122.5, 0.784579} {0.18, 20., 0.70941} {0.65, 22.36, 0.886705} {0.65, 28.28, 0.807902} {0.65, 38.72, 0.749861} {0.65, 44.72, 0.74756} {0.65, 54.77, 0.867655} {0.65, 70.7, 0.851559} {0.4, 89.44, 0.70143} {0.65, 89.44, 0.871257} {0.65, 109.5, 0.841728} {0.65, 141.4, 0.808354} {0.65, 173.2, 0.822887} {0.65, 223.6, 0.821262} {0.65, 28.28, 0.701456} {0.65, 22.36, 0.737011} {0.65, 25.5, 0.729784} {0.18, 20., 0.708497} {0.25, 22.36, 0.743536} {0.65, 25.5, 0.785527} {0.65, 28.28, 0.775377} {0.65, 31.62, 0.757479} {0.65, 34.64, 0.72545} {0.65, 38.72, 0.795813} {0.65, 44.72, 0.737514} {0.65, 54.77, 0.839636} {0.65, 70.7, 0.837207} {0.65, 89.44, 0.830132} {0.65, 109.5, 0.847218} {0.65, 141.4, 0.788433} {0.65, 173.2, 0.840258} {101, BcdF2pCor} {x, Q, value} {0.45, 7.55, 0.713699} {0.55, 4.123, 0.726713} {0.55, 6.557, 0.733758} {0.55, 7.036, 0.725255} {0.55, 7.55, 0.7296} {0.55, 8.093, 0.710574} {0.65, 8.093, 0.726513} {0.65, 8.66, 0.709289} {0.45, 8.66, 0.704302} {0.55, 3.873, 0.766062} {0.55, 4.123, 0.741574} {0.55, 4.359, 0.71913} {0.55, 4.636, 0.725303} {0.55, 7.55, 0.75894} {0.55, 8.093, 0.742182} {0.55, 8.66, 0.720899} {0.55, 9.273, 0.80753} {0.65, 7.036, 0.72218} {0.65, 9.273, 0.746561} {0.65, 9.95, 0.719683} {0.45, 9.95, 0.725363} {0.55, 9.273, 0.703198} {0.55, 10.75, 0.749944} {0.55, 11.73, 0.75051} {0.65, 5.701, 0.767979} {0.65, 10.75, 0.704784} {0.75, 6.557, 0.731166} {0.45, 10.75, 0.7088} {0.45, 11.73, 0.732685} {0.45, 13.23, 0.757606} {0.55, 11.73, 0.708941} {0.55, 15.17, 0.770846} {204, e866ppxf} {x, Q, value} {0.6775, 7.44, 0.739842} {0.6855, 7.93, 0.764731} {0.6928, 8.449, 0.758444} {0.714, 6.94, 0.743918} {0.7242, 7.43, 0.788314} {0.7276, 7.95, 0.804275} {0.7339, 8.43, 0.802785} {0.7824, 11.3, 0.704023} {0.7539, 5.94, 0.707493} {0.7565, 6.45, 0.753068} {0.7624, 6.93, 0.785869} {0.7731, 7.41, 0.807843} {0.7734, 7.95, 0.817766} {0.7776, 8.42, 0.813297} {0.8301, 11.28, 0.717068} {0.7933, 5.45, 0.71473} {0.8003, 5.95, 0.754136} {0.8031, 6.43, 0.77715} {0.8066, 6.94, 0.791754} {0.8179, 7.45, 0.794821} {0.8232, 7.93, 0.789664} {0.8331, 8.47, 0.778079} {0.0544, 7.44, 0.739842} {0.06108, 7.93, 0.764731} {0.06863, 8.449, 0.758444} {0.04492, 6.94, 0.743918} {0.05076, 7.43, 0.788314} {0.05784, 7.95, 0.804275} {0.06448, 8.43, 0.802785} {0.1086, 11.3, 0.704023} {0.03116, 5.94, 0.707493} {0.03662, 6.45, 0.753068} {0.04195, 6.93, 0.785869} {0.04729, 7.41, 0.807843} {0.05442, 7.95, 0.817766} {0.06071, 8.42, 0.813297} {0.102, 11.28, 0.717068} {0.02493, 5.45, 0.71473} {0.02945, 5.95, 0.754136} {0.03428, 6.43, 0.77715} {0.03976, 6.94, 0.791754} {0.04518, 7.45, 0.794821} {0.05087, 7.93, 0.789664} {0.05734, 8.47, 0.778079} {504, cdf2jtCor2} {x, Q, value} {0.4788, 1400., 0.726765} {252, ATL8DY2D} {x, Q, value} {0.01385, 1000., 0.784593} datatype: |Corr(r, f(x,Q))| flavour: 5 〈x 〉u + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 660.611 DataMax: 0.91549 DataMin: 0.0000806802 DataMean: 0.16429 DataMedian: 0.0910568 DataSD: 0.187294 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 120.365 0.91549 0.0000806802 0.107468 0.0561387 0.168547 101 337 120.826 0.83072 0.000279551 0.358534 0.275637 0.259672 102 250 55.1214 0.56805 0.00307693 0.220486 0.179175 0.153417 104 123 21.8905 0.666471 0.000343826 0.177971 0.103327 0.193561 108 85 23.8296 0.58791 0.0137824 0.280348 0.185254 0.220528 109 96 25.3157 0.597099 0.00260575 0.263705 0.184902 0.205732 110 69 16.6732 0.551918 0.00017903 0.241641 0.230192 0.159815 111 86 19.0932 0.616035 0.00172624 0.222014 0.145026 0.198185 124 38 1.96643 0.091582 0.00375797 0.0517481 0.0489342 0.0281897 125 33 2.78125 0.118886 0.00348088 0.0842804 0.0897915 0.0338354 126 40 2.3202 0.124585 0.00834555 0.0580051 0.0412607 0.038654 127 38 2.55157 0.14169 0.0033903 0.0671467 0.0633024 0.0452395 147 47 2.11974 0.108905 0.000273378 0.0451008 0.0427913 0.0266206 201 119 6.18956 0.495829 0.000706846 0.0520131 0.0237305 0.0842985 203 15 0.97354 0.102416 0.0245352 0.0649027 0.0588272 0.027787 204 184 67.023 0.851682 0.00172578 0.364255 0.303912 0.257714 225 11 1.38178 0.284708 0.0243336 0.125616 0.109499 0.0763936 227 11 1.4337 0.283205 0.0122401 0.130337 0.122398 0.0710424 234 9 0.666074 0.17417 0.0166648 0.0740082 0.0671159 0.0492877 260 28 6.39386 0.502963 0.021587 0.228352 0.205475 0.127801 261 29 4.65594 0.376966 0.0227973 0.16055 0.109904 0.115442 504 72 11.6562 0.737548 0.000482445 0.161891 0.104336 0.154585 514 110 11.6927 0.519653 0.000694298 0.106297 0.0884304 0.09032 145 10 0.516712 0.0996002 0.00588591 0.0516712 0.0538034 0.0295343 169 9 0.145772 0.0426737 0.00169503 0.0161968 0.013764 0.0134134 267 11 2.12439 0.231884 0.145306 0.193126 0.1987 0.0306863 268 41 3.30695 0.269847 0.0049352 0.0806574 0.0735873 0.055181 535 90 12.2282 0.464696 0.00705599 0.135869 0.127236 0.0840538 240 14 2.26588 0.333032 0.0130655 0.161849 0.134033 0.109625 241 5 0.766875 0.265256 0.0328842 0.153375 0.160672 0.100992 281 13 2.65923 0.388036 0.0395559 0.204556 0.195093 0.105689 266 11 1.64732 0.201525 0.0859116 0.149757 0.167965 0.0447097 538 133 20.6618 0.559227 0.000220472 0.155352 0.125669 0.131068 245 33 7.25361 0.531528 0.0321331 0.219806 0.203714 0.125305 246 17 4.20539 0.430007 0.0241245 0.247376 0.250648 0.0981118 247 8 0.165814 0.0401362 0.00335681 0.0207268 0.0228678 0.0124862 542 158 15.7676 0.462552 0.000756072 0.0997947 0.0823026 0.0839791 544 140 15.458 0.349045 0.000334633 0.110414 0.10467 0.0791731 249 33 2.70662 0.166817 0.00127532 0.0820186 0.0778949 0.0448254 250 42 8.19391 0.5815 0.00780658 0.195093 0.197024 0.13137 565 8 0.360715 0.0974157 0.0093083 0.0450894 0.035127 0.0337542 566 5 0.169519 0.0635346 0.00214722 0.0339038 0.0371084 0.0291794 567 7 0.521707 0.144874 0.0115338 0.0745296 0.0873645 0.0520208 568 5 0.134934 0.0426342 0.0087587 0.0269868 0.0330607 0.0144474 545 185 23.5734 0.47428 0.000176089 0.127424 0.0833695 0.117515 252 48 6.2614 0.804198 0.00113522 0.130446 0.0704886 0.175992 253 45 2.59586 0.176826 0.00069984 0.0576858 0.0496841 0.0389313 1601 42 11.143 0.90675 0.00625066 0.265309 0.155377 0.256779 -1601 39 4.04271 0.39267 0.0035403 0.103659 0.0577478 0.113577 1602 159 30.1416 0.91549 0.0019954 0.18957 0.0852874 0.24715 -1602 880 75.0372 0.880509 0.0000806802 0.0852695 0.0513957 0.136558 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 70.7, 0.90675} {0.65, 89.44, 0.860669} {0.65, 122.5, 0.823076} {0.18, 20., 0.730688} {0.65, 22.36, 0.91549} {0.65, 28.28, 0.838335} {0.65, 38.72, 0.783453} {0.65, 44.72, 0.781647} {0.65, 54.77, 0.899322} {0.65, 70.7, 0.885895} {0.4, 89.44, 0.7111} {0.65, 89.44, 0.903233} {0.65, 109.5, 0.874645} {0.65, 141.4, 0.836693} {0.65, 173.2, 0.852268} {0.65, 223.6, 0.851522} {0.65, 28.28, 0.732695} {0.65, 22.36, 0.767653} {0.65, 25.5, 0.761148} {0.65, 28.28, 0.720901} {0.18, 20., 0.730294} {0.25, 22.36, 0.774614} {0.65, 25.5, 0.816291} {0.65, 28.28, 0.808032} {0.65, 31.62, 0.791503} {0.65, 34.64, 0.759847} {0.65, 38.72, 0.830962} {0.65, 44.72, 0.771638} {0.65, 54.77, 0.87326} {0.65, 70.7, 0.872246} {0.65, 89.44, 0.862468} {0.65, 109.5, 0.880509} {0.65, 141.4, 0.816975} {0.65, 173.2, 0.872481} {101, BcdF2pCor} {x, Q, value} {0.45, 3.64, 0.718795} {0.55, 3.873, 0.722505} {0.55, 4.123, 0.766426} {0.55, 6.557, 0.744561} {0.55, 7.036, 0.745039} {0.55, 7.55, 0.750708} {0.55, 8.093, 0.739265} {0.65, 6.557, 0.704411} {0.65, 7.55, 0.726059} {0.65, 8.093, 0.770033} {0.65, 8.66, 0.755518} {0.75, 8.66, 0.736765} {0.55, 3.873, 0.819085} {0.55, 4.123, 0.795275} {0.55, 4.359, 0.763447} {0.55, 4.636, 0.746194} {0.55, 7.55, 0.772761} {0.55, 8.093, 0.764647} {0.55, 8.66, 0.750177} {0.55, 9.273, 0.83072} {0.65, 6.557, 0.705909} {0.65, 7.036, 0.757856} {0.65, 7.55, 0.716043} {0.65, 8.093, 0.708342} {0.65, 8.66, 0.746788} {0.65, 9.273, 0.792294} {0.65, 9.95, 0.768466} {0.75, 8.093, 0.745707} {0.75, 8.66, 0.732047} {0.75, 9.273, 0.74141} {0.75, 9.95, 0.743996} {0.45, 9.95, 0.702144} {0.55, 8.66, 0.702828} {0.55, 9.273, 0.727162} {0.55, 10.75, 0.775988} {0.55, 11.73, 0.781324} {0.65, 5.701, 0.816773} {0.65, 9.95, 0.725649} {0.65, 10.75, 0.751528} {0.65, 11.73, 0.72732} {0.75, 6.557, 0.762487} {0.75, 9.95, 0.730816} {0.75, 10.75, 0.726419} {0.75, 11.73, 0.717397} {0.45, 11.73, 0.714924} {0.45, 13.23, 0.757715} {0.55, 11.73, 0.74798} {0.55, 15.17, 0.799541} {0.65, 13.23, 0.714536} {0.65, 15.17, 0.74783} {0.75, 7.55, 0.733401} {0.75, 13.23, 0.729497} {0.75, 15.17, 0.725478} {204, e866ppxf} {x, Q, value} {0.2437, 4.94, 0.719975} {0.6714, 6.93, 0.708113} {0.6775, 7.44, 0.766701} {0.6855, 7.93, 0.794264} {0.6928, 8.449, 0.789559} {0.7099, 6.46, 0.716045} {0.714, 6.94, 0.771591} {0.7242, 7.43, 0.818983} {0.7276, 7.95, 0.836813} {0.7339, 8.43, 0.836451} {0.7824, 11.3, 0.737623} {0.8066, 12.42, 0.7078} {0.7539, 5.94, 0.733587} {0.7565, 6.45, 0.781915} {0.7624, 6.93, 0.817014} {0.7731, 7.41, 0.840685} {0.7734, 7.95, 0.851682} {0.7776, 8.42, 0.847573} {0.8301, 11.28, 0.749894} {0.7933, 5.45, 0.741771} {0.8003, 5.95, 0.78366} {0.8031, 6.43, 0.808058} {0.8066, 6.94, 0.824021} {0.8179, 7.45, 0.827873} {0.8232, 7.93, 0.823009} {0.8331, 8.47, 0.810993} {0.8646, 11.39, 0.729437} {0.06668, 4.94, 0.719975} {0.04763, 6.93, 0.708113} {0.0544, 7.44, 0.766701} {0.06108, 7.93, 0.794264} {0.06863, 8.449, 0.789559} {0.03914, 6.46, 0.716045} {0.04492, 6.94, 0.771591} {0.05076, 7.43, 0.818983} {0.05784, 7.95, 0.836813} {0.06448, 8.43, 0.836451} {0.1086, 11.3, 0.737623} {0.1273, 12.42, 0.7078} {0.03116, 5.94, 0.733587} {0.03662, 6.45, 0.781915} {0.04195, 6.93, 0.817014} {0.04729, 7.41, 0.840685} {0.05442, 7.95, 0.851682} {0.06071, 8.42, 0.847573} {0.102, 11.28, 0.749894} {0.02493, 5.45, 0.741771} {0.02945, 5.95, 0.78366} {0.03428, 6.43, 0.808058} {0.03976, 6.94, 0.824021} {0.04518, 7.45, 0.827873} {0.05087, 7.93, 0.823009} {0.05734, 8.47, 0.810993} {0.09991, 11.39, 0.729437} {504, cdf2jtCor2} {x, Q, value} {0.4788, 1400., 0.737548} {252, ATL8DY2D} {x, Q, value} {0.01385, 1000., 0.804198} datatype: |Corr(r, f(x,Q))| flavour: 0 〈x 〉d + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 557.79 DataMax: 0.807668 DataMin: -7 5.1298 10 DataMean: 0.138719 DataMedian: 0.058828 DataSD: 0.176096 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 342.198 0.807668 0.000946247 0.305534 0.271232 0.218423 101 337 15.09 0.153254 0.000148865 0.0447776 0.0410625 0.0303694 102 250 15.7094 0.155137 0.00213 0.0628376 0.0581533 0.0359161 104 123 4.6659 0.141345 0.000192013 0.0379341 0.0331157 0.0308005 108 85 2.93563 0.0930294 0.000577825 0.0345368 0.0310406 0.0233342 109 96 3.70804 0.0813867 0.000934296 0.0386254 0.0322643 0.0239276 110 69 4.58472 0.170181 5.13E-7 0.0664452 0.0624786 0.0439993 111 86 3.15063 0.0809284 0.000976456 0.0366353 0.0305258 0.0242751 124 38 5.00883 0.245672 0.00849467 0.131811 0.120878 0.0736687 125 33 4.85261 0.266909 0.00684827 0.147049 0.18064 0.0840463 126 40 6.00513 0.226087 0.0906365 0.150128 0.137551 0.0452961 127 38 4.07175 0.234777 0.00617125 0.107151 0.114867 0.0588315 147 47 15.5811 0.761661 0.0181422 0.331513 0.271345 0.247414 201 119 20.874 0.301687 0.00828908 0.175412 0.180919 0.0657692 203 15 0.714229 0.0952828 0.00951928 0.0476153 0.0508975 0.021906 204 184 7.35356 0.131196 0.000647109 0.039965 0.0402524 0.0232237 225 11 0.502199 0.0489534 0.0335764 0.0456545 0.0473812 0.00451634 227 11 0.273741 0.035043 0.0174351 0.0248855 0.0247635 0.00726644 234 9 0.235534 0.0415226 0.0022202 0.0261705 0.0279376 0.0142381 260 28 4.97392 0.277243 0.0147709 0.17764 0.183861 0.0718511 261 29 3.99174 0.299713 0.00916808 0.137646 0.128674 0.0753543 504 72 1.82376 0.237552 0.00100818 0.02533 0.0176285 0.0317126 514 110 2.53722 0.0707924 0.000021951 0.0230656 0.0214385 0.0156374 145 10 1.30779 0.232686 0.0512527 0.130779 0.135114 0.0521524 169 9 4.86617 0.779271 0.217987 0.540686 0.565169 0.181749 267 11 1.12633 0.12642 0.0700798 0.102394 0.0999868 0.0188721 268 41 10.6996 0.449149 0.0431701 0.260965 0.277281 0.125229 535 90 3.79152 0.203507 0.0000231031 0.042128 0.0284927 0.0445135 240 14 3.01018 0.504168 0.0695182 0.215013 0.210649 0.103784 241 5 0.337873 0.179881 0.00258092 0.0675745 0.040338 0.0749115 281 13 0.197786 0.0305131 0.000878564 0.0152143 0.01743 0.00944086 266 11 0.926814 0.12447 0.0371847 0.0842558 0.0788055 0.0280775 538 133 3.0981 0.0999567 0.000816885 0.023294 0.0191875 0.0176933 245 33 7.98887 0.532592 0.00601415 0.242087 0.184727 0.163629 246 17 6.88144 0.578158 0.0772428 0.404791 0.471252 0.154656 247 8 0.482612 0.0878914 0.0240745 0.0603265 0.0628667 0.0222142 542 158 4.13096 0.166172 0.0000381839 0.0261453 0.0212885 0.0232853 544 140 3.39361 0.121547 0.000131004 0.0242401 0.0203842 0.0189488 249 33 6.51705 0.39079 0.00264992 0.197486 0.214499 0.0987838 250 42 10.4508 0.566642 0.00155204 0.248828 0.212649 0.165106 565 8 0.68808 0.321502 0.00212982 0.08601 0.0496318 0.0998317 566 5 0.198761 0.0763891 0.0161603 0.0397522 0.0300755 0.0231988 567 7 0.567792 0.197463 0.00197824 0.0811132 0.0955875 0.0673428 568 5 0.186347 0.0493889 0.000934263 0.0372695 0.0451069 0.0204233 545 185 4.18293 0.112268 0.0000480836 0.0226104 0.0181867 0.017986 252 48 9.53003 0.396404 0.00559973 0.198542 0.210676 0.107883 253 45 2.38704 0.164222 0.00110762 0.0530454 0.0415637 0.0429859 1601 42 7.76595 0.685097 0.00379441 0.184904 0.0871775 0.203557 -1601 39 6.09989 0.697108 0.00128053 0.156407 0.105443 0.158634 1602 159 23.5075 0.669494 0.00281056 0.147846 0.0937373 0.143584 -1602 880 304.825 0.807668 0.000946247 0.346392 0.339029 0.214842 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.0003422, 2.915, 0.753013} {0.000433, 2.915, 0.735281} {0.0003642, 3.464, 0.705646} {0.0004831, 3.464, 0.72089} {0.000171, 2.55, 0.725415} {0.0001973, 2.55, 0.72274} {0.000228, 2.55, 0.748485} {0.0002617, 2.55, 0.774565} {0.0002236, 2.915, 0.716455} {0.000258, 2.915, 0.703448} {0.0003422, 2.915, 0.773302} {0.000433, 2.915, 0.727474} {0.0002785, 3.464, 0.746257} {0.0003155, 3.464, 0.756456} {0.0003642, 3.464, 0.776219} {0.000423, 3.464, 0.738489} {0.0004831, 3.464, 0.743519} {0.000592, 3.464, 0.708876} {0.0003481, 3.873, 0.745745} {0.0005289, 3.873, 0.717798} {0.00184, 5., 0.728322} {0.002466, 5., 0.719167} {0.0018, 5.916, 0.704601} {0.0002, 2.915, 0.726522} {0.0002, 3.162, 0.775294} {0.00032, 3.464, 0.758113} {0.002, 8.367, 0.722014} {0.002, 9.487, 0.776199} {0.00008029, 2.55, 0.716214} {0.0002, 2.55, 0.736451} {0.00032, 2.55, 0.755736} {0.0002, 2.915, 0.761713} {0.00032, 2.915, 0.745756} {0.0001392, 3.464, 0.707939} {0.00032, 3.464, 0.780081} {0.0005, 3.464, 0.756653} {0.0001741, 3.873, 0.765935} {0.0002, 3.873, 0.807668} {0.0002276, 3.873, 0.75556} {0.0005, 3.873, 0.720409} {0.000209, 4.243, 0.715712} {0.000345, 4.69, 0.715362} {147, Hn1X0c} {x, Q, value} {0.00018, 2.236, 0.706792} {0.00032, 3.464, 0.761661} {0.0014, 7.746, 0.740561} {0.002, 10.95, 0.707912} {169, H1FL10} {x, Q, value} {0.000129, 2.236, 0.779271} {0.000169, 2.55, 0.724183} datatype: |Corr(r, f(x,Q))| flavour: 1 〈x 〉d + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 535.905 DataMax: 0.716199 DataMin: -6 1.80192 10 DataMean: 0.133276 DataMedian: 0.0987241 DataSD: 0.119628 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 133.699 0.490772 1.802E-6 0.119374 0.0955443 0.0995663 101 337 40.8283 0.421721 0.000662727 0.121152 0.103648 0.0889569 102 250 63.6273 0.716199 0.00171404 0.254509 0.24808 0.156802 104 123 32.0329 0.525216 0.000552046 0.26043 0.254939 0.131703 108 85 38.4506 0.593036 0.229054 0.45236 0.481779 0.103439 109 96 17.8968 0.291903 0.00105094 0.186425 0.221661 0.0952499 110 69 14.837 0.60988 0.00769634 0.21503 0.195712 0.138924 111 86 16.8914 0.292178 0.0015716 0.196411 0.218545 0.0883553 124 38 6.65445 0.277807 0.00422991 0.175117 0.226096 0.0956456 125 33 5.05187 0.26118 0.0215185 0.153087 0.156327 0.0630899 126 40 8.46997 0.281099 0.0401781 0.211749 0.232341 0.0628113 127 38 7.67779 0.321757 0.0141314 0.202047 0.239185 0.098069 147 47 4.85307 0.209361 0.00113519 0.103257 0.105223 0.0547916 201 119 12.4271 0.136749 0.0138245 0.10443 0.10992 0.0246569 203 15 1.14008 0.253572 0.000941377 0.0760055 0.0733775 0.0652535 204 184 27.7739 0.339156 0.00085255 0.150945 0.134412 0.0843939 225 11 1.46486 0.176205 0.0977775 0.133169 0.127681 0.0316197 227 11 1.52643 0.166256 0.12408 0.138767 0.132344 0.0156686 234 9 0.534438 0.102668 0.0423294 0.059382 0.0469456 0.0219711 260 28 2.03995 0.142926 0.0176584 0.0728553 0.0605729 0.0377833 261 29 1.76777 0.11706 0.00424672 0.0609577 0.061611 0.0388111 504 72 3.29346 0.111216 0.00122828 0.0457424 0.037138 0.0334645 514 110 4.52172 0.154693 0.0000588579 0.0411065 0.0329868 0.0328535 145 10 1.53919 0.232131 0.047151 0.153919 0.174973 0.0725709 169 9 0.948457 0.116308 0.0854172 0.105384 0.109635 0.0118354 267 11 2.32959 0.351312 0.00576284 0.211781 0.241212 0.13061 268 41 4.16401 0.221511 0.000706085 0.101561 0.100211 0.0600206 535 90 7.30506 0.287238 0.0000974469 0.0811674 0.0770558 0.0531289 240 14 2.81525 0.417424 0.0624445 0.20109 0.179759 0.107229 241 5 0.427846 0.117443 0.031176 0.0855692 0.101838 0.0367335 281 13 1.40947 0.234344 0.0545237 0.108421 0.0810473 0.0603349 266 11 2.24926 0.339668 0.0324417 0.204478 0.23617 0.122586 538 133 8.57107 0.241495 0.00011855 0.0644442 0.0600318 0.0485385 245 33 3.05854 0.377775 0.000270934 0.092683 0.0861786 0.0763362 246 17 1.49592 0.256963 0.000294014 0.0879954 0.0610713 0.0825675 247 8 4.17178 0.606855 0.140689 0.521472 0.586739 0.158723 542 158 9.2363 0.206267 0.000486316 0.0584576 0.056068 0.0402574 544 140 6.64544 0.152216 0.000553557 0.0474674 0.040234 0.031611 249 33 2.88498 0.234204 0.0056142 0.0874235 0.0785328 0.0627997 250 42 3.76041 0.381101 0.00135373 0.0895336 0.0772152 0.0706676 565 8 1.90593 0.3659 0.10446 0.238242 0.216596 0.0826849 566 5 0.26532 0.138676 0.0229616 0.0530639 0.0262255 0.0493928 567 7 0.845389 0.237483 0.000374039 0.12077 0.102032 0.0933576 568 5 0.511217 0.195369 0.0379903 0.102243 0.103059 0.060463 545 185 8.31767 0.159185 0.000311124 0.0449604 0.0369285 0.0326438 252 48 7.06071 0.597942 0.000974678 0.147098 0.112373 0.15078 253 45 6.52564 0.673793 0.00690573 0.145014 0.106573 0.136561 1601 42 11.6035 0.474318 0.00635076 0.276275 0.340378 0.150337 -1601 39 11.4114 0.490772 0.0263438 0.292601 0.308259 0.122909 1602 159 24.4591 0.367211 0.00467918 0.153831 0.145739 0.0955827 -1602 880 86.2249 0.394914 1.802E-6 0.0979828 0.0822893 0.0780396 highlightrange: {{0.7, 1.}} highlighted data {102, BcdF2dCor} {x, Q, value} {0.65, 5.292, 0.716199} datatype: |Corr(r, f(x,Q))| flavour: 2 〈x 〉d + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 497.241 DataMax: 0.70526 DataMin: 0.0000624717 DataMean: 0.123661 DataMedian: 0.0875193 DataSD: 0.116103 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 92.7105 0.70526 0.000138918 0.0827772 0.0471866 0.0940142 101 337 43.3762 0.383542 0.000888789 0.128713 0.125321 0.0697498 102 250 52.4125 0.529632 0.000480816 0.20965 0.211229 0.121157 104 123 34.5395 0.68335 0.00269835 0.280809 0.248399 0.193395 108 85 37.5935 0.559212 0.223987 0.442276 0.4588 0.0804121 109 96 19.9827 0.374381 0.00921735 0.208153 0.226612 0.114932 110 69 13.8438 0.57083 0.00776618 0.200634 0.186528 0.131013 111 86 17.9055 0.37317 0.00620091 0.208204 0.226819 0.100426 124 38 3.59807 0.164353 0.017826 0.094686 0.0903731 0.0367217 125 33 3.60433 0.157967 0.0085926 0.109222 0.128478 0.0447129 126 40 4.21399 0.193395 0.0440084 0.10535 0.0804981 0.049023 127 38 3.67516 0.173558 0.00275753 0.0967147 0.107564 0.0550276 147 47 2.06626 0.102891 0.000713885 0.043963 0.0388796 0.0280913 201 119 12.4416 0.139911 0.0034643 0.104551 0.110965 0.0237053 203 15 1.76698 0.199112 0.00316152 0.117799 0.12732 0.0770115 204 184 33.1616 0.409016 0.000313002 0.180226 0.166821 0.116438 225 11 1.79151 0.360972 0.0491726 0.162865 0.120461 0.116737 227 11 1.60651 0.354105 0.0473664 0.146046 0.0906649 0.114027 234 9 0.530241 0.190592 0.00692413 0.0589157 0.0225912 0.0643544 260 28 3.37271 0.212717 0.00856963 0.120454 0.108477 0.0588675 261 29 2.6137 0.180656 0.00205723 0.0901277 0.0759079 0.0498151 504 72 4.64892 0.194392 0.00175438 0.0645683 0.0558408 0.0440994 514 110 6.59357 0.160476 0.0000861975 0.0599415 0.0535399 0.0400825 145 10 0.814891 0.166641 0.00422375 0.0814891 0.0854011 0.0458897 169 9 0.681737 0.102598 0.041878 0.0757486 0.0771423 0.0204753 267 11 1.51983 0.199003 0.0180816 0.138167 0.156847 0.0631825 268 41 3.12717 0.159449 0.00777712 0.0762723 0.0670473 0.0421438 535 90 8.761 0.280153 0.00918138 0.0973444 0.0863182 0.0632117 240 14 2.53803 0.700133 0.0117634 0.181288 0.118854 0.203053 241 5 0.76985 0.303682 0.0016237 0.15397 0.135894 0.12348 281 13 2.42742 0.488154 0.00165224 0.186725 0.213295 0.169272 266 11 1.35273 0.183075 0.0224011 0.122975 0.150376 0.0603981 538 133 14.7147 0.268247 0.0013032 0.110637 0.111645 0.0666192 245 33 4.46442 0.675618 0.00697418 0.135285 0.101803 0.128248 246 17 1.4337 0.155293 0.00676672 0.0843353 0.100738 0.0532027 247 8 2.6473 0.366765 0.194186 0.330913 0.346359 0.0570247 542 158 12.2843 0.192254 0.0043602 0.077749 0.0756276 0.0460459 544 140 10.3079 0.208381 0.00093744 0.0736281 0.0659145 0.0474971 249 33 1.72482 0.126347 0.00303424 0.0522673 0.0408201 0.0368372 250 42 4.97737 0.657281 0.00112282 0.118509 0.0860705 0.124831 565 8 0.723854 0.216963 0.00374516 0.0904818 0.0578162 0.0890499 566 5 0.811603 0.186305 0.131841 0.162321 0.158719 0.0225609 567 7 1.1859 0.314052 0.0181588 0.169414 0.165451 0.0896418 568 5 0.332959 0.137756 0.0388615 0.0665917 0.0527586 0.0407106 545 185 8.33504 0.174714 0.0000965694 0.0450543 0.040663 0.0337591 252 48 6.00477 0.407742 0.00179544 0.125099 0.0962455 0.100241 253 45 7.25061 0.448136 0.0000624717 0.161125 0.169147 0.0933933 1601 42 9.72177 0.4599 0.0328435 0.231471 0.223308 0.123871 -1601 39 10.6264 0.70526 0.00339277 0.272473 0.214307 0.17925 1602 159 19.1521 0.31963 0.000138918 0.120453 0.0993585 0.0923034 -1602 880 53.2102 0.320598 0.000243551 0.0604661 0.0387243 0.0648663 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.4, 38.72, 0.70526} {240, LHCb7_WZ1} {x, Q, value} {0.7658, 80.39, 0.700133} {0.0001722, 80.39, 0.700133} datatype: |Corr(r, f(x,Q))| flavour: 3 〈x 〉d + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 449.264 DataMax: 0.83077 DataMin: -6 7.46667 10 DataMean: 0.11173 DataMedian: 0.0778992 DataSD: 0.10781 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 84.121 0.737878 7.467E-6 0.075108 0.0451062 0.086268 101 337 48.4496 0.344423 0.000949924 0.143767 0.143008 0.0806803 102 250 45.4567 0.426216 0.00477401 0.181827 0.187552 0.0962568 104 123 28.3118 0.83077 0.0137092 0.230177 0.137707 0.24685 108 85 28.9084 0.452059 0.206962 0.340099 0.315996 0.0625487 109 96 18.4015 0.388525 0.00905233 0.191682 0.177804 0.115359 110 69 10.2318 0.446084 0.00113441 0.148286 0.131956 0.107765 111 86 15.3821 0.389232 0.00213181 0.178861 0.175215 0.104004 124 38 1.35938 0.0903448 0.00218831 0.0357732 0.030691 0.0281083 125 33 1.32134 0.0647347 0.00261901 0.0400406 0.0460771 0.0185054 126 40 1.42582 0.102597 0.000564831 0.0356455 0.0263576 0.0314985 127 38 1.27276 0.0644003 0.0057212 0.0334938 0.0328092 0.0173827 147 47 1.42654 0.0796846 0.000146768 0.0303519 0.0287919 0.0208311 201 119 9.00668 0.129421 0.00623894 0.0756864 0.0782042 0.0185373 203 15 1.62795 0.184309 0.0110473 0.10853 0.11018 0.0690099 204 184 29.6677 0.388073 0.0000926133 0.161237 0.151925 0.113763 225 11 0.914329 0.314738 0.000737536 0.0831208 0.0149089 0.110083 227 11 0.85505 0.31504 0.00104104 0.0777319 0.0185866 0.105382 234 9 0.391285 0.101577 0.00490249 0.0434761 0.0424039 0.0256658 260 28 3.40102 0.330373 0.00668699 0.121465 0.0818601 0.105156 261 29 2.88599 0.335542 0.000428165 0.099517 0.0416984 0.11581 504 72 5.11783 0.205632 0.00150829 0.0710809 0.0675643 0.0452073 514 110 7.65456 0.166726 0.0013393 0.0695869 0.0693375 0.0428089 145 10 0.597404 0.124945 0.0166541 0.0597404 0.0551591 0.0364622 169 9 0.431873 0.0601909 0.0284108 0.0479859 0.0499309 0.0109791 267 11 1.16552 0.153076 0.0699086 0.105957 0.0901532 0.0318264 268 41 2.15942 0.147553 0.000509408 0.0526688 0.0550429 0.0318758 535 90 7.9998 0.30816 0.00150872 0.0888866 0.0760183 0.0711198 240 14 2.10092 0.712974 0.0121873 0.150066 0.0545773 0.202334 241 5 0.745985 0.344397 0.0160122 0.149197 0.0918399 0.135616 281 13 2.45775 0.554878 0.0166791 0.189058 0.15997 0.172096 266 11 0.90153 0.137195 0.0378077 0.0819573 0.0759978 0.0377609 538 133 15.2078 0.282957 0.000274914 0.114345 0.0994701 0.0733113 245 33 5.05648 0.708239 0.0142546 0.153227 0.115687 0.136251 246 17 1.86809 0.298059 0.019025 0.109888 0.0688554 0.0944949 247 8 2.06824 0.286514 0.159309 0.258531 0.268053 0.0418693 542 158 13.5092 0.189155 0.000469282 0.085501 0.0752421 0.0532844 544 140 11.2362 0.236651 0.00107271 0.0802584 0.0782304 0.0540219 249 33 1.26 0.101283 0.00214712 0.0381817 0.0281144 0.0300613 250 42 5.24521 0.652207 0.00521053 0.124886 0.0823675 0.127948 565 8 0.510005 0.133248 0.00576391 0.0637507 0.0461989 0.0538047 566 5 0.716759 0.173498 0.115112 0.143352 0.142997 0.0233337 567 7 1.02785 0.253277 0.0793951 0.146836 0.106004 0.0744831 568 5 0.324431 0.13504 0.0290964 0.0648863 0.0581325 0.0426237 545 185 13.4021 0.235533 0.00074072 0.0724437 0.0709438 0.0431477 252 48 5.50197 0.27255 0.00182817 0.114624 0.112216 0.0826789 253 45 6.17888 0.301503 0.00834336 0.137308 0.136816 0.0713144 1601 42 8.18368 0.479316 0.0045672 0.19485 0.179437 0.141187 -1601 39 8.74355 0.737878 0.0205542 0.224194 0.166663 0.196756 1602 159 17.2098 0.322133 0.00238854 0.108238 0.0796112 0.084188 -1602 880 49.9839 0.33567 7.467E-6 0.0567999 0.0387405 0.0582358 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.4, 38.72, 0.737878} {0.4, 70.7, 0.72517} {0.4, 89.44, 0.723941} {104, NmcRatCor} {x, Q, value} {0.45, 4.446, 0.71015} {0.45, 5.16, 0.724901} {0.45, 5.958, 0.758255} {0.45, 6.875, 0.778615} {0.45, 7.978, 0.785886} {0.45, 9.902, 0.770115} {0.55, 3.854, 0.743274} {0.55, 4.442, 0.806506} {0.55, 5.16, 0.808819} {0.55, 5.964, 0.798512} {0.55, 6.867, 0.815691} {0.55, 7.972, 0.83077} {0.55, 9.941, 0.82472} {0.675, 5.147, 0.721255} {240, LHCb7_WZ1} {x, Q, value} {0.7658, 80.39, 0.712974} {0.0001722, 80.39, 0.712974} {245, LHCb7ZWrap} {x, Q, value} {0.8051, 80.39, 0.708239} {0.0001638, 80.39, 0.708239} datatype: |Corr(r, f(x,Q))| flavour: 4 〈x 〉d + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 418.695 DataMax: 0.911519 DataMin: 0.000041379 DataMean: 0.104127 DataMedian: 0.0675048 DataSD: 0.107655 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 74.4371 0.691309 0.000136525 0.0664617 0.0420848 0.0789861 101 337 50.1711 0.341771 0.000289853 0.148876 0.146579 0.09208 102 250 47.7481 0.40895 0.00279837 0.190992 0.196255 0.112844 104 123 25.8181 0.911519 0.000041379 0.209903 0.103844 0.270746 108 85 21.7206 0.424354 0.115323 0.255536 0.21138 0.105485 109 96 17.3193 0.400301 0.000258164 0.180409 0.161207 0.118052 110 69 9.9503 0.371406 0.00500051 0.144207 0.135701 0.101338 111 86 13.6692 0.398966 0.00225394 0.158944 0.145989 0.110587 124 38 1.009 0.0502694 0.000863544 0.0265526 0.0290607 0.01318 125 33 0.343352 0.0257465 0.000174138 0.0104046 0.00938079 0.00757994 126 40 1.02306 0.0426413 0.00615785 0.0255765 0.0266675 0.00928203 127 38 0.767314 0.0361185 0.000294224 0.0201925 0.0207595 0.0095598 147 47 1.49798 0.0752259 0.000511251 0.0318718 0.0277069 0.0180284 201 119 5.88168 0.137436 0.000267295 0.0494259 0.0476901 0.0172776 203 15 1.50435 0.167602 0.0155728 0.10029 0.0973653 0.0597234 204 184 26.9446 0.355527 0.000109484 0.146438 0.135791 0.101131 225 11 0.771692 0.214402 0.0167665 0.0701538 0.0591123 0.0559417 227 11 0.691874 0.219934 0.0013144 0.0628976 0.039435 0.0621944 234 9 0.420856 0.0682407 0.00239508 0.0467618 0.048152 0.0202571 260 28 3.54653 0.3929 0.000240614 0.126662 0.0999503 0.127701 261 29 4.43365 0.426969 0.0106297 0.152885 0.115249 0.137484 504 72 4.69978 0.198267 0.000168197 0.0652748 0.0640703 0.0413171 514 110 7.14057 0.160329 0.00021792 0.0649143 0.0574837 0.0422184 145 10 0.555206 0.102764 0.00191481 0.0555206 0.0538615 0.0361891 169 9 0.308777 0.0387464 0.0233935 0.0343086 0.0374927 0.00526673 267 11 0.867243 0.13028 0.0190688 0.0788402 0.0870986 0.040548 268 41 1.74286 0.168935 0.00054638 0.0425087 0.0363276 0.0347928 535 90 6.86269 0.303352 0.000562543 0.0762521 0.0590978 0.0695325 240 14 1.80597 0.633968 0.00303525 0.128998 0.0606574 0.183054 241 5 0.603646 0.317892 0.0243199 0.120729 0.050673 0.123534 281 13 2.14903 0.5333 0.0079818 0.16531 0.0955165 0.155398 266 11 0.644546 0.119807 0.00105105 0.0585951 0.0539557 0.0450031 538 133 13.9982 0.298454 0.000610945 0.105249 0.0854011 0.0747373 245 33 5.02711 0.641635 0.00241748 0.152337 0.0926564 0.146541 246 17 2.5615 0.387287 0.0284498 0.150677 0.133698 0.116382 247 8 1.7744 0.248827 0.127451 0.2218 0.230685 0.039248 542 158 12.6582 0.194761 0.00021011 0.0801154 0.0694719 0.0542312 544 140 11.0088 0.230348 0.000157405 0.0786345 0.072175 0.0558524 249 33 1.56951 0.127472 0.000619858 0.047561 0.0411624 0.0308397 250 42 5.10776 0.561162 0.000928692 0.121613 0.0697798 0.127564 565 8 0.393144 0.112274 0.00918122 0.0491429 0.0357344 0.0410376 566 5 0.491171 0.147225 0.0732397 0.0982342 0.0981617 0.0300553 567 7 0.793923 0.240792 0.0451556 0.113418 0.0797784 0.0736272 568 5 0.25638 0.112449 0.00730147 0.0512761 0.0301624 0.0507547 545 185 15.731 0.259697 0.00135312 0.0850325 0.0864192 0.0487835 252 48 5.10186 0.241293 0.00340465 0.106289 0.10169 0.0762498 253 45 5.17209 0.279223 0.00488401 0.114935 0.113522 0.0620319 1601 42 6.91656 0.44992 0.00233406 0.16468 0.112037 0.151356 -1601 39 6.9834 0.691309 0.00143285 0.179061 0.112882 0.196286 1602 159 14.7473 0.320605 0.000458582 0.0927503 0.0650721 0.078519 -1602 880 45.7898 0.313748 0.000136525 0.0520339 0.0373415 0.0523735 highlightrange: {{0.7, 1.}} highlighted data {104, NmcRatCor} {x, Q, value} {0.45, 5.958, 0.724923} {0.45, 6.875, 0.744983} {0.45, 7.978, 0.759402} {0.45, 9.902, 0.739173} {0.55, 3.854, 0.829745} {0.55, 4.442, 0.888353} {0.55, 5.16, 0.898673} {0.55, 5.964, 0.8925} {0.55, 6.867, 0.90387} {0.55, 7.972, 0.911519} {0.55, 9.941, 0.909862} {0.675, 5.147, 0.859106} {0.675, 5.95, 0.842334} {0.675, 6.858, 0.838866} {0.675, 7.971, 0.835396} {0.675, 9.951, 0.829012} datatype: |Corr(r, f(x,Q))| flavour: 5 〈x 〉d + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 409.492 DataMax: 0.928067 DataMin: 0.0000102697 DataMean: 0.101838 DataMedian: 0.0637134 DataSD: 0.109014 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 66.5227 0.636886 0.0000102697 0.0593952 0.0380336 0.073609 101 337 50.1463 0.35065 0.000508824 0.148802 0.136808 0.0978883 102 250 53.7994 0.430921 0.00148742 0.215198 0.210455 0.117274 104 123 27.2912 0.928067 0.000752592 0.221879 0.113932 0.269502 108 85 16.9932 0.416577 0.0169363 0.199919 0.183426 0.136857 109 96 17.1694 0.410346 0.00526038 0.178848 0.171238 0.116665 110 69 10.946 0.399647 0.000553671 0.158637 0.160644 0.103791 111 86 13.2464 0.409503 0.00240663 0.154028 0.141688 0.11177 124 38 0.982871 0.0408803 0.00781264 0.025865 0.0247946 0.00892498 125 33 0.759242 0.0434281 0.00115629 0.0230073 0.0229178 0.0118321 126 40 0.947183 0.0393449 0.00116833 0.0236796 0.0268419 0.0119422 127 38 1.01089 0.0502468 0.00133568 0.0266025 0.0324359 0.014775 147 47 1.58906 0.0781497 0.00043315 0.0338099 0.0299501 0.020108 201 119 4.10302 0.126528 0.0012524 0.0344791 0.0319158 0.0192232 203 15 1.4717 0.162066 0.00547652 0.0981132 0.089876 0.0559765 204 184 24.9545 0.328911 0.0000312632 0.135622 0.124904 0.091634 225 11 0.84879 0.138639 0.0165836 0.0771627 0.0797538 0.0484365 227 11 0.768376 0.144932 0.00494899 0.0698524 0.0593431 0.0541807 234 9 0.612073 0.102017 0.0287131 0.0680081 0.0706629 0.0276571 260 28 3.91416 0.425897 0.00836517 0.139792 0.103208 0.131972 261 29 5.42682 0.481259 0.00338073 0.187132 0.118531 0.148171 504 72 4.31567 0.189605 0.00226431 0.0599398 0.059621 0.038316 514 110 6.60765 0.169971 0.00196293 0.0600696 0.0514085 0.0418785 145 10 0.57216 0.0955637 0.0143293 0.057216 0.0650709 0.0328395 169 9 0.232499 0.030665 0.0185372 0.0258333 0.0267696 0.00423966 267 11 0.712415 0.145424 0.000878447 0.064765 0.0626655 0.0502358 268 41 1.71052 0.174621 0.0000842108 0.0417199 0.0295721 0.0381593 535 90 6.46267 0.290018 0.000921013 0.0718074 0.0528686 0.0651105 240 14 1.75626 0.550299 0.0053574 0.125447 0.0840003 0.163033 241 5 0.526524 0.276132 0.03149 0.105305 0.068226 0.0993545 281 13 1.85227 0.48962 0.00466995 0.142482 0.0978099 0.148328 266 11 0.717125 0.135088 0.012549 0.0651932 0.0506642 0.0407441 538 133 13.1841 0.315077 0.00157909 0.0991287 0.0767635 0.0750678 245 33 5.09957 0.564495 0.000709538 0.154532 0.0934243 0.150376 246 17 2.94208 0.436554 0.00542756 0.173064 0.120019 0.131608 247 8 1.59385 0.225922 0.104767 0.199231 0.209037 0.0390201 542 158 11.9583 0.209745 0.000205628 0.0756856 0.0659521 0.0540936 544 140 10.8755 0.232159 0.000752388 0.0776819 0.0663773 0.0563915 249 33 1.93162 0.147483 0.000299918 0.0585339 0.0559718 0.0374257 250 42 5.20927 0.47107 0.00217952 0.12403 0.0722811 0.12594 565 8 0.400633 0.105839 0.00736639 0.0500791 0.0365742 0.0378633 566 5 0.315745 0.122394 0.0333922 0.0631491 0.0523589 0.0352493 567 7 0.614183 0.220574 0.00200303 0.0877405 0.0664601 0.0760918 568 5 0.281046 0.140476 0.0049329 0.0562091 0.032995 0.0524304 545 185 16.9238 0.271555 0.0015381 0.0914799 0.0876726 0.0525517 252 48 4.71675 0.235115 0.00481846 0.0982656 0.0916364 0.07226 253 45 4.47704 0.272925 0.00497311 0.0994899 0.100182 0.0587165 1601 42 6.16371 0.484468 0.000869622 0.146755 0.0726775 0.152568 -1601 39 6.32225 0.636886 0.00402204 0.162109 0.104602 0.181639 1602 159 12.5691 0.330653 0.00133798 0.0790506 0.0525486 0.0743498 -1602 880 41.4677 0.28225 0.0000102697 0.0471223 0.0353192 0.0483588 highlightrange: {{0.7, 1.}} highlighted data {104, NmcRatCor} {x, Q, value} {0.45, 7.978, 0.702128} {0.55, 3.854, 0.846714} {0.55, 4.442, 0.903236} {0.55, 5.16, 0.919318} {0.55, 5.964, 0.915851} {0.55, 6.867, 0.923649} {0.55, 7.972, 0.926329} {0.55, 9.941, 0.928067} {0.675, 5.147, 0.92107} {0.675, 5.95, 0.908795} {0.675, 6.858, 0.9051} {0.675, 7.971, 0.9022} {0.675, 9.951, 0.896321} datatype: |Corr(r, f(x,Q))| flavour: 0 〈x 〉(u -d ) + + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 454.827 DataMax: 0.829449 DataMin: 0.0000370467 DataMean: 0.113113 DataMedian: 0.0794337 DataSD: 0.113072 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 124.923 0.564539 0.0000766243 0.111538 0.0955424 0.0908354 101 337 45.4328 0.276404 0.000655933 0.134815 0.134312 0.0741515 102 250 25.0202 0.234473 0.000593076 0.100081 0.0958172 0.0642353 104 123 17.8356 0.397278 0.00370079 0.145005 0.140878 0.102119 108 85 6.05573 0.160496 0.000669177 0.0712438 0.0539325 0.0484442 109 96 10.5413 0.348071 0.00140587 0.109805 0.074722 0.107349 110 69 7.1798 0.215386 0.0123815 0.104055 0.106905 0.0582896 111 86 13.2024 0.35134 0.00123367 0.153516 0.103623 0.120485 124 38 1.08542 0.0758693 0.00243002 0.0285637 0.0272255 0.0198872 125 33 0.69688 0.0550535 0.000695818 0.0211176 0.0165837 0.0159977 126 40 1.05736 0.0718846 0.00176187 0.0264341 0.0251437 0.020227 127 38 1.47107 0.0693094 0.0201084 0.0387123 0.0361491 0.0131259 147 47 3.68895 0.176814 0.0079398 0.0784883 0.0742202 0.0502193 201 119 12.2177 0.286311 0.00180128 0.102669 0.0885392 0.0637261 203 15 3.7271 0.469147 0.0429798 0.248474 0.21311 0.141457 204 184 28.8412 0.370023 0.00103581 0.156746 0.150883 0.0904689 225 11 1.55878 0.255839 0.00107895 0.141707 0.143182 0.0760671 227 11 2.27457 0.352624 0.0413238 0.206779 0.207981 0.0985872 234 9 1.07128 0.21441 0.00173515 0.119031 0.113928 0.0734729 260 28 4.7439 0.306328 0.0251568 0.169425 0.173591 0.0842503 261 29 5.05108 0.387123 0.00736985 0.174175 0.144284 0.112057 504 72 3.58134 0.165015 0.00166024 0.0497408 0.0409712 0.0383886 514 110 3.67194 0.142173 0.0000370467 0.0333812 0.0238838 0.0317642 145 10 0.987188 0.182212 0.0324865 0.0987188 0.0890631 0.054573 169 9 0.533435 0.141353 0.0216492 0.0592705 0.0442291 0.0416654 267 11 4.51908 0.679871 0.296979 0.410826 0.340086 0.132763 268 41 9.96452 0.711408 0.0205749 0.243037 0.183528 0.18943 535 90 5.19025 0.236259 0.000274601 0.0576694 0.0454158 0.0443228 240 14 5.12606 0.801415 0.132606 0.366147 0.305505 0.222328 241 5 2.83466 0.7873 0.279436 0.566933 0.596199 0.223116 281 13 3.79242 0.530796 0.0506428 0.291725 0.311182 0.133343 266 11 3.25767 0.583045 0.142959 0.296152 0.282077 0.135976 538 133 5.23917 0.126374 0.000775524 0.0393922 0.0349711 0.0293516 245 33 13.1586 0.829449 0.0332003 0.398745 0.420738 0.237857 246 17 3.42806 0.34202 0.0250954 0.201651 0.216424 0.0813509 247 8 2.13141 0.347789 0.0122292 0.266427 0.305804 0.111009 542 158 6.36713 0.100951 0.000195995 0.0402983 0.0348713 0.0282864 544 140 4.11185 0.131879 0.000803969 0.0293703 0.0248724 0.02363 249 33 10.3851 0.74531 0.013023 0.314699 0.261294 0.207779 250 42 19.2393 0.814603 0.0415969 0.458078 0.477525 0.232606 565 8 0.986488 0.157265 0.0780823 0.123311 0.134176 0.0333552 566 5 0.22309 0.0713277 0.00153478 0.0446179 0.0582039 0.0294264 567 7 0.399156 0.146508 0.0049139 0.0570223 0.0412198 0.049453 568 5 0.407163 0.185297 0.0424218 0.0814326 0.0578653 0.0598118 545 185 11.3704 0.172947 0.00101609 0.0614618 0.0488602 0.0429052 252 48 8.0882 0.327341 0.00120745 0.168504 0.177545 0.105626 253 45 8.15694 0.490582 0.00194054 0.181265 0.154763 0.138632 1601 42 9.92631 0.521401 0.0191824 0.236341 0.167391 0.161485 -1601 39 12.6526 0.564539 0.0146408 0.324426 0.367282 0.185743 1602 159 17.0518 0.287781 0.000566333 0.107244 0.0968381 0.0708345 -1602 880 85.2921 0.381448 0.0000766243 0.0969228 0.0881808 0.0626253 highlightrange: {{0.7, 1.}} highlighted data {268, ATL7_WZ} {x, Q, value} {0.09055, 80.39, 0.711408} {0.001456, 80.39, 0.711408} {240, LHCb7_WZ1} {x, Q, value} {0.1036, 80.39, 0.801415} {0.1708, 80.39, 0.75999} {0.001272, 80.39, 0.801415} {0.0007718, 80.39, 0.75999} {241, LHCb7Wasy1} {x, Q, value} {0.1036, 80.39, 0.7873} {0.1708, 80.39, 0.767982} {0.001272, 80.39, 0.7873} {0.0007718, 80.39, 0.767982} {245, LHCb7ZWrap} {x, Q, value} {0.09615, 80.39, 0.72384} {0.1234, 80.39, 0.800139} {0.1585, 80.39, 0.829449} {0.2035, 80.39, 0.790809} {0.2613, 80.39, 0.70008} {0.001371, 80.39, 0.72384} {0.001068, 80.39, 0.800139} {0.0008319, 80.39, 0.829449} {0.0006478, 80.39, 0.790809} {0.0005045, 80.39, 0.70008} {249, CMS8Wxa} {x, Q, value} {0.09069, 80.39, 0.74531} {0.001113, 80.39, 0.74531} {250, LHCb8WZ} {x, Q, value} {0.08413, 80.39, 0.725394} {0.108, 80.39, 0.799774} {0.1387, 80.39, 0.814603} {0.1781, 80.39, 0.783194} {0.08413, 80.39, 0.758555} {0.108, 80.39, 0.8077} {0.1387, 80.39, 0.813166} {0.1781, 80.39, 0.773259} {0.0012, 80.39, 0.725394} {0.0009346, 80.39, 0.799774} {0.0007279, 80.39, 0.814603} {0.0005669, 80.39, 0.783194} {0.0012, 80.39, 0.758555} {0.0009346, 80.39, 0.8077} {0.0007279, 80.39, 0.813166} {0.0005669, 80.39, 0.773259} datatype: |Corr(r, f(x,Q))| flavour: 1 〈x 〉(u -d ) + + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 415.044 DataMax: 0.612823 DataMin: 0.0000343866 DataMean: 0.103219 DataMedian: 0.0626752 DataSD: 0.110652 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 96.9086 0.612823 0.000170143 0.0865255 0.0550705 0.0978228 101 337 45.2913 0.458022 0.00248544 0.134395 0.124033 0.0882959 102 250 20.9772 0.252183 0.00121671 0.0839087 0.0736653 0.056026 104 123 37.4089 0.589359 0.00648998 0.304137 0.297812 0.15137 108 85 9.96965 0.208075 0.00790523 0.11729 0.109117 0.0655679 109 96 19.0897 0.4959 0.0233199 0.198851 0.139272 0.170142 110 69 5.67633 0.206684 0.000924485 0.0822657 0.0845945 0.054969 111 86 21.2949 0.49452 0.0127814 0.247615 0.235544 0.181831 124 38 1.99658 0.0890366 0.0101858 0.0525417 0.0559227 0.0228856 125 33 1.06403 0.0599985 0.00349771 0.0322433 0.0423861 0.0200572 126 40 2.29787 0.0825327 0.0350648 0.0574467 0.0527372 0.0135575 127 38 0.986316 0.0477639 0.00195095 0.0259557 0.0352919 0.0166914 147 47 3.59878 0.17138 0.00838236 0.0765698 0.0748648 0.0460764 201 119 9.46755 0.106786 0.00964598 0.0795592 0.0864515 0.0213633 203 15 2.45558 0.32382 0.0728716 0.163705 0.182672 0.0663383 204 184 38.1679 0.45269 0.00177733 0.207434 0.195856 0.137749 225 11 1.24864 0.225624 0.0481554 0.113513 0.0771441 0.0717058 227 11 1.21259 0.208342 0.0581537 0.110236 0.0815675 0.055689 234 9 0.66336 0.0976748 0.0143762 0.0737067 0.0902199 0.0311017 260 28 4.80093 0.286123 0.0120335 0.171462 0.206475 0.0886171 261 29 5.37034 0.291015 0.0247971 0.185184 0.208933 0.0811863 504 72 2.90361 0.219847 0.000840703 0.0403279 0.0336203 0.0378031 514 110 3.65213 0.212202 0.000509564 0.0332012 0.0219952 0.0353338 145 10 0.916472 0.168162 0.0120402 0.0916472 0.0855888 0.05441 169 9 0.476389 0.127737 0.00563112 0.0529321 0.0440333 0.0410828 267 11 3.46127 0.486949 0.0797617 0.314661 0.344131 0.157958 268 41 3.84558 0.204034 0.0153287 0.0937947 0.0939029 0.0557118 535 90 4.24878 0.177934 0.000732742 0.0472086 0.0391411 0.0379917 240 14 2.04812 0.435692 0.0218502 0.146294 0.108675 0.105715 241 5 0.528135 0.193917 0.0169063 0.105627 0.107974 0.0626854 281 13 1.57651 0.259891 0.0164302 0.12127 0.118312 0.0809012 266 11 3.01008 0.459375 0.00370307 0.273644 0.333748 0.177139 538 133 4.95036 0.0814512 0.000767386 0.0372207 0.0386744 0.0203259 245 33 4.90993 0.413721 0.00971952 0.148786 0.133274 0.0931204 246 17 1.96811 0.172306 0.0171947 0.115771 0.128522 0.0470976 247 8 1.70394 0.281289 0.0507229 0.212993 0.238562 0.0795052 542 158 4.93727 0.1119 0.000222061 0.0312485 0.0263651 0.0240591 544 140 5.21953 0.13109 0.0000343866 0.0372823 0.0324728 0.0276352 249 33 3.80468 0.320742 0.00238819 0.115293 0.0900642 0.0897392 250 42 5.00928 0.425862 0.00265372 0.119269 0.106937 0.0792884 565 8 1.06492 0.18808 0.0725549 0.133115 0.126185 0.0390362 566 5 0.179859 0.0836184 0.00378249 0.0359718 0.0279727 0.0305097 567 7 0.313059 0.0769915 0.00889619 0.0447227 0.05964 0.0308943 568 5 0.115004 0.0589417 0.000989252 0.0230008 0.0171521 0.022139 545 185 5.59545 0.105351 0.000209937 0.0302456 0.0252852 0.022462 252 48 9.49357 0.423101 0.0160966 0.197783 0.186464 0.123132 253 45 9.16511 0.559022 0.00628268 0.203669 0.17592 0.156922 1601 42 10.5067 0.471227 0.000621949 0.250159 0.271739 0.126471 -1601 39 16.4459 0.612823 0.117636 0.421689 0.460933 0.143246 1602 159 16.4461 0.2437 0.0015897 0.103435 0.102582 0.0612183 -1602 880 53.5099 0.25858 0.000170143 0.0608067 0.0443044 0.0538316 highlightrange: {{0.7, 1.}} highlighted data datatype: |Corr(r, f(x,Q))| flavour: 2 〈x 〉(u -d ) + + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 443.296 DataMax: 0.803739 DataMin: 0.0000569961 DataMean: 0.110245 DataMedian: 0.0672524 DataSD: 0.123779 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 105.795 0.754818 0.0000808714 0.0944598 0.0520253 0.12129 101 337 73.6325 0.568711 0.000382134 0.218494 0.194372 0.150216 102 250 20.4415 0.219999 0.000450836 0.0817661 0.0744597 0.0517032 104 123 30.5117 0.803739 0.00045398 0.248063 0.172547 0.236789 108 85 7.93478 0.154094 0.000886828 0.0933503 0.103483 0.0405629 109 96 18.6687 0.301892 0.118776 0.194466 0.186084 0.0644102 110 69 4.53788 0.17255 0.00443163 0.0657663 0.0526669 0.0489928 111 86 17.3897 0.304411 0.0200724 0.202206 0.194982 0.0735815 124 38 0.351123 0.0291987 0.0000569961 0.00924008 0.00911731 0.0064667 125 33 1.2383 0.0616899 0.00242872 0.0375244 0.0420243 0.020582 126 40 0.511961 0.0294454 0.00171164 0.012799 0.0132851 0.00635086 127 38 1.15037 0.0705258 0.00097342 0.0302728 0.0253949 0.0247759 147 47 2.24712 0.113594 0.00336637 0.0478111 0.0433217 0.0288135 201 119 11.5618 0.252877 0.00348506 0.0971579 0.0957778 0.0313979 203 15 2.08509 0.207874 0.0275345 0.139006 0.170563 0.0622376 204 184 48.8849 0.543412 0.00153593 0.265679 0.251874 0.156172 225 11 1.67612 0.415369 0.00524091 0.152375 0.0560018 0.150112 227 11 1.57354 0.407383 0.0133096 0.143049 0.053061 0.139875 234 9 0.871099 0.219737 0.00687305 0.0967887 0.0951269 0.0595584 260 28 1.9788 0.115156 0.0101737 0.0706713 0.0826751 0.0312541 261 29 2.5424 0.216006 0.0176735 0.087669 0.0908521 0.0427333 504 72 5.97212 0.323926 0.000464433 0.0829461 0.063462 0.0710017 514 110 5.1609 0.30128 0.00226466 0.0469173 0.0378423 0.0463439 145 10 0.59038 0.0999894 0.0129052 0.059038 0.0634105 0.0326242 169 9 0.173516 0.0561876 0.000192173 0.0192795 0.0140887 0.0182614 267 11 2.67799 0.297882 0.107431 0.243454 0.274206 0.0643874 268 41 3.26816 0.154322 0.00658748 0.0797111 0.0772843 0.0439612 535 90 4.96437 0.206514 0.0000728109 0.0551597 0.0550735 0.0374038 240 14 2.07194 0.658792 0.00742733 0.147996 0.0927122 0.179139 241 5 0.886404 0.312004 0.0371686 0.177281 0.176848 0.121443 281 13 3.22496 0.512195 0.0187378 0.248074 0.302431 0.164728 266 11 2.22327 0.273539 0.0271815 0.202115 0.23106 0.0768443 538 133 6.67532 0.185568 0.000112348 0.0501904 0.0433206 0.040224 245 33 3.88296 0.664826 0.0065528 0.117666 0.0948716 0.12689 246 17 1.5169 0.141035 0.00582453 0.0892294 0.0982724 0.0395755 247 8 1.09813 0.178396 0.010226 0.137267 0.154899 0.0566431 542 158 5.7883 0.192739 0.000345827 0.0366348 0.0302968 0.0315081 544 140 7.0168 0.138173 0.000498425 0.05012 0.0471343 0.0338721 249 33 2.54637 0.204286 0.000580768 0.0771627 0.069366 0.0592569 250 42 4.99131 0.636192 0.00185988 0.118841 0.0807235 0.120996 565 8 0.466975 0.11003 0.0322387 0.0583719 0.0547267 0.0232333 566 5 0.242116 0.0933437 0.00734819 0.0484232 0.0299833 0.0391102 567 7 0.253475 0.0904219 0.0105153 0.0362107 0.0282439 0.0262612 568 5 0.137374 0.0918873 0.00386907 0.0274747 0.0110471 0.0364462 545 185 9.02268 0.188382 0.000775537 0.0487713 0.0401541 0.0388438 252 48 7.35401 0.495052 0.0047289 0.153209 0.116169 0.133363 253 45 5.505 0.366509 0.000911991 0.122333 0.0942818 0.100035 1601 42 9.97981 0.657021 0.00262219 0.237615 0.18172 0.214323 -1601 39 10.7427 0.754818 0.0168482 0.275455 0.200595 0.203164 1602 159 22.9924 0.550413 0.0000808714 0.144606 0.0908965 0.146332 -1602 880 62.0801 0.510552 0.000373964 0.0705455 0.0459023 0.0865563 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.4, 38.72, 0.754818} {0.4, 54.77, 0.725159} {0.4, 70.7, 0.728154} {0.4, 89.44, 0.732146} {104, NmcRatCor} {x, Q, value} {0.45, 4.446, 0.723998} {0.45, 5.16, 0.737847} {0.45, 5.958, 0.774991} {0.45, 6.875, 0.797522} {0.45, 7.978, 0.803739} {0.45, 9.902, 0.785289} {0.55, 4.442, 0.718323} {0.55, 5.16, 0.724872} {0.55, 5.964, 0.716505} {0.55, 6.867, 0.739127} {0.55, 7.972, 0.760981} {0.55, 9.941, 0.756045} datatype: |Corr(r, f(x,Q))| flavour: 3 〈x 〉(u -d ) + + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 455.886 DataMax: 0.887222 DataMin: 0.0000355151 DataMean: 0.113376 DataMedian: 0.0639518 DataSD: 0.138227 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 106.575 0.725469 0.0000808238 0.095156 0.0489686 0.136085 101 337 91.5238 0.649676 0.00216969 0.271584 0.224769 0.185274 102 250 22.3898 0.237309 0.000807078 0.0895592 0.0785692 0.0571124 104 123 24.7556 0.887222 0.000077291 0.201265 0.0792547 0.276707 108 85 7.44139 0.171574 0.00140259 0.0875457 0.0953295 0.0526195 109 96 16.4143 0.206928 0.0324577 0.170982 0.177656 0.0383448 110 69 6.57526 0.196978 0.000241535 0.0952936 0.089414 0.0511208 111 86 13.5109 0.208023 0.00416933 0.157103 0.175905 0.052367 124 38 1.06498 0.0515854 0.00140564 0.0280257 0.0322184 0.0119637 125 33 1.8678 0.0832823 0.0075126 0.0565999 0.063771 0.0244705 126 40 1.39056 0.0600459 0.00341716 0.034764 0.0351399 0.0149909 127 38 1.78831 0.097148 0.00601572 0.0470608 0.0418765 0.0338651 147 47 1.9387 0.0917815 0.00224724 0.0412489 0.0415472 0.0243069 201 119 9.54043 0.355055 0.00279335 0.0801717 0.0654053 0.0480694 203 15 1.52781 0.160052 0.00733644 0.101854 0.124184 0.0519643 204 184 53.5695 0.617091 0.00236421 0.291139 0.270435 0.180178 225 11 1.52095 0.373126 0.0277286 0.138269 0.0876101 0.111004 227 11 1.49341 0.371508 0.00971435 0.135765 0.0953505 0.105178 234 9 0.729737 0.169673 0.0117588 0.0810819 0.0884387 0.0440709 260 28 1.05615 0.104566 0.00646424 0.0377195 0.0359405 0.0192515 261 29 0.856644 0.120524 0.00225767 0.0295394 0.0263703 0.0240029 504 72 6.93888 0.387147 0.000151398 0.0963734 0.0741879 0.0828309 514 110 5.7555 0.337168 0.000256956 0.0523228 0.040248 0.0525253 145 10 0.51193 0.0889701 0.00403369 0.051193 0.0552708 0.0289074 169 9 0.131269 0.0282168 0.00315867 0.0145854 0.0164443 0.00825992 267 11 2.26228 0.220475 0.166387 0.205662 0.211 0.0153225 268 41 2.80841 0.138096 0.00186251 0.0684977 0.0766142 0.0413073 535 90 5.58992 0.230783 0.00136814 0.0621103 0.0568916 0.0379534 240 14 1.93999 0.618525 0.00781784 0.13857 0.0640435 0.162729 241 5 0.884074 0.349014 0.0393711 0.176815 0.159216 0.136327 281 13 3.11073 0.545961 0.0165568 0.239287 0.261901 0.166815 266 11 1.79461 0.196938 0.107028 0.163146 0.170297 0.0246572 538 133 7.42283 0.221196 0.0000355151 0.0558107 0.0467536 0.0471495 245 33 3.66737 0.639584 0.00416213 0.111132 0.0767626 0.122371 246 17 1.68061 0.1703 0.0487012 0.0988594 0.0871284 0.0395042 247 8 1.01159 0.157503 0.023501 0.126449 0.139099 0.0438084 542 158 6.50241 0.20015 0.0000533614 0.0411545 0.034233 0.0347927 544 140 7.46264 0.154654 0.000363027 0.0533045 0.0477605 0.0373621 249 33 2.1518 0.165311 0.000585837 0.0652059 0.0581853 0.0479597 250 42 4.83997 0.58006 0.00236802 0.115237 0.0906274 0.116741 565 8 0.249143 0.0541392 0.0149384 0.0311429 0.0292219 0.0152441 566 5 0.189801 0.0675541 0.013213 0.0379603 0.0324297 0.0257306 567 7 0.306981 0.135563 0.00763927 0.0438545 0.0311596 0.0444919 568 5 0.121487 0.0792568 0.00266594 0.0242974 0.0104909 0.0315608 545 185 10.3834 0.229326 0.000849906 0.0561263 0.0429391 0.0486104 252 48 6.54833 0.546731 0.00170894 0.136424 0.0760525 0.143477 253 45 4.08919 0.283498 0.00392353 0.0908709 0.0801218 0.075561 1601 42 10.0681 0.725469 0.000667061 0.239716 0.123947 0.243335 -1601 39 7.29169 0.707247 0.0210031 0.186966 0.103041 0.204035 1602 159 24.7183 0.68849 0.0000808238 0.155461 0.0830793 0.181525 -1602 880 64.4967 0.600647 0.000242605 0.0732917 0.0422577 0.102869 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 70.7, 0.725469} {0.4, 89.44, 0.707247} {104, NmcRatCor} {x, Q, value} {0.45, 4.446, 0.744986} {0.45, 5.16, 0.768559} {0.45, 5.958, 0.795506} {0.45, 6.875, 0.815851} {0.45, 7.978, 0.828723} {0.45, 9.902, 0.806825} {0.55, 3.854, 0.797017} {0.55, 4.442, 0.848797} {0.55, 5.16, 0.861208} {0.55, 5.964, 0.858241} {0.55, 6.867, 0.873252} {0.55, 7.972, 0.887222} {0.55, 9.941, 0.885396} {0.675, 5.147, 0.76738} {0.675, 5.95, 0.75194} {0.675, 6.858, 0.752784} {0.675, 7.971, 0.752148} {0.675, 9.951, 0.746828} datatype: |Corr(r, f(x,Q))| flavour: 4 〈x 〉(u -d ) + + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 465.252 DataMax: 0.919449 DataMin: -6 9.7903 10 DataMean: 0.115706 DataMedian: 0.0647235 DataSD: 0.144725 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 103.364 0.800944 0.0000999094 0.0922889 0.0447194 0.141274 101 337 98.48 0.700701 0.00345912 0.292226 0.243804 0.204636 102 250 26.5171 0.243076 0.000392564 0.106068 0.103545 0.0591377 104 123 24.9113 0.919449 0.00547413 0.202531 0.0655518 0.280311 108 85 8.99748 0.173092 0.0000192269 0.105853 0.134978 0.0525536 109 96 15.2017 0.211166 0.0191758 0.158351 0.169471 0.0555899 110 69 8.29098 0.230177 0.00452159 0.120159 0.119795 0.0584418 111 86 11.9266 0.211646 0.00236546 0.138681 0.161004 0.0638762 124 38 1.37802 0.0685481 0.00352081 0.0362638 0.04111 0.0157749 125 33 2.0965 0.092476 0.0081436 0.0635303 0.0718952 0.0259375 126 40 1.721 0.0753138 0.00104984 0.0430249 0.0418543 0.0210265 127 38 1.99668 0.105844 0.00665679 0.0525443 0.0473855 0.0364068 147 47 1.89074 0.0839097 0.00020396 0.0402286 0.0405703 0.0237082 201 119 7.38769 0.383873 0.0025006 0.0620814 0.0447397 0.057699 203 15 1.29032 0.141189 0.00495624 0.0860211 0.106125 0.0487295 204 184 54.9468 0.634062 0.00231699 0.298624 0.269562 0.192227 225 11 1.31455 0.305641 0.0183279 0.119505 0.0994468 0.0790029 227 11 1.31412 0.30746 0.0348773 0.119465 0.10407 0.0757053 234 9 0.564599 0.114019 0.0134 0.0627332 0.0691886 0.0298841 260 28 2.39147 0.119383 0.0106057 0.0854098 0.0914392 0.0283519 261 29 1.93473 0.127604 0.000380768 0.0667149 0.0702992 0.0377829 504 72 7.24815 0.409292 0.00166443 0.100669 0.0745611 0.0863522 514 110 6.01824 0.34752 0.000438508 0.0547113 0.0436896 0.0545513 145 10 0.493448 0.0854503 0.00516918 0.0493448 0.0527052 0.0284065 169 9 0.137527 0.0223102 0.00324643 0.0152807 0.0183369 0.00677614 267 11 1.93331 0.199302 0.155642 0.175755 0.17463 0.0135134 268 41 2.44902 0.145999 0.00263312 0.0597323 0.0648419 0.0391477 535 90 5.80181 0.225338 9.79E-6 0.0644645 0.0612411 0.0383269 240 14 1.81547 0.544502 0.00623542 0.129676 0.0858557 0.141804 241 5 0.773441 0.338 0.0238409 0.154688 0.119749 0.133403 281 13 2.67738 0.531022 0.0448702 0.205952 0.188483 0.160149 266 11 1.47121 0.152045 0.106623 0.133747 0.135243 0.0133206 538 133 7.66823 0.230308 0.000058598 0.0576558 0.04844 0.048865 245 33 3.53816 0.573098 0.0012389 0.107217 0.081406 0.112122 246 17 1.87706 0.19597 0.0343364 0.110415 0.108219 0.0530128 247 8 0.964029 0.144614 0.0366484 0.120504 0.129901 0.0351927 542 158 6.807 0.190919 0.000574863 0.0430823 0.0356399 0.0355907 544 140 7.69755 0.163127 0.000726648 0.0549825 0.0481769 0.0379904 249 33 1.93435 0.150517 0.000430644 0.0586166 0.0406646 0.0428403 250 42 4.66495 0.496849 0.00575922 0.11107 0.0794313 0.103051 565 8 0.22946 0.0513623 0.0142407 0.0286825 0.0253298 0.0140433 566 5 0.139495 0.0456406 0.00139575 0.027899 0.0298406 0.0190016 567 7 0.318808 0.144491 0.00237659 0.045544 0.0389016 0.0485375 568 5 0.157972 0.0696322 0.00756502 0.0315944 0.0219763 0.0249781 545 185 10.8542 0.238514 0.000116025 0.0586714 0.0456657 0.0510361 252 48 6.1479 0.567849 0.00265111 0.128081 0.064865 0.144583 253 45 3.51813 0.251642 0.00311955 0.0781806 0.0583145 0.0620109 1601 42 9.87756 0.800944 0.00965122 0.23518 0.117898 0.250954 -1601 39 5.4358 0.644859 0.00030465 0.139379 0.0665983 0.19402 1602 159 24.6596 0.741113 0.000233077 0.155092 0.0745647 0.192703 -1602 880 63.3907 0.66477 0.0000999094 0.0720348 0.0397159 0.109406 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 70.7, 0.800944} {0.65, 89.44, 0.755105} {0.65, 122.5, 0.717408} {0.65, 22.36, 0.741113} {0.65, 54.77, 0.705716} {101, BcdF2pCor} {x, Q, value} {0.55, 9.273, 0.700701} {104, NmcRatCor} {x, Q, value} {0.45, 5.16, 0.724181} {0.45, 5.958, 0.745544} {0.45, 6.875, 0.764341} {0.45, 7.978, 0.78156} {0.45, 9.902, 0.757884} {0.55, 3.854, 0.837138} {0.55, 4.442, 0.883016} {0.55, 5.16, 0.900289} {0.55, 5.964, 0.900255} {0.55, 6.867, 0.910359} {0.55, 7.972, 0.918305} {0.55, 9.941, 0.919449} {0.675, 5.147, 0.84493} {0.675, 5.95, 0.834829} {0.675, 6.858, 0.836764} {0.675, 7.971, 0.836828} {0.675, 9.951, 0.832495} datatype: |Corr(r, f(x,Q))| flavour: 5 〈x 〉(u -d ) + + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 472.438 DataMax: 0.920312 DataMin: 0.0000131199 DataMean: 0.117493 DataMedian: 0.0644673 DataSD: 0.147778 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 101.402 0.838952 0.0000656895 0.0905376 0.0431861 0.142548 101 337 101.278 0.719128 0.00149443 0.300528 0.241303 0.215744 102 250 29.4648 0.257343 0.000646427 0.117859 0.130199 0.0650555 104 123 26.1603 0.920312 0.000761298 0.212685 0.11098 0.274934 108 85 10.4817 0.176464 0.027226 0.123314 0.147965 0.04997 109 96 14.9547 0.223168 0.0128822 0.155778 0.175838 0.0614882 110 69 9.35336 0.253627 0.0128006 0.135556 0.13502 0.0673645 111 86 11.6843 0.223686 0.00336506 0.135864 0.156702 0.0688574 124 38 1.52699 0.0761534 0.0000619469 0.0401839 0.0454777 0.0175115 125 33 2.16641 0.0948568 0.00739727 0.0656488 0.0744026 0.0262276 126 40 1.87776 0.0819537 0.00485658 0.0469439 0.0439863 0.0233231 127 38 2.04924 0.108344 0.00422782 0.0539275 0.0489109 0.036842 147 47 1.86661 0.0808354 0.000273224 0.039715 0.0386012 0.0235827 201 119 5.82978 0.385283 0.00136002 0.0489897 0.0294167 0.0614805 203 15 1.21294 0.13691 0.000470272 0.0808625 0.103567 0.0493441 204 184 55.3141 0.637202 0.000833941 0.30062 0.272686 0.198303 225 11 1.15694 0.249766 0.00913058 0.105177 0.101 0.0595845 227 11 1.14407 0.253211 0.0125991 0.104006 0.0885283 0.0605829 234 9 0.431598 0.0742253 0.00287678 0.0479554 0.0592476 0.0224457 260 28 3.18146 0.160857 0.0193041 0.113624 0.121901 0.0405466 261 29 2.64135 0.174489 0.00115547 0.0910809 0.0976444 0.055595 504 72 7.40861 0.420034 0.00110138 0.102897 0.0766068 0.0881342 514 110 6.16143 0.348917 0.000680359 0.056013 0.0438461 0.0554118 145 10 0.479711 0.0833414 0.00373113 0.0479711 0.0508508 0.0283029 169 9 0.13761 0.0220931 0.00442369 0.01529 0.0175363 0.00649627 267 11 1.71836 0.210995 0.122029 0.156214 0.152911 0.0274003 268 41 2.29586 0.165385 0.00431437 0.0559967 0.0529027 0.0380295 535 90 5.95124 0.211861 0.000387677 0.0661249 0.0661624 0.0384674 240 14 1.83519 0.47984 0.0143408 0.131085 0.0991596 0.119332 241 5 0.66566 0.316782 0.00948374 0.133132 0.086363 0.126843 281 13 2.26582 0.507643 0.00904221 0.174293 0.127644 0.156545 266 11 1.26388 0.172783 0.0825958 0.114898 0.112242 0.0265304 538 133 7.83141 0.236431 0.000125625 0.0588828 0.0487787 0.0500075 245 33 3.60215 0.512324 0.00441012 0.109156 0.0821648 0.101415 246 17 2.06281 0.215542 0.0211288 0.121342 0.132668 0.0641864 247 8 0.925943 0.135583 0.0423026 0.115743 0.123287 0.0306132 542 158 7.02044 0.191518 0.000294086 0.0444332 0.0365087 0.0360445 544 140 7.88605 0.167437 0.000358283 0.0563289 0.0513468 0.0383209 249 33 1.90313 0.146331 0.0119527 0.0576706 0.0476827 0.0404796 250 42 4.61151 0.427355 0.00452118 0.109798 0.0853664 0.0923746 565 8 0.249534 0.0602257 0.00725186 0.0311917 0.0265857 0.0188898 566 5 0.118399 0.0362609 0.00607899 0.0236797 0.0259562 0.0118573 567 7 0.346027 0.142749 0.0116332 0.0494325 0.0440048 0.0447142 568 5 0.176883 0.0643818 0.0118983 0.0353767 0.0270093 0.0224497 545 185 11.2441 0.245076 0.0000459943 0.0607791 0.0479126 0.0525711 252 48 5.91552 0.574641 0.0000131199 0.12324 0.0614883 0.144095 253 45 3.18196 0.232629 0.00114662 0.0707102 0.0543049 0.0552691 1601 42 9.64202 0.838952 0.00597179 0.229572 0.114066 0.252942 -1601 39 5.08701 0.58596 0.00222849 0.130436 0.0640446 0.172852 1602 159 24.3596 0.762897 0.000334738 0.153205 0.0722112 0.196256 -1602 880 62.3135 0.695942 0.0000656895 0.0708108 0.037526 0.112136 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 70.7, 0.838952} {0.65, 89.44, 0.797424} {0.65, 122.5, 0.761769} {0.65, 22.36, 0.762897} {0.65, 54.77, 0.729538} {101, BcdF2pCor} {x, Q, value} {0.55, 9.273, 0.719128} {104, NmcRatCor} {x, Q, value} {0.45, 6.875, 0.707901} {0.45, 7.978, 0.727747} {0.45, 9.902, 0.703792} {0.55, 3.854, 0.840085} {0.55, 4.442, 0.883381} {0.55, 5.16, 0.903865} {0.55, 5.964, 0.905505} {0.55, 6.867, 0.912811} {0.55, 7.972, 0.916975} {0.55, 9.941, 0.920312} {0.675, 5.147, 0.880415} {0.675, 5.95, 0.873496} {0.675, 6.858, 0.87537} {0.675, 7.971, 0.875669} {0.675, 9.951, 0.871973} datatype: |Corr(r, f(x,Q))| flavour: 0 〈x 〉s + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 436.176 DataMax: 0.854599 DataMin: 0.000029112 DataMean: 0.108475 DataMedian: 0.0736206 DataSD: 0.118645 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 140.112 0.434804 0.000141367 0.1251 0.116439 0.080741 101 337 11.4274 0.150951 0.0000348988 0.0339091 0.0305159 0.0251556 102 250 8.99149 0.145832 0.000029112 0.035966 0.0289227 0.0293554 104 123 4.90261 0.157781 0.0000677559 0.0398586 0.0332893 0.0321017 108 85 5.25688 0.257649 0.00380838 0.0618457 0.0354534 0.0646994 109 96 1.85474 0.0325104 0.000177044 0.0193202 0.0213211 0.0093083 110 69 9.2222 0.471465 0.000796603 0.133655 0.12438 0.0965914 111 86 1.70058 0.0321763 0.000455386 0.0197742 0.0220822 0.00938826 124 38 17.4757 0.826363 0.0598311 0.459888 0.482199 0.249307 125 33 15.6351 0.854599 0.0624443 0.473791 0.577579 0.281407 126 40 20.8092 0.783122 0.289121 0.52023 0.466034 0.13219 127 38 13.6893 0.720195 0.0193089 0.360245 0.443605 0.230457 147 47 6.61551 0.503644 0.00718684 0.140756 0.112108 0.101488 201 119 15.1225 0.166056 0.014405 0.12708 0.135529 0.0279267 203 15 0.563557 0.11325 0.00833046 0.0375705 0.0347906 0.0241747 204 184 13.1445 0.228578 0.000541325 0.0714377 0.0595775 0.0561939 225 11 0.62346 0.0983827 0.00586986 0.0566782 0.0499586 0.0333771 227 11 0.597587 0.0904605 0.00630023 0.0543261 0.0489283 0.0282596 234 9 0.736108 0.122231 0.00370866 0.0817898 0.0993426 0.0434454 260 28 6.15989 0.350715 0.022145 0.219996 0.227393 0.0857626 261 29 4.82762 0.332601 0.0155367 0.166469 0.156373 0.0806618 504 72 6.10139 0.267478 0.00211424 0.0847415 0.0849036 0.0520534 514 110 12.0577 0.248087 0.000166821 0.109615 0.117212 0.0564643 145 10 1.06403 0.210039 0.0186287 0.106403 0.109982 0.0573991 169 9 2.41108 0.287487 0.205816 0.267898 0.279805 0.0277519 267 11 0.828771 0.134565 0.00648651 0.0753428 0.0794868 0.0385852 268 41 13.8522 0.627103 0.0065627 0.337859 0.357591 0.1748 535 90 7.92332 0.278284 0.0000359948 0.0880369 0.0831898 0.0608151 240 14 1.74696 0.444191 0.00825915 0.124783 0.0841731 0.127189 241 5 0.664083 0.204302 0.0662179 0.132817 0.138038 0.0613935 281 13 0.888085 0.108951 0.0312333 0.0683142 0.073609 0.027873 266 11 0.964181 0.150337 0.000249488 0.0876529 0.0997878 0.0474684 538 133 7.51678 0.249954 0.000332061 0.0565171 0.0450622 0.0478568 245 33 3.17301 0.292216 0.00936658 0.0961519 0.0692583 0.0699006 246 17 1.5473 0.188506 0.00168507 0.0910179 0.0847842 0.0587581 247 8 1.51432 0.287487 0.0990711 0.18929 0.181549 0.0750406 542 158 11.5415 0.179541 0.000713907 0.0730473 0.0708371 0.0499549 544 140 10.8599 0.179942 0.00194289 0.0775707 0.072044 0.0479317 249 33 9.41155 0.640051 0.0294886 0.285198 0.305592 0.179363 250 42 4.86709 0.295951 0.000233352 0.115883 0.0901476 0.0845806 565 8 1.01381 0.211202 0.00800911 0.126726 0.127967 0.0594165 566 5 0.503833 0.245131 0.00795947 0.100767 0.0806488 0.100541 567 7 1.16918 0.262825 0.045558 0.167026 0.163219 0.0729933 568 5 0.256859 0.149339 0.00445145 0.0513719 0.0220965 0.058521 545 185 11.6492 0.178555 0.00166689 0.0629688 0.0593103 0.0443702 252 48 13.3883 0.486033 0.0204362 0.278923 0.317224 0.151975 253 45 9.79442 0.389194 0.0244741 0.217654 0.218285 0.109716 1601 42 5.11115 0.434804 0.00149813 0.121694 0.074829 0.112928 -1601 39 4.7838 0.313835 0.00861476 0.122661 0.112005 0.0803454 1602 159 12.6123 0.281053 0.000273688 0.0793224 0.0647166 0.0675826 -1602 880 117.604 0.371368 0.000141367 0.133641 0.130397 0.0784299 highlightrange: {{0.7, 1.}} highlighted data {124, NuTvNuChXN} {x, Q, value} {0.101, 2.328, 0.719563} {0.101, 3.055, 0.738051} {0.101, 3.592, 0.722984} {0.101, 3.271, 0.799205} {0.101, 4.293, 0.794161} {0.101, 5.046, 0.77717} {0.101, 3.894, 0.826363} {0.101, 5.11, 0.82106} {0.021, 2.739, 0.703168} {0.101, 6.007, 0.805303} {125, NuTvNbChXN} {x, Q, value} {0.072, 2.468, 0.751496} {0.072, 2.857, 0.703628} {0.072, 2.603, 0.788554} {0.114, 3.276, 0.721548} {0.072, 3.353, 0.708437} {0.114, 4.219, 0.788325} {0.114, 4.884, 0.789455} {0.114, 4.115, 0.829678} {0.114, 5.299, 0.854599} {0.015, 2.225, 0.80736} {0.114, 6.135, 0.85072} {126, CcfrNuChXN} {x, Q, value} {0.1, 2.563, 0.719295} {0.1, 3.421, 0.718519} {0.1, 4.041, 0.705271} {0.1, 3.55, 0.757744} {0.1, 4.737, 0.752051} {0.1, 5.595, 0.741967} {0.1, 4.469, 0.783122} {0.1, 5.965, 0.779968} {0.1, 7.044, 0.768149} {127, CcfrNbChXN} {x, Q, value} {0.018, 2.683, 0.720195} datatype: |Corr(r, f(x,Q))| flavour: 1 〈x 〉s + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 350.358 DataMax: 0.780733 DataMin: 0.0000217395 DataMean: 0.087132 DataMedian: 0.0616916 DataSD: 0.100035 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 81.0891 0.62154 0.00011133 0.072401 0.0571174 0.0702843 101 337 20.8118 0.200545 0.000146283 0.0617561 0.0512224 0.045674 102 250 22.3048 0.30164 0.0000358302 0.089219 0.0700198 0.0730123 104 123 9.44962 0.177993 0.000700222 0.0768262 0.0764721 0.0389789 108 85 9.63452 0.355522 0.00150843 0.113347 0.0899769 0.0972902 109 96 1.58173 0.0348873 0.0000855372 0.0164764 0.0143873 0.0114127 110 69 7.49938 0.410316 0.000112336 0.108687 0.0900377 0.0795523 111 86 1.6322 0.0353885 0.000073849 0.0189791 0.0197077 0.0119247 124 38 11.0015 0.472105 0.0172828 0.289514 0.313605 0.15321 125 33 11.1872 0.561938 0.00394825 0.339007 0.399316 0.170254 126 40 14.5523 0.481919 0.202007 0.363808 0.371476 0.0791725 127 38 17.5633 0.737465 0.0566794 0.462193 0.519909 0.225832 147 47 2.04271 0.122843 0.00196008 0.0434619 0.0415284 0.0322446 201 119 10.4889 0.136205 0.0110379 0.0881424 0.092066 0.0237684 203 15 0.298503 0.0322274 0.00254155 0.0199002 0.0224557 0.0105155 204 184 8.88104 0.0991918 0.0000217395 0.0482665 0.0488347 0.0288503 225 11 0.902039 0.113681 0.0216027 0.0820036 0.0888988 0.030412 227 11 1.03301 0.132824 0.0293042 0.0939096 0.100959 0.0325695 234 9 1.19559 0.151507 0.106356 0.132844 0.132991 0.0147016 260 28 2.46955 0.110502 0.00995494 0.0881982 0.0971353 0.0245198 261 29 2.1516 0.108069 0.0101038 0.0741931 0.081397 0.0271295 504 72 4.09801 0.185831 0.0000777786 0.0569168 0.0461065 0.0479475 514 110 8.88938 0.205077 0.000280901 0.0808126 0.0800672 0.046849 145 10 0.756157 0.181621 0.0124911 0.0756157 0.075129 0.0453096 169 9 0.176268 0.0346228 0.00308015 0.0195854 0.0169836 0.0122468 267 11 0.754763 0.116524 0.00646529 0.0686148 0.076262 0.0344572 268 41 4.25118 0.506066 0.00858413 0.103687 0.0657418 0.0979328 535 90 7.80278 0.280711 0.00276051 0.0866975 0.0903065 0.0593353 240 14 1.329 0.277838 0.000973185 0.0949288 0.061167 0.0886278 241 5 0.305307 0.076705 0.0359625 0.0610614 0.066158 0.0165149 281 13 0.628216 0.149206 0.00278564 0.0483243 0.0496822 0.0391087 266 11 0.909215 0.13141 0.0103434 0.082656 0.0978954 0.0434539 538 133 6.54421 0.1627 0.000476737 0.0492046 0.0403999 0.0390877 245 33 4.16599 0.344156 0.00153222 0.126242 0.111025 0.102229 246 17 2.77261 0.254709 0.0291893 0.163095 0.176063 0.0657929 247 8 0.73386 0.297208 0.0145933 0.0917325 0.0483081 0.0992657 542 158 8.16655 0.173486 0.0000621186 0.051687 0.0453456 0.0399792 544 140 9.16304 0.176945 0.000193807 0.0654503 0.060499 0.0432298 249 33 2.98713 0.212243 0.00191233 0.090519 0.0818191 0.0654783 250 42 3.31841 0.208053 0.00413455 0.0790098 0.054979 0.0693309 565 8 1.15469 0.328917 0.018364 0.144336 0.153565 0.107993 566 5 0.587345 0.240589 0.0134722 0.117469 0.109872 0.0818178 567 7 1.49054 0.361261 0.116486 0.212934 0.213517 0.0838525 568 5 0.24979 0.103614 0.0110343 0.0499579 0.0307705 0.0397517 545 185 10.2062 0.174087 0.000787162 0.0551688 0.0465969 0.0379891 252 48 16.1502 0.609765 0.027759 0.336463 0.386544 0.147949 253 45 14.9963 0.780733 0.0119761 0.333252 0.296096 0.211751 1601 42 9.06441 0.554219 0.00908238 0.215819 0.158119 0.151328 -1601 39 9.27679 0.62154 0.00671045 0.237866 0.21045 0.138521 1602 159 9.97347 0.153443 0.000275634 0.0627263 0.059621 0.0384192 -1602 880 52.7745 0.216133 0.00011133 0.059971 0.0523519 0.0419104 highlightrange: {{0.7, 1.}} highlighted data {127, CcfrNbChXN} {x, Q, value} {0.111, 2.542, 0.725089} {0.21, 3.496, 0.709342} {0.21, 4.53, 0.727852} {0.21, 5.255, 0.737465} {0.21, 4.738, 0.700585} {0.21, 6.139, 0.707985} {0.21, 7.122, 0.71473} {253, ATL8ZpTv3} {x, Q, value} {0.009291, 74.33, 0.755467} {0.01047, 83.81, 0.700992} {0.01278, 102.3, 0.780733} {0.01025, 82.07, 0.770308} datatype: |Corr(r, f(x,Q))| flavour: 2 〈x 〉s + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 305.997 DataMax: 0.942335 DataMin: -6 8.90865 10 DataMean: 0.0760998 DataMedian: 0.0478519 DataSD: 0.103226 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 66.0464 0.514502 0.000108659 0.05897 0.0458871 0.0597911 101 337 20.0849 0.180557 0.000203889 0.0595992 0.0488008 0.0419854 102 250 22.1052 0.292708 0.000300271 0.0884208 0.0695752 0.0731807 104 123 9.6647 0.177853 0.0000353908 0.0785748 0.0834769 0.0487981 108 85 11.8244 0.338362 8.909E-6 0.139111 0.123416 0.102923 109 96 3.98896 0.0639295 0.0113252 0.0415517 0.0442638 0.0147483 110 69 8.81458 0.444235 0.000298073 0.127748 0.111815 0.0885329 111 86 3.40068 0.0630286 0.00416704 0.0395428 0.0382476 0.0160026 124 38 10.5823 0.581545 0.00962127 0.27848 0.229365 0.154097 125 33 18.7873 0.811828 0.102556 0.569314 0.669937 0.224663 126 40 12.3041 0.731875 0.00313952 0.307604 0.225468 0.218744 127 38 17.5477 0.942335 0.0291603 0.461781 0.378948 0.323143 147 47 1.10601 0.0712398 0.000186418 0.0235322 0.0201588 0.0162533 201 119 10.2363 0.122804 0.00935496 0.0860197 0.0893187 0.0202424 203 15 0.424298 0.044821 0.00381117 0.0282865 0.032351 0.0122909 204 184 13.5883 0.114764 0.000784383 0.0738492 0.0854332 0.0358084 225 11 0.752625 0.0928204 0.0280437 0.0684205 0.0784689 0.0241295 227 11 0.764135 0.0953606 0.0341628 0.0694668 0.0718807 0.0214509 234 9 0.869769 0.107714 0.0795246 0.096641 0.0962311 0.00903757 260 28 0.704594 0.0778594 0.000636467 0.0251641 0.0157998 0.0231056 261 29 0.642485 0.0600812 0.00118779 0.0221547 0.021483 0.0152404 504 72 2.16086 0.196638 0.0000729669 0.0300119 0.0225014 0.0313434 514 110 3.53361 0.120937 0.000276016 0.0321237 0.0279717 0.0238762 145 10 0.354091 0.11825 0.00334931 0.0354091 0.0274282 0.0323451 169 9 0.255179 0.0386976 0.0185821 0.0283533 0.0274149 0.00729252 267 11 0.379577 0.0612411 0.00366468 0.034507 0.0360729 0.0179913 268 41 3.22041 0.383266 0.00144756 0.0785466 0.0642018 0.0714023 535 90 4.5557 0.229255 0.000659573 0.0506189 0.0448394 0.0391918 240 14 1.3876 0.265312 0.0115723 0.0991142 0.085893 0.073677 241 5 0.300674 0.156395 0.00345676 0.0601349 0.0402532 0.0654555 281 13 0.593938 0.132272 0.00319383 0.0456875 0.0481745 0.0357734 266 11 0.470631 0.070574 0.000561466 0.0427847 0.0474808 0.0232736 538 133 5.17771 0.103133 0.00122436 0.0389301 0.036201 0.0218308 245 33 3.46613 0.260835 0.00403847 0.105034 0.0763125 0.0819168 246 17 1.66328 0.142178 0.00749702 0.0978399 0.0989641 0.0325198 247 8 0.36378 0.138627 0.0065684 0.0454725 0.0414571 0.0427684 542 158 4.57259 0.0878918 0.000338924 0.0289404 0.0221636 0.0223009 544 140 4.64682 0.0938794 0.000195159 0.0331916 0.0299304 0.0243728 249 33 1.23127 0.086107 0.00102936 0.0373113 0.0319901 0.0276381 250 42 2.95543 0.218909 0.00119225 0.0703673 0.0637052 0.0469228 565 8 0.951481 0.26932 0.000304411 0.118935 0.115951 0.0785424 566 5 0.383516 0.133633 0.00697914 0.0767033 0.082942 0.0453979 567 7 1.224 0.282281 0.0777091 0.174857 0.170889 0.0827 568 5 0.231839 0.120879 0.0103159 0.0463678 0.0300357 0.0431764 545 185 6.34905 0.10776 0.0000835551 0.0343192 0.0288279 0.0237227 252 48 10.4838 0.471446 0.0126315 0.218412 0.217952 0.120529 253 45 10.8448 0.666125 0.00515068 0.240995 0.200639 0.190817 1601 42 8.15697 0.457876 0.000559757 0.194214 0.16679 0.12607 -1601 39 8.55371 0.514502 0.0219768 0.219326 0.217917 0.109851 1602 159 7.76696 0.119005 0.00257407 0.0488488 0.0481671 0.0296914 -1602 880 41.5687 0.159937 0.000108659 0.0472372 0.0426832 0.0309579 highlightrange: {{0.7, 1.}} highlighted data {125, NuTvNbChXN} {x, Q, value} {0.114, 2.411, 0.790099} {0.207, 3.248, 0.796324} {0.207, 4.184, 0.803742} {0.207, 4.845, 0.811022} {0.207, 4.414, 0.759024} {0.207, 5.685, 0.756034} {0.207, 6.582, 0.761835} {0.042, 2.497, 0.811828} {0.207, 5.544, 0.712045} {0.042, 3.217, 0.809952} {0.207, 7.141, 0.708401} {0.042, 3.724, 0.772502} {0.207, 8.267, 0.71695} {126, CcfrNuChXN} {x, Q, value} {0.167, 4.422, 0.718696} {0.167, 5.221, 0.731875} {127, CcfrNbChXN} {x, Q, value} {0.111, 2.542, 0.758116} {0.21, 3.496, 0.918524} {0.21, 4.53, 0.935327} {0.21, 5.255, 0.942335} {0.21, 4.738, 0.919428} {0.21, 6.139, 0.926213} {0.21, 7.122, 0.930584} {0.21, 6.097, 0.906672} {0.21, 7.899, 0.910419} {0.21, 9.164, 0.914118} datatype: |Corr(r, f(x,Q))| flavour: 3 〈x 〉s + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 285.321 DataMax: 0.990679 DataMin: 0.0000371776 DataMean: 0.0709578 DataMedian: 0.0445894 DataSD: 0.103775 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 52.8963 0.390751 0.0000371776 0.0472288 0.0367561 0.0480838 101 337 16.7556 0.154211 0.0000441806 0.0497199 0.0406991 0.0375737 102 250 19.6807 0.270833 0.000103588 0.0787229 0.057596 0.0652994 104 123 9.13844 0.169468 0.00263452 0.0742962 0.0754453 0.0475338 108 85 13.1408 0.28959 0.00356279 0.154598 0.16579 0.0908527 109 96 4.47659 0.0687676 0.0021929 0.0466312 0.0484228 0.0192522 110 69 8.71211 0.379891 0.00208441 0.126262 0.128181 0.0787924 111 86 3.68512 0.068944 0.000812676 0.0428503 0.0465336 0.0200417 124 38 10.0819 0.729642 0.0093878 0.265313 0.211154 0.231737 125 33 20.9947 0.935067 0.119527 0.636204 0.750521 0.267727 126 40 10.6756 0.764155 0.0305452 0.266891 0.167834 0.238831 127 38 17.7695 0.990679 0.00379742 0.467618 0.353788 0.318316 147 47 0.803255 0.082728 0.000475472 0.0170905 0.0114242 0.0164701 201 119 12.464 0.134329 0.00295048 0.10474 0.110266 0.0231718 203 15 0.589679 0.0615553 0.00902886 0.039312 0.0456487 0.0160262 204 184 12.9183 0.117928 0.00029773 0.0702082 0.0778007 0.0363414 225 11 0.459002 0.0540637 0.0282382 0.0417275 0.0405451 0.00903199 227 11 0.423763 0.0509211 0.0287547 0.0385239 0.0391548 0.00775514 234 9 0.378976 0.0512916 0.0296547 0.0421084 0.0439966 0.00862877 260 28 0.600076 0.0515788 0.00322611 0.0214313 0.0148105 0.0157248 261 29 0.614213 0.0506913 0.0000628479 0.0211798 0.0187961 0.0141434 504 72 2.37971 0.197508 0.0000794474 0.0330515 0.0275116 0.0314958 514 110 2.63802 0.112549 0.0000989757 0.023982 0.0161105 0.0230288 145 10 0.299275 0.0997815 0.0101572 0.0299275 0.0209022 0.0266062 169 9 0.103905 0.0197612 0.0069889 0.011545 0.00965934 0.00433023 267 11 0.329236 0.0451647 0.00531897 0.0299305 0.0368888 0.0142746 268 41 2.2132 0.276006 0.00200794 0.0539805 0.0384898 0.0540167 535 90 4.38995 0.191039 0.000696146 0.0487772 0.0475152 0.0356662 240 14 1.45109 0.326712 0.00663834 0.10365 0.0955167 0.0837802 241 5 0.380563 0.200369 0.0077702 0.0761126 0.0463256 0.0804421 281 13 0.481755 0.105224 0.00515978 0.0370581 0.0249386 0.0319601 266 11 0.417156 0.0534658 0.010639 0.0379233 0.0466107 0.0160645 538 133 6.15398 0.130661 0.000228928 0.0462706 0.042553 0.0260236 245 33 3.16456 0.318658 0.00555323 0.0958958 0.0828111 0.0733082 246 17 1.41545 0.112481 0.00384153 0.0832618 0.0886442 0.0259683 247 8 0.28425 0.111828 0.0082182 0.0355313 0.0229433 0.0351963 542 158 4.94528 0.10609 0.000523609 0.0312993 0.0241688 0.0246891 544 140 4.84899 0.121713 0.000191021 0.0346357 0.0302431 0.0244421 249 33 1.61604 0.118803 0.000445947 0.048971 0.0515036 0.0346191 250 42 2.91591 0.264482 0.00511395 0.0694265 0.066462 0.0478788 565 8 0.991521 0.258293 0.0000843793 0.12394 0.12569 0.0723496 566 5 0.347361 0.102691 0.0159301 0.0694722 0.0864022 0.0348447 567 7 1.1411 0.273118 0.0645725 0.163014 0.157201 0.0801083 568 5 0.316359 0.134273 0.0209292 0.0632718 0.0484277 0.0448321 545 185 6.91907 0.0952304 0.0000427475 0.0374004 0.0353454 0.0223763 252 48 9.07083 0.359971 0.000690638 0.188976 0.203209 0.089426 253 45 8.848 0.538249 0.000945316 0.196622 0.145998 0.154376 1601 42 6.25138 0.331185 0.0210048 0.148842 0.129972 0.0964308 -1601 39 7.14162 0.390751 0.0131537 0.183118 0.201239 0.0821094 1602 159 6.1549 0.090616 0.000116194 0.0387101 0.0397094 0.0248649 -1602 880 33.3484 0.142198 0.0000371776 0.0378959 0.0341528 0.026344 highlightrange: {{0.7, 1.}} highlighted data {124, NuTvNuChXN} {x, Q, value} {0.167, 3.928, 0.704808} {0.167, 4.618, 0.729642} {125, NuTvNbChXN} {x, Q, value} {0.114, 2.411, 0.71246} {0.207, 3.248, 0.930035} {0.207, 4.184, 0.931855} {0.207, 4.845, 0.935067} {0.207, 4.414, 0.902968} {0.042, 2.561, 0.797293} {0.207, 5.685, 0.89993} {0.042, 2.965, 0.750521} {0.207, 6.582, 0.903629} {0.042, 2.497, 0.887064} {0.072, 3.27, 0.762222} {0.207, 5.544, 0.869785} {0.042, 3.217, 0.854911} {0.072, 4.212, 0.833032} {0.207, 7.141, 0.867366} {0.042, 3.724, 0.821595} {0.072, 4.875, 0.81325} {0.207, 8.267, 0.873612} {126, CcfrNuChXN} {x, Q, value} {0.167, 3.312, 0.764155} {0.167, 4.422, 0.743469} {0.167, 5.221, 0.741494} {127, CcfrNbChXN} {x, Q, value} {0.21, 3.496, 0.987033} {0.21, 4.53, 0.989791} {0.21, 5.255, 0.990679} {0.21, 4.738, 0.983219} {0.21, 6.139, 0.984711} {0.21, 7.122, 0.986293} {0.21, 6.097, 0.97586} {0.21, 7.899, 0.978014} {0.21, 9.164, 0.980163} datatype: |Corr(r, f(x,Q))| flavour: 4 〈x 〉s + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 285.322 DataMax: 0.986175 DataMin: -6 9.46591 10 DataMean: 0.0709579 DataMedian: 0.0446774 DataSD: 0.105855 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 45.7244 0.304099 0.000095932 0.0408254 0.0322962 0.0402716 101 337 14.2458 0.139301 0.0000601106 0.0422723 0.0361113 0.0345188 102 250 17.8259 0.246776 0.0003358 0.0713035 0.0540293 0.0580611 104 123 8.91361 0.158568 0.000810909 0.0724684 0.0705631 0.042397 108 85 13.7687 0.29241 0.0092588 0.161985 0.172294 0.0851125 109 96 4.43648 0.0713762 0.000524111 0.0462133 0.0521047 0.0215275 110 69 8.92435 0.313555 0.000119951 0.129338 0.128779 0.0777504 111 86 3.58996 0.0713563 9.466E-6 0.0417438 0.0453495 0.0216286 124 38 13.1919 0.777929 0.00132654 0.347157 0.239665 0.230426 125 33 21.5563 0.96922 0.110455 0.653222 0.780733 0.293261 126 40 13.0498 0.76423 0.0230312 0.326244 0.270818 0.21024 127 38 18.3122 0.986175 0.0401777 0.4819 0.387559 0.314911 147 47 0.723293 0.104749 0.0000690349 0.0153892 0.00900414 0.0180077 201 119 12.9772 0.142778 0.0042878 0.109052 0.114961 0.0240246 203 15 0.712505 0.0713093 0.00431369 0.0475003 0.0526687 0.018351 204 184 11.7201 0.114548 0.000770833 0.063696 0.0661938 0.0335392 225 11 0.265864 0.0374636 0.0148982 0.0241694 0.0238564 0.00639679 227 11 0.202132 0.0436642 0.00258011 0.0183756 0.021402 0.0118364 234 9 0.109807 0.0327925 0.0000519433 0.0122008 0.00881551 0.0103238 260 28 0.645988 0.0499858 0.000182807 0.023071 0.0199193 0.0138711 261 29 0.651579 0.0471833 0.000200033 0.0224682 0.0221447 0.0147372 504 72 3.03554 0.199032 0.000177403 0.0421603 0.0387131 0.0343926 514 110 3.51197 0.121618 0.000463398 0.031927 0.0259619 0.0247434 145 10 0.268647 0.0857561 0.00349848 0.0268647 0.0218284 0.0232901 169 9 0.0339285 0.00563582 0.000964857 0.00376983 0.0041666 0.0019605 267 11 0.321496 0.0517112 0.00175122 0.0292269 0.0263124 0.017141 268 41 2.95935 0.20472 0.000523518 0.0721794 0.0676836 0.0470883 535 90 4.70628 0.169188 0.00156273 0.052292 0.0456439 0.0377661 240 14 1.48482 0.352911 0.001686 0.106059 0.0779922 0.0927823 241 5 0.441963 0.221263 0.0212312 0.0883926 0.0527274 0.0835478 281 13 0.455023 0.115484 0.00217686 0.0350018 0.0268198 0.0329589 266 11 0.400196 0.0580706 0.00641182 0.0363815 0.0378215 0.0159872 538 133 7.45127 0.148343 0.000466368 0.0560246 0.0540817 0.0322271 245 33 2.99909 0.343805 0.00161749 0.0908816 0.077775 0.0691711 246 17 1.21218 0.096914 0.0119363 0.0713047 0.0765602 0.0202549 247 8 0.293073 0.0982206 0.00113958 0.0366341 0.0328583 0.0333755 542 158 6.3279 0.121281 0.0000137311 0.04005 0.0355851 0.0289014 544 140 6.09094 0.140594 0.000284235 0.0435067 0.0384522 0.0285557 249 33 2.25536 0.157307 0.00235106 0.0683441 0.0691196 0.0466426 250 42 3.02916 0.28403 0.00264394 0.0721228 0.065756 0.0538674 565 8 0.999359 0.247021 0.00012538 0.12492 0.114243 0.075568 566 5 0.331768 0.0935576 0.0262512 0.0663535 0.0805302 0.0299234 567 7 1.0725 0.263634 0.0498906 0.153215 0.153905 0.0776578 568 5 0.375 0.142092 0.0170836 0.075 0.0637882 0.04671 545 185 7.93492 0.0966554 0.000342692 0.0428915 0.0435045 0.0230722 252 48 8.2052 0.281927 0.0123125 0.170942 0.189956 0.0713814 253 45 7.57707 0.445163 0.00266667 0.168379 0.129531 0.126805 1601 42 4.92216 0.241672 0.00344559 0.117194 0.100896 0.077441 -1601 39 6.0851 0.304099 0.00152799 0.156028 0.168257 0.0703049 1602 159 5.42663 0.0906307 0.000283798 0.0341297 0.0336263 0.0225043 -1602 880 29.2905 0.127148 0.000095932 0.0332847 0.0295821 0.0234012 highlightrange: {{0.7, 1.}} highlighted data {124, NuTvNuChXN} {x, Q, value} {0.167, 2.994, 0.74334} {0.167, 3.928, 0.765092} {0.167, 4.618, 0.777929} {0.167, 6.488, 0.700858} {125, NuTvNbChXN} {x, Q, value} {0.207, 3.248, 0.96922} {0.207, 4.184, 0.966793} {0.207, 4.845, 0.967243} {0.207, 4.414, 0.947802} {0.042, 2.561, 0.8297} {0.207, 5.685, 0.944474} {0.042, 2.965, 0.780733} {0.207, 6.582, 0.946776} {0.042, 2.497, 0.887655} {0.072, 3.27, 0.840551} {0.207, 5.544, 0.923327} {0.042, 3.217, 0.837794} {0.072, 4.212, 0.898748} {0.207, 7.141, 0.921615} {0.042, 3.724, 0.80754} {0.072, 4.875, 0.885995} {0.207, 8.267, 0.926348} {126, CcfrNuChXN} {x, Q, value} {0.167, 3.312, 0.76423} {0.167, 4.422, 0.716102} {0.167, 5.221, 0.70544} {127, CcfrNbChXN} {x, Q, value} {0.21, 3.496, 0.986175} {0.21, 4.53, 0.979954} {0.21, 5.255, 0.977084} {0.21, 4.738, 0.978662} {0.21, 6.139, 0.976759} {0.21, 7.122, 0.976675} {0.21, 6.097, 0.974154} {0.21, 7.899, 0.975287} {0.21, 9.164, 0.97654} datatype: |Corr(r, f(x,Q))| flavour: 5 〈x 〉s + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 288.655 DataMax: 0.977627 DataMin: 0.0000347135 DataMean: 0.0717867 DataMedian: 0.0449737 DataSD: 0.108117 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 41.6745 0.248408 0.0000426503 0.0372094 0.0284684 0.0357707 101 337 12.933 0.133858 0.000120716 0.0383769 0.0312874 0.0324121 102 250 16.7155 0.229213 0.000134871 0.0668622 0.0502101 0.0531704 104 123 8.80914 0.151324 0.000551204 0.071619 0.0647835 0.039422 108 85 14.2072 0.302089 0.0211589 0.167143 0.187292 0.0836689 109 96 4.30768 0.0714774 0.000117956 0.0448717 0.0521093 0.022634 110 69 9.21094 0.278017 0.000225293 0.133492 0.117354 0.0815691 111 86 3.44136 0.071509 0.000210441 0.0400158 0.0423194 0.0223858 124 38 15.2041 0.796414 0.00300366 0.400109 0.329279 0.229875 125 33 21.6028 0.977627 0.0741719 0.654629 0.78942 0.310333 126 40 14.9362 0.755645 0.0350642 0.373404 0.356081 0.188757 127 38 18.5673 0.971234 0.000565056 0.488614 0.427571 0.321161 147 47 0.765551 0.115382 0.00126753 0.0162883 0.0111381 0.0185745 201 119 12.5821 0.144503 0.00336393 0.105732 0.112396 0.0238347 203 15 0.805807 0.0766635 0.00443204 0.0537205 0.0589043 0.0201352 204 184 10.7439 0.106929 0.00174353 0.0583908 0.059843 0.0304039 225 11 0.151468 0.0388197 0.00173331 0.0137698 0.0133772 0.0102291 227 11 0.146632 0.045251 0.00083821 0.0133302 0.0101055 0.0121389 234 9 0.171529 0.0314776 0.00241465 0.0190588 0.0213622 0.0105613 260 28 0.631337 0.0538288 0.00221158 0.0225477 0.0196998 0.0146953 261 29 0.664167 0.0543967 0.00167121 0.0229023 0.0220113 0.0156332 504 72 3.78402 0.203334 0.00196804 0.0525558 0.0493973 0.0377598 514 110 4.70603 0.146493 0.000527206 0.0427821 0.0387432 0.0286653 145 10 0.251294 0.0737271 0.00302264 0.0251294 0.0241478 0.0199637 169 9 0.0997221 0.0147541 0.00363445 0.0110802 0.0117957 0.00389232 267 11 0.319876 0.0555166 0.00510584 0.0290796 0.02203 0.0192954 268 41 3.46642 0.190563 0.0089062 0.0845468 0.0747548 0.0465019 535 90 5.1401 0.16543 0.00034206 0.0571123 0.0505418 0.0408894 240 14 1.51759 0.367039 0.0105936 0.108399 0.0711323 0.0979878 241 5 0.482403 0.233313 0.0307691 0.0964806 0.0575277 0.0847355 281 13 0.47981 0.122358 0.00258591 0.0369084 0.0250102 0.0337015 266 11 0.386623 0.060662 0.00338507 0.0351475 0.0333422 0.0170708 538 133 8.76916 0.15997 0.00147877 0.0659335 0.0661622 0.0375615 245 33 2.87299 0.357399 0.00289999 0.0870602 0.0733094 0.0690728 246 17 1.00064 0.0797538 0.014562 0.0588614 0.0628188 0.0160878 247 8 0.313129 0.0863694 0.00310029 0.0391412 0.0390916 0.0287334 542 158 7.89079 0.139456 0.0000347135 0.0499417 0.0484431 0.0330791 544 140 7.36898 0.156044 0.0000451034 0.0526356 0.0507423 0.0347386 249 33 2.53164 0.171954 0.00324917 0.0767162 0.0803146 0.0522105 250 42 3.14007 0.295411 0.00289359 0.0747636 0.0628883 0.0571776 565 8 0.999915 0.23779 0.00214475 0.124989 0.106742 0.0787601 566 5 0.32765 0.0993577 0.0361656 0.0655301 0.0631974 0.0294159 567 7 1.01983 0.254344 0.0390027 0.145691 0.14218 0.0772929 568 5 0.423892 0.149419 0.0148679 0.0847785 0.0774399 0.0490898 545 185 8.85019 0.102011 0.000859084 0.0478389 0.0498259 0.0256886 252 48 7.50928 0.239298 0.0105418 0.156443 0.177609 0.0632012 253 45 6.73016 0.384308 0.00465117 0.149559 0.126 0.109075 1601 42 4.16064 0.212273 0.00282514 0.0990628 0.0943917 0.0651407 -1601 39 5.42234 0.248408 0.00737055 0.139034 0.142343 0.0666473 1602 159 5.06919 0.0891682 0.0000735373 0.0318817 0.0296234 0.0212003 -1602 880 27.0224 0.113986 0.0000426503 0.0307072 0.0261356 0.0216304 highlightrange: {{0.7, 1.}} highlighted data {124, NuTvNuChXN} {x, Q, value} {0.167, 2.994, 0.782952} {0.167, 3.928, 0.790184} {0.167, 4.618, 0.796414} {0.167, 4.206, 0.719608} {0.167, 5.52, 0.71163} {0.167, 6.488, 0.727541} {125, NuTvNbChXN} {x, Q, value} {0.207, 3.248, 0.977627} {0.207, 4.184, 0.97298} {0.207, 4.845, 0.971959} {0.207, 4.414, 0.959727} {0.042, 2.561, 0.838254} {0.072, 3.353, 0.74977} {0.207, 5.685, 0.95641} {0.042, 2.965, 0.78942} {0.072, 3.882, 0.74824} {0.207, 6.582, 0.957947} {0.042, 2.497, 0.876689} {0.072, 3.27, 0.86973} {0.207, 5.544, 0.940521} {0.042, 3.217, 0.818283} {0.072, 4.212, 0.920316} {0.207, 7.141, 0.939304} {0.042, 3.724, 0.790666} {0.072, 4.875, 0.911672} {0.207, 8.267, 0.943182} {126, CcfrNuChXN} {x, Q, value} {0.167, 3.312, 0.755645} {127, CcfrNbChXN} {x, Q, value} {0.21, 3.496, 0.971234} {0.21, 4.53, 0.960114} {0.21, 5.255, 0.955229} {0.21, 4.738, 0.961651} {0.21, 6.139, 0.957929} {0.21, 7.122, 0.956952} {0.21, 6.097, 0.958721} {0.21, 7.899, 0.959312} {0.21, 9.164, 0.960088} datatype: |Corr(r, f(x,Q))| flavour: 0 <(x) >u - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 489.621 DataMax: 0.946294 DataMin: 0.000113886 DataMean: 0.121766 DataMedian: 0.0768323 DataSD: 0.138568 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 105.104 0.723878 0.000113886 0.0938426 0.0622822 0.113228 101 337 62.7263 0.43612 0.000164591 0.186131 0.190714 0.12112 102 250 32.1258 0.32074 0.00027097 0.128503 0.129889 0.0815799 104 123 26.0316 0.548205 0.00249413 0.211639 0.180312 0.160607 108 85 6.69922 0.157442 0.000768295 0.0788143 0.0812074 0.0429163 109 96 25.0586 0.936843 0.00621692 0.261027 0.103586 0.311984 110 69 8.12038 0.266379 0.00260606 0.117687 0.101151 0.0813739 111 86 33.7076 0.946294 0.0203653 0.391948 0.265404 0.349806 124 38 1.01121 0.0566072 0.00343302 0.0266107 0.0332175 0.0152698 125 33 0.594799 0.0508299 0.000760841 0.0180242 0.0188398 0.0133861 126 40 0.984251 0.0578167 0.000192016 0.0246063 0.0267432 0.0161748 127 38 1.13638 0.0539583 0.00153659 0.0299047 0.0321656 0.016714 147 47 3.9833 0.174474 0.00513985 0.0847511 0.0809479 0.0459941 201 119 11.4759 0.297468 0.000617572 0.0964363 0.0929171 0.0626965 203 15 2.30205 0.235283 0.0229076 0.15347 0.155186 0.0675755 204 184 33.7781 0.466814 0.000623494 0.183577 0.154727 0.13195 225 11 0.76862 0.120198 0.00956018 0.0698745 0.0714308 0.0303259 227 11 0.471187 0.104909 0.00107058 0.0428352 0.0432127 0.0311751 234 9 2.40748 0.330622 0.08029 0.267498 0.300059 0.0823147 260 28 10.3323 0.541919 0.0195721 0.36901 0.381416 0.136005 261 29 8.66734 0.521046 0.0245914 0.298874 0.291404 0.156931 504 72 3.7294 0.319932 0.000594485 0.0517972 0.0362323 0.0536707 514 110 4.01054 0.191656 0.000829642 0.0364594 0.0256068 0.0387227 145 10 1.00451 0.176654 0.029306 0.100451 0.0939 0.053004 169 9 0.367465 0.114807 0.00149925 0.0408294 0.0297618 0.0387517 267 11 0.762044 0.147041 0.00327702 0.0692767 0.060847 0.050808 268 41 8.75645 0.487112 0.0258889 0.213572 0.199226 0.129954 535 90 6.52247 0.187686 0.000505562 0.0724719 0.0653402 0.0527325 240 14 1.99404 0.2903 0.00997946 0.142432 0.11161 0.0873513 241 5 0.848726 0.319493 0.00920777 0.169745 0.162217 0.144319 281 13 0.981866 0.159605 0.00673125 0.0755281 0.0855948 0.0444768 266 11 0.895696 0.176808 0.0065339 0.0814269 0.0802777 0.0639043 538 133 8.03303 0.140036 0.00313831 0.0603987 0.0583989 0.0358711 245 33 5.7021 0.32953 0.015084 0.172791 0.187657 0.0937637 246 17 0.764985 0.118183 0.00717152 0.0449991 0.0404129 0.0332353 247 8 0.695959 0.198271 0.00165757 0.0869948 0.0906632 0.0617323 542 158 8.8881 0.176191 0.000446363 0.0562538 0.0500939 0.0392521 544 140 6.2947 0.169037 0.000615884 0.0449621 0.0337361 0.0369428 249 33 6.42087 0.43194 0.00323823 0.194572 0.187564 0.112174 250 42 7.2918 0.327057 0.0167418 0.173614 0.171251 0.0959239 565 8 1.51883 0.231856 0.116567 0.189854 0.199941 0.0399746 566 5 0.196733 0.0790677 0.00292622 0.0393467 0.0328531 0.0370166 567 7 0.721852 0.187337 0.0552153 0.103122 0.0747529 0.0540149 568 5 0.310751 0.110787 0.0366847 0.0621503 0.0494051 0.0291446 545 185 15.1961 0.210948 0.000114057 0.0821409 0.0825691 0.051074 252 48 9.95852 0.570388 0.00586055 0.207469 0.184424 0.138719 253 45 10.2678 0.470045 0.00644872 0.228174 0.238568 0.123637 1601 42 9.99247 0.723878 0.00577967 0.237916 0.155465 0.232992 -1601 39 18.2543 0.710262 0.130989 0.46806 0.479141 0.171627 1602 159 17.1364 0.363264 0.00914289 0.107776 0.0811077 0.0865991 -1602 880 59.7206 0.363814 0.000113886 0.0678643 0.0548425 0.0570242 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.032, 44.72, 0.718155} {0.08, 70.7, 0.723878} {0.08, 44.72, 0.710262} {109, cdhswf3} {x, Q, value} {0.045, 2.182, 0.914899} {0.045, 2.488, 0.922412} {0.045, 2.835, 0.928253} {0.045, 3.233, 0.932995} {0.045, 3.686, 0.936843} {0.08, 2.238, 0.916956} {0.08, 2.551, 0.911446} {0.08, 2.909, 0.90584} {0.08, 3.317, 0.900215} {0.08, 3.782, 0.894476} {0.08, 4.312, 0.88879} {0.08, 4.915, 0.88347} {0.125, 2.152, 0.729719} {0.125, 2.454, 0.714889} {0.125, 2.796, 0.700019} {111, ccfrf3.md} {x, Q, value} {0.025, 3.55, 0.73489} {0.035, 2.236, 0.844526} {0.035, 2.811, 0.868909} {0.035, 3.55, 0.887551} {0.035, 4.472, 0.90163} {0.05, 2.236, 0.932683} {0.05, 2.811, 0.939638} {0.05, 3.55, 0.944077} {0.05, 4.472, 0.946294} {0.07, 2.236, 0.936784} {0.07, 2.811, 0.931876} {0.07, 3.55, 0.92596} {0.07, 4.472, 0.919581} {0.07, 5.621, 0.912945} {0.09, 2.236, 0.887103} {0.09, 2.811, 0.873116} {0.09, 3.55, 0.859243} {0.09, 4.472, 0.845937} {0.09, 5.621, 0.833384} {0.09, 7.078, 0.821509} {0.11, 2.236, 0.803717} {0.11, 2.811, 0.782229} {0.11, 3.55, 0.761901} {0.11, 4.472, 0.743266} {0.11, 5.621, 0.726405} {0.11, 7.078, 0.710309} datatype: |Corr(r, f(x,Q))| flavour: 1 <(x) >u - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 565.14 DataMax: 0.78242 DataMin: 0.0000224544 DataMean: 0.140547 DataMedian: 0.0997863 DataSD: 0.139003 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 113.647 0.692468 0.0000758033 0.101471 0.0657712 0.107088 101 337 63.9514 0.586922 0.000685713 0.189767 0.181079 0.118067 102 250 20.2457 0.219111 0.000362161 0.0809828 0.0700661 0.0563854 104 123 25.5834 0.375879 0.00214414 0.207995 0.233018 0.107169 108 85 12.3786 0.246264 0.00878265 0.145631 0.143054 0.0544019 109 96 48.0039 0.777647 0.183688 0.500041 0.501569 0.180098 110 69 5.59394 0.222238 0.000853717 0.0810716 0.0710372 0.0524425 111 86 44.0497 0.78242 0.0416399 0.512206 0.51076 0.20817 124 38 0.558363 0.0381835 0.00114303 0.0146938 0.0131022 0.00963987 125 33 2.67148 0.119616 0.00100615 0.0809539 0.087511 0.0323415 126 40 0.752871 0.0563557 0.000553465 0.0188218 0.0164929 0.015743 127 38 2.46858 0.129131 0.00429769 0.0649625 0.0642386 0.0385065 147 47 5.33122 0.236273 0.0012855 0.11343 0.100177 0.0643025 201 119 23.1799 0.337118 0.011285 0.194789 0.204579 0.0546247 203 15 1.75681 0.194334 0.00322351 0.117121 0.140382 0.0663799 204 184 57.8687 0.498485 0.00687752 0.314504 0.345746 0.127994 225 11 0.264684 0.0577681 0.0062263 0.0240622 0.0193961 0.0156721 227 11 0.484836 0.100891 0.0016882 0.044076 0.0399271 0.0364063 234 9 1.03547 0.141476 0.0857029 0.115052 0.114422 0.0211432 260 28 6.0741 0.344793 0.00582498 0.216932 0.27285 0.113542 261 29 6.76948 0.360978 0.0221605 0.23343 0.261303 0.101671 504 72 5.2135 0.322268 0.000236031 0.0724098 0.0634197 0.0602546 514 110 6.24755 0.333024 0.000941513 0.0567959 0.0404932 0.0580382 145 10 1.32078 0.226398 0.017453 0.132078 0.126197 0.0743568 169 9 0.439239 0.14426 0.00214432 0.0488043 0.0304525 0.049 267 11 1.73953 0.286845 0.02648 0.158139 0.162488 0.105221 268 41 2.90408 0.143821 0.0016154 0.0708311 0.069174 0.0346715 535 90 9.16612 0.251493 0.0000224544 0.101846 0.0863652 0.0654981 240 14 1.81873 0.204977 0.0525988 0.129909 0.123567 0.055895 241 5 0.553141 0.16661 0.0534932 0.110628 0.106566 0.045812 281 13 0.932474 0.147808 0.00363259 0.0717287 0.0659879 0.0471174 266 11 1.63015 0.283138 0.010788 0.148196 0.15987 0.108214 538 133 14.2228 0.219437 0.00475231 0.106938 0.10796 0.0490998 245 33 4.82744 0.267054 0.00665707 0.146286 0.155172 0.0729465 246 17 2.05346 0.179005 0.0122161 0.120792 0.134134 0.0465023 247 8 0.903571 0.194668 0.0175138 0.112946 0.13459 0.0644383 542 158 12.02 0.217553 0.00128139 0.0760762 0.0681653 0.0525234 544 140 12.5439 0.274507 0.000370771 0.0895993 0.0792678 0.0609213 249 33 2.74344 0.250619 0.00308208 0.0831347 0.0640498 0.0625109 250 42 4.98381 0.220537 0.00539076 0.118662 0.118259 0.0598044 565 8 1.6167 0.263674 0.0613938 0.202088 0.237621 0.0736655 566 5 0.445089 0.163997 0.0315449 0.0890177 0.100789 0.0539167 567 7 0.969057 0.271024 0.086873 0.138437 0.113739 0.066595 568 5 0.222565 0.0711202 0.0290768 0.044513 0.0438599 0.0171247 545 185 12.7492 0.193798 0.00163264 0.0689145 0.0573155 0.0507504 252 48 9.73117 0.496654 0.0172118 0.202733 0.18961 0.130511 253 45 10.4719 0.467912 0.0393115 0.232709 0.22023 0.124076 1601 42 11.5347 0.576675 0.0115471 0.274636 0.288251 0.159229 -1601 39 16.0265 0.692468 0.0561526 0.410935 0.446933 0.138352 1602 159 20.3353 0.352083 0.000870437 0.127895 0.133117 0.0792956 -1602 880 65.7505 0.513675 0.0000758033 0.0747164 0.0537204 0.0702415 highlightrange: {{0.7, 1.}} highlighted data {109, cdhswf3} {x, Q, value} {0.08, 2.909, 0.701519} {0.08, 3.317, 0.709751} {0.08, 3.782, 0.717407} {0.08, 4.312, 0.724191} {0.08, 4.915, 0.730152} {0.125, 2.152, 0.763705} {0.125, 2.454, 0.767442} {0.125, 2.796, 0.770054} {0.125, 3.189, 0.772319} {0.125, 3.636, 0.774029} {0.125, 4.144, 0.775392} {0.125, 4.727, 0.776379} {0.125, 5.389, 0.777126} {0.125, 6.144, 0.777647} {0.175, 2.232, 0.722265} {0.175, 2.546, 0.719352} {0.175, 2.902, 0.716489} {0.175, 3.309, 0.713684} {0.175, 3.774, 0.710905} {0.175, 4.301, 0.708179} {0.175, 4.905, 0.705468} {0.175, 5.593, 0.702883} {0.175, 6.377, 0.700368} {111, ccfrf3.md} {x, Q, value} {0.07, 5.621, 0.703872} {0.09, 2.236, 0.713443} {0.09, 2.811, 0.728443} {0.09, 3.55, 0.74061} {0.09, 4.472, 0.750469} {0.09, 5.621, 0.758501} {0.09, 7.078, 0.765295} {0.11, 2.236, 0.753097} {0.11, 2.811, 0.762573} {0.11, 3.55, 0.769776} {0.11, 4.472, 0.775167} {0.11, 5.621, 0.779385} {0.11, 7.078, 0.78242} {0.14, 2.236, 0.76344} {0.14, 2.811, 0.76503} {0.14, 3.55, 0.765348} {0.14, 4.472, 0.764816} {0.14, 5.621, 0.763721} {0.14, 7.078, 0.762272} {0.14, 8.911, 0.760548} {0.18, 2.236, 0.713118} {0.18, 2.811, 0.707541} {0.18, 3.55, 0.702153} datatype: |Corr(r, f(x,Q))| flavour: 2 <(x) >u - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 655.004 DataMax: 0.756636 DataMin: 0.0000333618 DataMean: 0.162896 DataMedian: 0.104211 DataSD: 0.155549 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 124.15 0.697324 0.0000360263 0.110848 0.0678775 0.13093 101 337 92.5673 0.756636 0.000168052 0.27468 0.253122 0.182168 102 250 39.4493 0.419582 0.000522331 0.157797 0.143938 0.11167 104 123 20.571 0.59137 0.00115608 0.167244 0.0935699 0.169586 108 85 20.7183 0.479109 0.0160921 0.243745 0.170439 0.162985 109 96 45.791 0.591879 0.0933841 0.476989 0.515416 0.111003 110 69 12.1832 0.471469 0.000199469 0.176567 0.163339 0.115319 111 86 36.4792 0.592331 0.000476577 0.424177 0.479853 0.149368 124 38 1.36444 0.0798665 0.00402683 0.0359064 0.0310504 0.0229338 125 33 3.39584 0.148681 0.0069118 0.102904 0.108901 0.0394814 126 40 1.58721 0.104017 0.00237532 0.0396802 0.0294957 0.0324451 127 38 3.04117 0.164653 0.00277433 0.0800307 0.0673373 0.0490675 147 47 3.99138 0.180846 0.000820488 0.084923 0.0757165 0.047936 201 119 31.7163 0.462973 0.0183341 0.266524 0.269266 0.0708364 203 15 1.33587 0.158095 0.0127472 0.0890579 0.0859244 0.0485022 204 184 68.3599 0.625684 0.0118294 0.371521 0.397589 0.164445 225 11 0.779966 0.190908 0.000158194 0.070906 0.0465911 0.0597038 227 11 0.71473 0.184341 0.0159617 0.0649755 0.0414504 0.0541334 234 9 0.338582 0.0582954 0.00965588 0.0376202 0.0409462 0.0187887 260 28 2.80774 0.289691 0.00598607 0.100276 0.089854 0.0766448 261 29 3.69652 0.3019 0.000500275 0.127466 0.0866729 0.0857385 504 72 9.27545 0.51722 0.00193011 0.128826 0.098265 0.10853 514 110 9.97432 0.460306 0.00132 0.0906756 0.0722608 0.0783886 145 10 0.95585 0.168237 0.0117607 0.095585 0.0931349 0.0555176 169 9 0.265225 0.0845904 0.00461284 0.0294694 0.0208404 0.0263593 267 11 2.62768 0.298169 0.0824152 0.23888 0.272539 0.0724515 268 41 3.14936 0.171831 0.00255744 0.0768136 0.073108 0.0442998 535 90 10.4402 0.301475 0.0000333618 0.116003 0.110056 0.0762277 240 14 1.63621 0.326218 0.0135292 0.116872 0.105202 0.0955728 241 5 0.311227 0.0973767 0.019215 0.0622454 0.0658371 0.0327209 281 13 1.53495 0.252534 0.00277031 0.118073 0.139658 0.0794691 266 11 2.22621 0.286157 0.00160483 0.202383 0.23527 0.0878771 538 133 18.6218 0.401073 0.00793293 0.140013 0.128418 0.0940498 245 33 4.76596 0.366636 0.00580475 0.144423 0.122916 0.104814 246 17 3.36713 0.288761 0.0254735 0.198067 0.197438 0.0703005 247 8 0.603799 0.11906 0.00819812 0.0754749 0.0951661 0.039748 542 158 14.2448 0.3198 0.00068216 0.0901572 0.0733694 0.0651038 544 140 14.749 0.306374 0.00050891 0.10535 0.0915742 0.0761331 249 33 2.72903 0.229242 0.00197686 0.0826977 0.0581624 0.0645392 250 42 5.46383 0.406991 0.00208105 0.130091 0.103644 0.0990807 565 8 0.844954 0.167522 0.00404515 0.105619 0.121585 0.0602812 566 5 0.38655 0.161416 0.024356 0.07731 0.0870357 0.0566549 567 7 0.789049 0.207597 0.0445701 0.112721 0.0919988 0.0563257 568 5 0.134313 0.070904 0.000131907 0.0268625 0.0224275 0.0266086 545 185 17.0185 0.318307 0.000533641 0.0919919 0.0711931 0.0738896 252 48 7.60326 0.593015 0.00119865 0.158401 0.106802 0.150639 253 45 6.2465 0.316887 0.00859121 0.138811 0.124136 0.0810109 1601 42 10.6744 0.697324 0.00338567 0.254152 0.176163 0.225952 -1601 39 9.12539 0.531218 0.0200688 0.233984 0.177103 0.155281 1602 159 28.3452 0.6154 0.00104315 0.178272 0.109141 0.17698 -1602 880 76.0047 0.620164 0.0000360263 0.086369 0.060924 0.0984536 highlightrange: {{0.7, 1.}} highlighted data {101, BcdF2pCor} {x, Q, value} {0.45, 6.124, 0.732382} {0.45, 6.557, 0.723993} {0.45, 7.036, 0.756636} {0.45, 7.55, 0.712402} {0.45, 7.55, 0.749716} {0.45, 8.66, 0.720796} {0.45, 9.95, 0.742138} {0.45, 9.273, 0.719575} {0.45, 11.73, 0.731339} datatype: |Corr(r, f(x,Q))| flavour: 3 <(x) >u - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 678.519 DataMax: 0.802762 DataMin: 0.0000315991 DataMean: 0.168744 DataMedian: 0.101597 DataSD: 0.174226 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 124.498 0.802762 0.0000315991 0.111159 0.0643102 0.156427 101 337 112.725 0.79915 0.00167688 0.334494 0.289716 0.21945 102 250 49.2502 0.50839 0.000205811 0.197001 0.175309 0.140944 104 123 20.348 0.646155 0.0000379581 0.165431 0.0738631 0.200321 108 85 22.663 0.55802 0.00128965 0.266624 0.172281 0.20917 109 96 36.7357 0.605676 0.0270627 0.382664 0.394129 0.17781 110 69 14.9417 0.549139 0.00460557 0.216547 0.198644 0.146621 111 86 27.4607 0.608797 0.000980229 0.319311 0.309786 0.19038 124 38 1.65083 0.0864531 0.000407693 0.0434428 0.0386852 0.0259946 125 33 3.09804 0.135588 0.00526703 0.0938799 0.0992843 0.0365985 126 40 1.92996 0.113954 0.000216322 0.0482489 0.0321462 0.0357935 127 38 2.78237 0.15278 0.000320931 0.0732203 0.0643343 0.0465298 147 47 2.95279 0.140596 0.00184045 0.0628253 0.0611506 0.0363542 201 119 25.9785 0.521975 0.0130355 0.218307 0.212343 0.0704282 203 15 1.10488 0.127415 0.000142908 0.0736588 0.0756333 0.0365134 204 184 70.0852 0.767332 0.00238881 0.380898 0.335179 0.209237 225 11 1.19404 0.252419 0.0168565 0.108549 0.0943823 0.0712367 227 11 1.23209 0.249384 0.00979802 0.112008 0.105549 0.0649255 234 9 0.541997 0.129252 0.0111311 0.0602219 0.0621439 0.0361126 260 28 4.58158 0.415469 0.0143756 0.163628 0.132635 0.112054 261 29 3.38054 0.331519 0.00553213 0.11657 0.0468003 0.119987 504 72 10.7897 0.64665 0.00212647 0.149857 0.103125 0.135269 514 110 11.4318 0.500904 0.000578622 0.103925 0.084587 0.0869963 145 10 0.682408 0.127436 0.00593877 0.0682408 0.0715107 0.0421036 169 9 0.189055 0.0478764 0.000985073 0.0210061 0.0214604 0.0144039 267 11 2.55638 0.273893 0.140302 0.232398 0.234961 0.039948 268 41 3.5959 0.220724 0.000139868 0.0877049 0.0891003 0.0569144 535 90 10.9659 0.398002 0.00150995 0.121844 0.117425 0.0811163 240 14 1.94555 0.341841 0.00836651 0.138968 0.145293 0.112687 241 5 0.644757 0.189075 0.0263545 0.128951 0.148813 0.067782 281 13 2.36691 0.324735 0.0558677 0.18207 0.193227 0.0856576 266 11 2.10481 0.261856 0.0667968 0.191346 0.177287 0.0611278 538 133 19.3946 0.500464 0.0044218 0.145824 0.118437 0.117007 245 33 6.40656 0.46104 0.0416844 0.194138 0.194454 0.113409 246 17 3.82192 0.369799 0.0433273 0.224819 0.219545 0.0864429 247 8 0.400877 0.0800517 0.0176735 0.0501096 0.0575996 0.0220549 542 158 14.6586 0.398998 0.000994417 0.0927759 0.0749877 0.0751362 544 140 14.8735 0.331561 0.00168476 0.106239 0.101045 0.0779754 249 33 2.72164 0.204951 0.00388737 0.0824739 0.0685935 0.0613891 250 42 7.49184 0.515367 0.0198543 0.178377 0.153346 0.113966 565 8 0.394735 0.0946228 0.00125245 0.0493418 0.0407917 0.035401 566 5 0.276211 0.120479 0.00654806 0.0552422 0.0642758 0.0480742 567 7 0.593427 0.152362 0.00671385 0.0847753 0.0767538 0.0521139 568 5 0.135326 0.0617626 0.00572474 0.0270652 0.0233226 0.0220625 545 185 20.9036 0.426869 0.00307317 0.112992 0.0732108 0.102414 252 48 6.28659 0.731456 0.00278221 0.130971 0.0553787 0.171663 253 45 3.75186 0.225284 0.00442218 0.0833748 0.0778738 0.0554831 1601 42 11.1396 0.756177 0.0135412 0.265229 0.149776 0.253894 -1601 39 5.65683 0.510116 0.00399575 0.145047 0.0673439 0.154887 1602 159 30.0573 0.802762 0.000231631 0.18904 0.0981728 0.229836 -1602 880 77.6439 0.74656 0.0000315991 0.0882317 0.0585733 0.121667 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.4, 38.72, 0.720157} {0.4, 54.77, 0.724459} {0.4, 70.7, 0.715097} {0.65, 70.7, 0.756177} {0.4, 89.44, 0.742685} {0.4, 122.5, 0.727641} {0.65, 22.36, 0.802762} {0.65, 28.28, 0.723967} {0.4, 44.72, 0.702461} {0.65, 54.77, 0.780977} {0.65, 70.7, 0.73786} {0.4, 89.44, 0.721841} {0.65, 89.44, 0.779296} {0.4, 109.5, 0.703498} {0.65, 109.5, 0.737565} {0.65, 141.4, 0.714163} {0.4, 173.2, 0.707839} {0.65, 173.2, 0.731792} {0.65, 223.6, 0.729975} {0.4, 34.64, 0.709947} {0.4, 54.77, 0.703883} {0.65, 54.77, 0.729781} {0.65, 70.7, 0.725363} {0.65, 89.44, 0.733696} {0.65, 109.5, 0.74656} {0.65, 141.4, 0.704299} {0.65, 173.2, 0.743891} {101, BcdF2pCor} {x, Q, value} {0.45, 6.124, 0.72083} {0.45, 6.557, 0.716498} {0.45, 7.036, 0.77485} {0.45, 7.55, 0.779034} {0.45, 7.036, 0.735537} {0.45, 8.093, 0.7578} {0.45, 8.66, 0.771263} {0.55, 7.55, 0.713673} {0.55, 9.273, 0.754755} {0.45, 7.55, 0.745963} {0.45, 8.66, 0.772008} {0.45, 9.273, 0.731525} {0.45, 9.95, 0.79915} {0.45, 10.75, 0.726893} {0.45, 9.273, 0.746063} {0.45, 10.75, 0.755528} {0.45, 11.73, 0.795204} {0.45, 13.23, 0.787396} {204, e866ppxf} {x, Q, value} {0.6775, 7.44, 0.736376} {0.6855, 7.93, 0.752093} {0.6928, 8.449, 0.736238} {0.714, 6.94, 0.720355} {0.7242, 7.43, 0.755628} {0.7276, 7.95, 0.767332} {0.7339, 8.43, 0.760789} {0.7565, 6.45, 0.714043} {0.7624, 6.93, 0.738977} {0.7731, 7.41, 0.753985} {0.7734, 7.95, 0.76204} {0.7776, 8.42, 0.756727} {0.8003, 5.95, 0.708132} {0.8031, 6.43, 0.7238} {0.8066, 6.94, 0.732497} {0.8179, 7.45, 0.730622} {0.8232, 7.93, 0.725739} {0.8331, 8.47, 0.714263} {0.0544, 7.44, 0.736376} {0.06108, 7.93, 0.752093} {0.06863, 8.449, 0.736238} {0.04492, 6.94, 0.720355} {0.05076, 7.43, 0.755628} {0.05784, 7.95, 0.767332} {0.06448, 8.43, 0.760789} {0.03662, 6.45, 0.714043} {0.04195, 6.93, 0.738977} {0.04729, 7.41, 0.753985} {0.05442, 7.95, 0.76204} {0.06071, 8.42, 0.756727} {0.02945, 5.95, 0.708132} {0.03428, 6.43, 0.7238} {0.03976, 6.94, 0.732497} {0.04518, 7.45, 0.730622} {0.05087, 7.93, 0.725739} {0.05734, 8.47, 0.714263} {252, ATL8DY2D} {x, Q, value} {0.01385, 1000., 0.731456} datatype: |Corr(r, f(x,Q))| flavour: 4 <(x) >u - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 677.694 DataMax: 0.879386 DataMin: -6 6.90786 10 DataMean: 0.168539 DataMedian: 0.0985532 DataSD: 0.183522 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 124.174 0.879386 6.908E-6 0.110869 0.0630589 0.166 101 337 120.252 0.820432 0.000883281 0.35683 0.298949 0.243755 102 250 52.7873 0.545543 0.0029612 0.211149 0.175361 0.152673 104 123 21.3823 0.669604 0.00108309 0.17384 0.0918783 0.200947 108 85 23.0221 0.577127 0.0081789 0.270849 0.166646 0.221264 109 96 30.9197 0.60596 0.00966904 0.32208 0.294475 0.201968 110 69 15.9035 0.560815 0.0122056 0.230486 0.218261 0.157504 111 86 22.6807 0.60602 0.00031074 0.263729 0.200726 0.204727 124 38 1.76293 0.0841557 0.00295046 0.046393 0.0437233 0.0253245 125 33 2.75517 0.119547 0.0000106496 0.08349 0.0861241 0.033382 126 40 2.08454 0.113535 0.00606935 0.0521134 0.0370923 0.0348057 127 38 2.50442 0.13788 0.000375405 0.0659059 0.0585119 0.0427905 147 47 2.45048 0.119347 0.00409718 0.0521379 0.0508344 0.0301457 201 119 19.2277 0.536287 0.0348034 0.161578 0.145437 0.0708402 203 15 0.886468 0.117419 0.00662183 0.0590979 0.0440473 0.0367612 204 184 70.2822 0.826445 0.0145024 0.381968 0.313288 0.234847 225 11 1.28808 0.267427 0.0298124 0.117098 0.103816 0.0730514 227 11 1.33931 0.265552 0.00118201 0.121756 0.119117 0.0689176 234 9 0.603343 0.15376 0.00746964 0.0670381 0.0616965 0.0448747 260 28 5.74522 0.468064 0.00637111 0.205187 0.184963 0.123217 261 29 4.07308 0.363595 0.00267365 0.140451 0.0863669 0.122018 504 72 11.2768 0.698736 0.000392633 0.156622 0.104605 0.146559 514 110 11.7075 0.508884 0.0010285 0.106432 0.0870889 0.0887661 145 10 0.547771 0.108251 0.000300067 0.0547771 0.0605958 0.0361401 169 9 0.164681 0.0335066 0.00320466 0.0182979 0.0210894 0.010566 267 11 2.33722 0.244127 0.17107 0.212474 0.215337 0.0283991 268 41 3.47957 0.24726 0.00052043 0.0848676 0.0867585 0.0578205 535 90 11.3866 0.432687 0.000501719 0.126518 0.117523 0.0810023 240 14 2.14532 0.321286 0.00111418 0.153237 0.127681 0.110056 241 5 0.712439 0.223938 0.00820746 0.142488 0.164451 0.0904856 281 13 2.53263 0.355199 0.0534395 0.194818 0.193556 0.0937039 266 11 1.87448 0.23442 0.108082 0.170407 0.175851 0.0497659 538 133 19.4184 0.535084 0.00420695 0.146003 0.11856 0.12513 245 33 6.99772 0.500751 0.0155353 0.212052 0.206549 0.118997 246 17 4.02406 0.405242 0.0468345 0.236709 0.232169 0.0939302 247 8 0.306722 0.0622558 0.0205945 0.0383402 0.0386383 0.0160266 542 158 14.605 0.434269 0.00128304 0.0924369 0.0752901 0.0796636 544 140 14.7364 0.335888 0.00151417 0.10526 0.0970932 0.0770136 249 33 2.7186 0.179168 0.00426363 0.082382 0.072888 0.0518874 250 42 8.0097 0.552115 0.00402129 0.190707 0.170639 0.122952 565 8 0.320975 0.0744098 0.0142689 0.0401219 0.0429475 0.0203105 566 5 0.206906 0.0867388 0.00274134 0.0413812 0.0443428 0.0365536 567 7 0.527856 0.138856 0.0315723 0.075408 0.0754258 0.0441563 568 5 0.140448 0.0490526 0.00361386 0.0280896 0.0388914 0.0204826 545 185 22.6088 0.46159 0.000226591 0.12221 0.0774448 0.1135 252 48 6.00364 0.784386 0.0026847 0.125076 0.0581486 0.176606 253 45 2.77985 0.184213 0.000639415 0.0617745 0.0502592 0.0428713 1601 42 11.3942 0.849856 0.013701 0.27129 0.153736 0.258788 -1601 39 4.73449 0.460128 0.00297302 0.121397 0.068259 0.132679 1602 159 30.625 0.879386 0.00062073 0.19261 0.0908708 0.245257 -1602 880 77.4199 0.833621 6.908E-6 0.0879772 0.0567962 0.131965 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.4, 38.72, 0.708351} {0.4, 54.77, 0.71397} {0.65, 70.7, 0.849856} {0.4, 89.44, 0.720819} {0.65, 89.44, 0.797791} {0.4, 122.5, 0.70325} {0.65, 122.5, 0.758266} {0.18, 20., 0.724751} {0.65, 22.36, 0.879386} {0.65, 28.28, 0.803354} {0.65, 38.72, 0.729621} {0.4, 44.72, 0.712767} {0.65, 44.72, 0.72515} {0.65, 54.77, 0.86102} {0.4, 70.7, 0.721876} {0.65, 70.7, 0.831941} {0.4, 89.44, 0.742736} {0.65, 89.44, 0.861802} {0.4, 109.5, 0.711182} {0.65, 109.5, 0.825738} {0.4, 141.4, 0.701569} {0.65, 141.4, 0.792979} {0.4, 173.2, 0.721899} {0.65, 173.2, 0.810417} {0.65, 223.6, 0.809156} {0.65, 22.36, 0.720764} {0.65, 25.5, 0.712383} {0.18, 20., 0.721997} {0.25, 22.36, 0.74502} {0.65, 25.5, 0.766247} {0.65, 28.28, 0.757003} {0.65, 31.62, 0.73817} {0.4, 34.64, 0.707059} {0.65, 34.64, 0.708928} {0.65, 38.72, 0.774488} {0.65, 44.72, 0.716005} {0.4, 54.77, 0.709252} {0.65, 54.77, 0.821813} {0.65, 70.7, 0.818946} {0.65, 89.44, 0.818998} {0.65, 109.5, 0.833621} {0.65, 141.4, 0.779374} {0.65, 173.2, 0.826339} {101, BcdF2pCor} {x, Q, value} {0.45, 7.036, 0.728829} {0.45, 7.55, 0.760009} {0.55, 6.557, 0.740958} {0.55, 7.036, 0.733133} {0.55, 7.55, 0.737076} {0.55, 8.093, 0.719201} {0.65, 8.093, 0.708779} {0.45, 8.093, 0.748556} {0.45, 8.66, 0.757135} {0.55, 3.873, 0.746026} {0.55, 4.123, 0.714859} {0.55, 4.359, 0.7102} {0.55, 7.55, 0.766709} {0.55, 8.093, 0.751272} {0.55, 8.66, 0.731343} {0.55, 9.273, 0.820432} {0.65, 7.036, 0.701389} {0.65, 9.273, 0.73627} {0.65, 9.95, 0.708099} {0.45, 8.66, 0.740026} {0.45, 9.273, 0.704711} {0.45, 9.95, 0.773493} {0.45, 10.75, 0.729326} {0.55, 9.273, 0.719077} {0.55, 10.75, 0.756892} {0.55, 11.73, 0.765705} {0.65, 5.701, 0.772694} {0.75, 6.557, 0.741157} {0.45, 9.273, 0.71304} {0.45, 10.75, 0.744186} {0.45, 11.73, 0.778048} {0.45, 13.23, 0.800534} {0.55, 11.73, 0.71704} {0.55, 15.17, 0.769841} {0.75, 7.55, 0.700095} {204, e866ppxf} {x, Q, value} {0.2437, 4.94, 0.733251} {0.6313, 7.42, 0.706468} {0.6381, 7.94, 0.725834} {0.6465, 8.44, 0.706793} {0.6714, 6.93, 0.717503} {0.6775, 7.44, 0.774633} {0.6855, 7.93, 0.800071} {0.6928, 8.449, 0.79241} {0.7099, 6.46, 0.709464} {0.714, 6.94, 0.762584} {0.7242, 7.43, 0.807106} {0.7276, 7.95, 0.825297} {0.7339, 8.43, 0.82403} {0.7539, 5.94, 0.717581} {0.7565, 6.45, 0.761089} {0.7624, 6.93, 0.79308} {0.7731, 7.41, 0.814288} {0.7734, 7.95, 0.826445} {0.7776, 8.42, 0.823402} {0.8301, 11.28, 0.712421} {0.7933, 5.45, 0.722358} {0.8003, 5.95, 0.757587} {0.8031, 6.43, 0.778585} {0.8066, 6.94, 0.792133} {0.8179, 7.45, 0.794152} {0.8232, 7.93, 0.790519} {0.8331, 8.47, 0.779703} {0.06668, 4.94, 0.733251} {0.05807, 7.42, 0.706468} {0.06579, 7.94, 0.725834} {0.07337, 8.44, 0.706793} {0.04763, 6.93, 0.717503} {0.0544, 7.44, 0.774633} {0.06108, 7.93, 0.800071} {0.06863, 8.449, 0.79241} {0.03914, 6.46, 0.709464} {0.04492, 6.94, 0.762584} {0.05076, 7.43, 0.807106} {0.05784, 7.95, 0.825297} {0.06448, 8.43, 0.82403} {0.03116, 5.94, 0.717581} {0.03662, 6.45, 0.761089} {0.04195, 6.93, 0.79308} {0.04729, 7.41, 0.814288} {0.05442, 7.95, 0.826445} {0.06071, 8.42, 0.823402} {0.102, 11.28, 0.712421} {0.02493, 5.45, 0.722358} {0.02945, 5.95, 0.757587} {0.03428, 6.43, 0.778585} {0.03976, 6.94, 0.792133} {0.04518, 7.45, 0.794152} {0.05087, 7.93, 0.790519} {0.05734, 8.47, 0.779703} {252, ATL8DY2D} {x, Q, value} {0.01385, 1000., 0.784386} datatype: |Corr(r, f(x,Q))| flavour: 5 <(x) >u - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 673.408 DataMax: 0.91297 DataMin: 0.0000454082 DataMean: 0.167473 DataMedian: 0.0929713 DataSD: 0.188256 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 123.533 0.91297 0.000198513 0.110298 0.0614963 0.169636 101 337 123.011 0.841635 0.000213225 0.365016 0.293019 0.258049 102 250 54.6335 0.570924 0.00125576 0.218534 0.171874 0.158177 104 123 21.658 0.666834 0.000866021 0.176081 0.100749 0.196586 108 85 23.0583 0.583819 0.00323623 0.271275 0.163851 0.224628 109 96 27.7749 0.60103 0.00119671 0.289322 0.231481 0.208133 110 69 16.366 0.558737 0.000647769 0.237189 0.229321 0.162155 111 86 20.7627 0.609618 0.00203994 0.241426 0.164695 0.20293 124 38 1.80721 0.0813965 0.00184204 0.0475583 0.0462684 0.0244968 125 33 2.5159 0.108073 0.0033766 0.0762393 0.0795982 0.0305603 126 40 2.14954 0.111407 0.0104623 0.0537386 0.0401301 0.0336233 127 38 2.31045 0.126826 0.00495458 0.0608012 0.0572718 0.0399482 147 47 2.17015 0.108879 0.000569865 0.0461733 0.0460211 0.0265135 201 119 14.0553 0.52941 0.0142061 0.118112 0.0973747 0.0745324 203 15 0.786694 0.105445 0.0024259 0.0524463 0.03804 0.0387608 204 184 69.9532 0.858748 0.00561887 0.38018 0.309006 0.251411 225 11 1.26325 0.267273 0.0305138 0.114841 0.0987945 0.0730856 227 11 1.31617 0.265713 0.00555266 0.119652 0.111734 0.0681535 234 9 0.597678 0.162907 0.000894687 0.0664086 0.0531603 0.0506324 260 28 6.41291 0.497634 0.0181984 0.229032 0.206118 0.128039 261 29 4.63713 0.378756 0.0256981 0.159901 0.109541 0.117125 504 72 11.5212 0.724038 0.00357229 0.160017 0.106729 0.152485 514 110 11.6158 0.50529 0.00197027 0.105599 0.0858874 0.0884783 145 10 0.481232 0.0982237 0.00237179 0.0481232 0.0545186 0.0318073 169 9 0.148807 0.0273756 0.00118644 0.0165342 0.0173109 0.00927428 267 11 2.15854 0.229727 0.149621 0.196231 0.200196 0.0280844 268 41 3.40162 0.266135 0.00873347 0.0829663 0.081849 0.0554926 535 90 11.7844 0.449502 0.00267051 0.130938 0.127123 0.0800229 240 14 2.24241 0.32941 0.0101089 0.160172 0.122852 0.106895 241 5 0.724203 0.241332 0.00621545 0.144841 0.16283 0.097728 281 13 2.48395 0.368348 0.0391566 0.191073 0.183992 0.100307 266 11 1.69726 0.21208 0.089993 0.154296 0.179677 0.0455181 538 133 19.403 0.553835 0.00264024 0.145887 0.11491 0.128929 245 33 7.23243 0.52412 0.0109834 0.219164 0.207115 0.123063 246 17 4.17113 0.425837 0.045975 0.24536 0.244194 0.0977067 247 8 0.261724 0.053612 0.00776365 0.0327154 0.0346314 0.0150843 542 158 14.6641 0.4559 0.000956353 0.092811 0.0715202 0.0809867 544 140 14.627 0.333842 0.0000454082 0.104479 0.0933447 0.0762558 249 33 2.67368 0.170998 0.00560239 0.0810205 0.0751573 0.0472608 250 42 8.18626 0.571187 0.0127261 0.194911 0.187393 0.127248 565 8 0.319121 0.102859 0.0103515 0.0398902 0.0277101 0.0318464 566 5 0.176597 0.0627798 0.0112103 0.0353194 0.0282919 0.0232536 567 7 0.485136 0.130608 0.0147422 0.0693051 0.0767904 0.0451941 568 5 0.15216 0.0523589 0.00194214 0.030432 0.036078 0.020052 545 185 23.6338 0.480997 0.00162098 0.12775 0.0792408 0.118958 252 48 6.06629 0.806411 0.00738316 0.126381 0.0615015 0.176529 253 45 2.32355 0.161455 0.00260484 0.0516344 0.0442116 0.0375874 1601 42 11.3541 0.895582 0.0106969 0.270336 0.159615 0.26066 -1601 39 4.26403 0.411738 0.00559073 0.109334 0.0677073 0.117681 1602 159 30.725 0.91297 0.00110919 0.193239 0.0878565 0.250186 -1602 880 77.1901 0.874672 0.000198513 0.087716 0.0552098 0.136512 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 70.7, 0.895582} {0.65, 89.44, 0.847531} {0.65, 122.5, 0.809448} {0.18, 20., 0.740847} {0.65, 22.36, 0.91297} {0.65, 28.28, 0.838585} {0.65, 38.72, 0.774431} {0.4, 44.72, 0.701117} {0.65, 44.72, 0.771275} {0.65, 54.77, 0.897759} {0.4, 70.7, 0.717268} {0.65, 70.7, 0.876837} {0.4, 89.44, 0.737381} {0.65, 89.44, 0.899905} {0.4, 109.5, 0.700132} {0.65, 109.5, 0.867592} {0.65, 141.4, 0.830095} {0.4, 173.2, 0.713829} {0.65, 173.2, 0.847442} {0.65, 223.6, 0.846758} {0.65, 28.28, 0.725731} {0.65, 22.36, 0.760653} {0.65, 25.5, 0.753457} {0.65, 28.28, 0.711577} {0.18, 20., 0.739817} {0.25, 22.36, 0.778308} {0.65, 25.5, 0.807513} {0.65, 28.28, 0.800293} {0.65, 31.62, 0.783226} {0.65, 34.64, 0.752925} {0.65, 38.72, 0.820873} {0.65, 44.72, 0.761902} {0.65, 54.77, 0.865499} {0.65, 70.7, 0.864034} {0.65, 89.44, 0.858585} {0.65, 109.5, 0.874672} {0.65, 141.4, 0.814243} {0.65, 173.2, 0.865824} {101, BcdF2pCor} {x, Q, value} {0.45, 3.64, 0.704804} {0.45, 7.55, 0.725191} {0.55, 3.873, 0.706715} {0.55, 4.123, 0.748171} {0.55, 6.557, 0.753314} {0.55, 7.036, 0.75376} {0.55, 7.55, 0.759098} {0.55, 8.093, 0.748017} {0.65, 7.55, 0.716729} {0.65, 8.093, 0.761781} {0.65, 8.66, 0.747432} {0.75, 8.66, 0.721115} {0.45, 8.093, 0.718922} {0.45, 8.66, 0.724412} {0.55, 3.873, 0.807919} {0.55, 4.123, 0.779839} {0.55, 4.359, 0.757439} {0.55, 4.636, 0.722903} {0.55, 6.557, 0.705637} {0.55, 7.036, 0.709758} {0.55, 7.55, 0.781589} {0.55, 8.093, 0.773841} {0.55, 8.66, 0.759771} {0.55, 9.273, 0.841635} {0.65, 7.036, 0.748076} {0.65, 7.55, 0.707151} {0.65, 8.093, 0.70192} {0.65, 8.66, 0.740773} {0.65, 9.273, 0.788137} {0.65, 9.95, 0.76344} {0.75, 8.093, 0.733625} {0.75, 8.66, 0.717848} {0.75, 9.273, 0.729826} {0.75, 9.95, 0.73195} {0.45, 9.95, 0.734735} {0.45, 10.75, 0.706805} {0.55, 8.66, 0.712255} {0.55, 9.273, 0.74005} {0.55, 9.95, 0.706713} {0.55, 10.75, 0.783593} {0.55, 11.73, 0.793159} {0.65, 5.701, 0.821415} {0.65, 9.95, 0.714581} {0.65, 10.75, 0.742204} {0.65, 11.73, 0.719078} {0.75, 6.557, 0.771465} {0.75, 9.95, 0.724992} {0.75, 10.75, 0.719254} {0.75, 11.73, 0.709227} {0.45, 10.75, 0.718065} {0.45, 11.73, 0.745746} {0.45, 13.23, 0.787153} {0.55, 11.73, 0.755447} {0.55, 15.17, 0.80222} {0.65, 13.23, 0.706718} {0.65, 15.17, 0.742407} {0.75, 7.55, 0.739029} {0.75, 13.23, 0.717388} {0.75, 15.17, 0.712178} {204, e866ppxf} {x, Q, value} {0.2437, 4.94, 0.739826} {0.6313, 7.42, 0.70767} {0.6381, 7.94, 0.731024} {0.6465, 8.44, 0.717233} {0.6714, 6.93, 0.727425} {0.6775, 7.44, 0.78853} {0.6855, 7.93, 0.817546} {0.6928, 8.449, 0.81311} {0.7099, 6.46, 0.726224} {0.714, 6.94, 0.782931} {0.7242, 7.43, 0.831243} {0.7276, 7.95, 0.851278} {0.7339, 8.43, 0.851858} {0.7824, 11.3, 0.738601} {0.7539, 5.94, 0.739157} {0.7565, 6.45, 0.786713} {0.7624, 6.93, 0.821869} {0.7731, 7.41, 0.845701} {0.7734, 7.95, 0.858748} {0.7776, 8.42, 0.855968} {0.8301, 11.28, 0.751694} {0.7933, 5.45, 0.746095} {0.8003, 5.95, 0.785901} {0.8031, 6.43, 0.809495} {0.8066, 6.94, 0.825227} {0.8179, 7.45, 0.828896} {0.8232, 7.93, 0.825331} {0.8331, 8.47, 0.814225} {0.8646, 11.39, 0.730018} {0.06668, 4.94, 0.739826} {0.05807, 7.42, 0.70767} {0.06579, 7.94, 0.731024} {0.07337, 8.44, 0.717233} {0.04763, 6.93, 0.727425} {0.0544, 7.44, 0.78853} {0.06108, 7.93, 0.817546} {0.06863, 8.449, 0.81311} {0.03914, 6.46, 0.726224} {0.04492, 6.94, 0.782931} {0.05076, 7.43, 0.831243} {0.05784, 7.95, 0.851278} {0.06448, 8.43, 0.851858} {0.1086, 11.3, 0.738601} {0.03116, 5.94, 0.739157} {0.03662, 6.45, 0.786713} {0.04195, 6.93, 0.821869} {0.04729, 7.41, 0.845701} {0.05442, 7.95, 0.858748} {0.06071, 8.42, 0.855968} {0.102, 11.28, 0.751694} {0.02493, 5.45, 0.746095} {0.02945, 5.95, 0.785901} {0.03428, 6.43, 0.809495} {0.03976, 6.94, 0.825227} {0.04518, 7.45, 0.828896} {0.05087, 7.93, 0.825331} {0.05734, 8.47, 0.814225} {0.09991, 11.39, 0.730018} {504, cdf2jtCor2} {x, Q, value} {0.4788, 1400., 0.724038} {252, ATL8DY2D} {x, Q, value} {0.01385, 1000., 0.806411} datatype: |Corr(r, f(x,Q))| flavour: 0 <(x) >d - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 427.114 DataMax: 0.801323 DataMin: 0.0000472928 DataMean: 0.106221 DataMedian: 0.074786 DataSD: 0.114309 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 90.8 0.485055 0.0000472928 0.0810714 0.0650981 0.0747388 101 337 55.99 0.392041 0.000179626 0.166142 0.160335 0.103898 102 250 21.4572 0.235962 0.00111857 0.0858287 0.0881947 0.0563742 104 123 24.9732 0.457424 0.000167677 0.203034 0.209368 0.116991 108 85 4.20898 0.102368 0.000779908 0.0495175 0.0555995 0.0245498 109 96 28.3567 0.796115 0.0636868 0.295382 0.154756 0.262642 110 69 6.24837 0.21173 0.0123374 0.0905561 0.090836 0.0429329 111 86 32.9629 0.801323 0.0108856 0.383289 0.351983 0.288764 124 38 2.70556 0.157171 0.0194502 0.0711989 0.056224 0.0463153 125 33 2.88883 0.121498 0.0372522 0.0875402 0.0982133 0.0309797 126 40 2.70326 0.154689 0.0143553 0.0675814 0.0485788 0.0457751 127 38 2.69097 0.109199 0.00107806 0.0708149 0.0850017 0.0390305 147 47 2.46994 0.106516 0.00337146 0.0525519 0.0542405 0.0303364 201 119 10.6101 0.216786 0.00370646 0.0891605 0.0874616 0.0434523 203 15 1.84656 0.190109 0.0182172 0.123104 0.139006 0.060244 204 184 27.7842 0.345903 0.000968335 0.151001 0.155593 0.0711544 225 11 1.76438 0.249009 0.015004 0.160398 0.186935 0.0711086 227 11 1.61303 0.247291 0.0162811 0.146639 0.163297 0.0653283 234 9 1.66965 0.25131 0.0278546 0.185517 0.229741 0.083899 260 28 5.13854 0.310272 0.00309081 0.183519 0.192491 0.0966268 261 29 5.34465 0.347369 0.0147787 0.184298 0.165401 0.10358 504 72 3.15268 0.288631 0.000067517 0.0437873 0.0330433 0.0486246 514 110 3.79586 0.150432 0.0000960833 0.0345078 0.0323261 0.0258901 145 10 0.486017 0.0863211 0.0121357 0.0486017 0.0502061 0.026211 169 9 0.0340013 0.00613438 0.0000717199 0.00377792 0.00424803 0.00220757 267 11 2.2058 0.379939 0.0045549 0.200527 0.222872 0.157757 268 41 8.72261 0.580295 0.00188005 0.212747 0.187006 0.166683 535 90 5.10346 0.16429 0.000377796 0.0567051 0.0445043 0.0357322 240 14 1.39432 0.195094 0.00583037 0.0995941 0.0863568 0.0722596 241 5 0.35886 0.121297 0.0332219 0.0717721 0.0617802 0.0325596 281 13 2.6054 0.290592 0.0524936 0.200416 0.206116 0.0603473 266 11 2.38509 0.379387 0.0396434 0.216826 0.219207 0.143051 538 133 9.40256 0.131412 0.00129618 0.0706959 0.0717924 0.0321386 245 33 2.86192 0.181672 0.00487567 0.086725 0.0899175 0.0525929 246 17 1.17091 0.164064 0.00169786 0.0688772 0.0712717 0.0450779 247 8 0.56633 0.148695 0.0236836 0.0707913 0.0628568 0.0447701 542 158 8.8786 0.130578 0.00169767 0.0561937 0.0554908 0.0313182 544 140 7.47599 0.131111 0.00105742 0.0534 0.0488653 0.0352078 249 33 8.31241 0.553028 0.0204572 0.251891 0.189564 0.16304 250 42 3.26945 0.219109 0.00173746 0.0778441 0.073058 0.0511697 565 8 1.29337 0.190189 0.123948 0.161671 0.157551 0.0226201 566 5 0.170667 0.0599486 0.0157998 0.0341335 0.0229278 0.0194378 567 7 0.340767 0.115549 0.00458082 0.0486811 0.0449583 0.0415638 568 5 0.233492 0.0695442 0.0252676 0.0466984 0.0487639 0.017843 545 185 7.15063 0.116272 0.000473304 0.0386521 0.0315801 0.0289897 252 48 7.09396 0.528305 0.000110538 0.147791 0.11402 0.133416 253 45 4.42152 0.209404 0.00108501 0.098256 0.111143 0.0567449 1601 42 8.06452 0.399754 0.00208293 0.192012 0.195091 0.11136 -1601 39 9.98585 0.485055 0.0410133 0.256047 0.258787 0.135843 1602 159 13.951 0.297875 0.000572638 0.087742 0.0771908 0.0586155 -1602 880 58.7987 0.339815 0.0000472928 0.0668167 0.057615 0.0543994 highlightrange: {{0.7, 1.}} highlighted data {109, cdhswf3} {x, Q, value} {0.045, 2.182, 0.715696} {0.045, 2.488, 0.726626} {0.045, 2.835, 0.736148} {0.045, 3.233, 0.744451} {0.045, 3.686, 0.751723} {0.08, 2.238, 0.795721} {0.08, 2.551, 0.796115} {0.08, 2.909, 0.796084} {0.08, 3.317, 0.795532} {0.08, 3.782, 0.794648} {0.08, 4.312, 0.793555} {0.08, 4.915, 0.791709} {0.125, 2.152, 0.710978} {0.125, 2.454, 0.703143} {111, ccfrf3.md} {x, Q, value} {0.05, 2.236, 0.744766} {0.05, 2.811, 0.758891} {0.05, 3.55, 0.770017} {0.05, 4.472, 0.778749} {0.07, 2.236, 0.792995} {0.07, 2.811, 0.797205} {0.07, 3.55, 0.799728} {0.07, 4.472, 0.800885} {0.07, 5.621, 0.801323} {0.09, 2.236, 0.788843} {0.09, 2.811, 0.785627} {0.09, 3.55, 0.781383} {0.09, 4.472, 0.776846} {0.09, 5.621, 0.771989} {0.09, 7.078, 0.767065} {0.11, 2.236, 0.752202} {0.11, 2.811, 0.742435} {0.11, 3.55, 0.732588} {0.11, 4.472, 0.723142} {0.11, 5.621, 0.714024} {0.11, 7.078, 0.705584} datatype: |Corr(r, f(x,Q))| flavour: 1 <(x) >d - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 493.603 DataMax: 0.7691 DataMin: 0.0000523671 DataMean: 0.122756 DataMedian: 0.0715612 DataSD: 0.144609 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 73.5277 0.571249 0.0000523671 0.0656497 0.0491947 0.0693108 101 337 30.7689 0.242152 0.000753643 0.0913024 0.0931518 0.0560453 102 250 38.0885 0.446742 0.00197129 0.152354 0.115504 0.112828 104 123 13.9898 0.334248 0.000163349 0.113739 0.075005 0.102891 108 85 22.4862 0.429343 0.0448484 0.264543 0.250605 0.106826 109 96 47.6588 0.768821 0.0087612 0.496446 0.572423 0.240073 110 69 11.2573 0.372695 0.000345986 0.16315 0.134444 0.109722 111 86 38.5569 0.7691 0.0075917 0.448336 0.49019 0.243678 124 38 1.02617 0.0643586 0.000335199 0.0270044 0.0242146 0.0182575 125 33 1.95526 0.0963084 0.00332796 0.0592504 0.0690544 0.0259422 126 40 1.1275 0.0633859 0.00332468 0.0281876 0.024274 0.0174144 127 38 2.01302 0.0993511 0.001929 0.0529741 0.0562306 0.0318152 147 47 2.15343 0.109511 0.000112167 0.0458176 0.047736 0.028202 201 119 46.0942 0.561207 0.0687245 0.387346 0.411486 0.089286 203 15 2.06829 0.226941 0.0186285 0.137886 0.133944 0.0704071 204 184 39.0426 0.494149 0.00140559 0.212188 0.173911 0.152028 225 11 3.63074 0.617291 0.0735772 0.330067 0.296161 0.22077 227 11 2.94655 0.601898 0.00819696 0.267869 0.203447 0.242068 234 9 1.7439 0.533082 0.000747114 0.193766 0.128487 0.170355 260 28 3.14143 0.1897 0.0180157 0.112194 0.107882 0.05331 261 29 2.69999 0.211142 0.0159219 0.0931032 0.0851858 0.0594164 504 72 3.08836 0.21383 0.00103748 0.0428939 0.0396961 0.0324634 514 110 3.70812 0.161847 0.000584254 0.0337101 0.0293524 0.0292563 145 10 0.408382 0.0815917 0.00474318 0.0408382 0.0416163 0.0251333 169 9 0.127115 0.0342577 0.000959074 0.0141238 0.0139582 0.0105633 267 11 2.61947 0.351635 0.0353798 0.238134 0.305114 0.129525 268 41 5.95948 0.366947 0.00470833 0.145353 0.118145 0.107844 535 90 5.77635 0.180594 0.000769971 0.0641816 0.0576939 0.0455704 240 14 3.83661 0.571656 0.05758 0.274043 0.174515 0.205189 241 5 2.16036 0.667121 0.158792 0.432073 0.494658 0.24775 281 13 4.33719 0.607227 0.00225389 0.33363 0.385669 0.222144 266 11 2.60844 0.342963 0.0348487 0.237131 0.303282 0.113025 538 133 10.0815 0.174665 0.00261347 0.0758005 0.0704626 0.0400127 245 33 5.95544 0.558254 0.00173497 0.180468 0.114636 0.188001 246 17 0.850779 0.126519 0.00236541 0.0500458 0.0401053 0.040418 247 8 1.71581 0.2461 0.179619 0.214476 0.2103 0.0237709 542 158 8.04887 0.157078 0.0000816754 0.0509422 0.0418931 0.039487 544 140 8.99756 0.216014 0.00142107 0.0642683 0.0591836 0.0427476 249 33 5.55114 0.325181 0.0067784 0.168216 0.172047 0.0791238 250 42 8.59466 0.670467 0.00863185 0.204635 0.125694 0.204382 565 8 0.856481 0.165308 0.0376464 0.10706 0.1192 0.045273 566 5 0.657143 0.224724 0.0944335 0.131429 0.116591 0.053753 567 7 0.992842 0.299842 0.00434825 0.141835 0.0979286 0.115531 568 5 0.246045 0.0582567 0.0367918 0.0492091 0.0500169 0.00924107 545 185 10.545 0.151644 0.000162022 0.0569998 0.0561206 0.0393415 252 48 3.93782 0.224442 0.00204024 0.082038 0.0780651 0.0531261 253 45 5.96448 0.224732 0.00716468 0.132544 0.139818 0.058986 1601 42 5.56787 0.262944 0.000882458 0.132568 0.137361 0.0697531 -1601 39 9.21484 0.448628 0.012661 0.236278 0.249637 0.127193 1602 159 9.62817 0.247718 0.00058429 0.0605545 0.0492179 0.0460163 -1602 880 49.1168 0.571249 0.0000523671 0.0558145 0.0460356 0.0565814 highlightrange: {{0.7, 1.}} highlighted data {109, cdhswf3} {x, Q, value} {0.225, 2.532, 0.706389} {0.225, 2.886, 0.714738} {0.225, 3.291, 0.72054} {0.225, 3.752, 0.72619} {0.225, 4.277, 0.731065} {0.225, 4.877, 0.735478} {0.225, 5.561, 0.739341} {0.225, 6.341, 0.742786} {0.225, 7.23, 0.745999} {0.225, 8.244, 0.74881} {0.275, 2.152, 0.754141} {0.275, 2.456, 0.757407} {0.275, 2.798, 0.760081} {0.275, 3.191, 0.761649} {0.275, 3.639, 0.763717} {0.275, 4.148, 0.765079} {0.275, 4.73, 0.766167} {0.275, 5.393, 0.767034} {0.275, 6.149, 0.767697} {0.275, 7.011, 0.76831} {0.275, 7.993, 0.767863} {0.275, 9.114, 0.768821} {0.35, 2.769, 0.733877} {0.35, 3.158, 0.732135} {0.35, 3.6, 0.73013} {0.35, 4.105, 0.728606} {0.35, 4.68, 0.726706} {0.35, 5.336, 0.724804} {0.35, 6.084, 0.72288} {0.35, 6.937, 0.721167} {0.35, 7.909, 0.719076} {0.35, 9.018, 0.717031} {0.35, 10.28, 0.71518} {111, ccfrf3.md} {x, Q, value} {0.225, 2.811, 0.712897} {0.225, 3.55, 0.723863} {0.225, 4.472, 0.732603} {0.225, 5.621, 0.739718} {0.225, 7.078, 0.74543} {0.225, 8.911, 0.750279} {0.275, 2.811, 0.760038} {0.275, 3.55, 0.763412} {0.275, 4.472, 0.765738} {0.275, 5.621, 0.767292} {0.275, 7.078, 0.768298} {0.275, 8.911, 0.768633} {0.275, 11.18, 0.7691} {0.35, 2.811, 0.733667} {0.35, 3.55, 0.730583} {0.35, 4.472, 0.727391} {0.35, 5.621, 0.724106} {0.35, 7.078, 0.720712} {0.35, 8.911, 0.717272} {0.35, 11.22, 0.713759} datatype: |Corr(r, f(x,Q))| flavour: 2 <(x) >d - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 470.96 DataMax: 0.781543 DataMin: -6 9.16164 10 DataMean: 0.117125 DataMedian: 0.0709476 DataSD: 0.129738 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 83.2166 0.75425 0.0000446782 0.0743006 0.0580009 0.0779748 101 337 33.3409 0.240808 0.000136729 0.0989343 0.100399 0.0562896 102 250 41.2311 0.483467 0.000106138 0.164924 0.142725 0.122426 104 123 23.4188 0.691038 0.000805301 0.190397 0.103641 0.204339 108 85 25.6408 0.478356 0.147112 0.301657 0.26628 0.0940005 109 96 36.2352 0.584245 0.00174787 0.37745 0.415821 0.16604 110 69 10.2527 0.433201 0.00711442 0.14859 0.120335 0.111838 111 86 28.8244 0.585152 0.00869358 0.335167 0.350492 0.171885 124 38 0.947624 0.0742286 0.00361735 0.0249375 0.014605 0.0216213 125 33 1.00084 0.0742174 0.00227998 0.0303285 0.0302336 0.0207132 126 40 0.978174 0.0721271 0.00145325 0.0244543 0.0147223 0.0213189 127 38 1.66683 0.0938239 0.000431802 0.0438638 0.0443366 0.0286252 147 47 1.31246 0.0798781 0.00149306 0.0279247 0.0260309 0.0199867 201 119 41.4679 0.507736 0.0302079 0.34847 0.370813 0.0861143 203 15 1.11164 0.0950373 0.0130648 0.0741096 0.07878 0.0211158 204 184 29.0749 0.373602 9.162E-6 0.158016 0.15438 0.10166 225 11 2.69252 0.662219 0.00595468 0.244775 0.146416 0.25038 227 11 2.49911 0.657682 0.000572051 0.227192 0.0702381 0.238289 234 9 1.55068 0.415025 0.0100367 0.172298 0.164101 0.113346 260 28 3.94785 0.259244 0.0129874 0.140995 0.151422 0.0752262 261 29 2.66152 0.280592 0.00122038 0.0917766 0.055079 0.087067 504 72 2.39984 0.218113 0.000180781 0.0333311 0.0263016 0.0327237 514 110 4.38282 0.103089 0.000273694 0.0398438 0.0397846 0.0245714 145 10 0.500265 0.12248 0.010571 0.0500265 0.0429025 0.0319081 169 9 0.255943 0.0521607 0.00236882 0.0284381 0.0289422 0.016895 267 11 1.88153 0.23933 0.00223284 0.171049 0.217024 0.0827976 268 41 4.30994 0.242399 0.00362832 0.105121 0.0953296 0.0714445 535 90 5.88375 0.204474 0.000578543 0.0653751 0.0544778 0.0469886 240 14 3.89774 0.781543 0.0494855 0.27841 0.181987 0.231326 241 5 2.07335 0.742354 0.109462 0.414669 0.42068 0.28875 281 13 4.91228 0.738955 0.0421576 0.377868 0.47228 0.258985 266 11 1.76597 0.230961 0.0159554 0.160543 0.194124 0.0727195 538 133 8.81255 0.154359 0.00116217 0.0662598 0.0638374 0.0409446 245 33 6.54455 0.780508 0.00907031 0.19832 0.121617 0.193326 246 17 1.82754 0.191339 0.0122315 0.107502 0.112591 0.0531316 247 8 1.95364 0.271834 0.184787 0.244205 0.251472 0.0299219 542 158 6.96304 0.14032 0.000179173 0.0440699 0.0402043 0.0303294 544 140 6.40861 0.149818 0.000261098 0.0457758 0.0418942 0.0334166 249 33 3.13227 0.214138 0.00311496 0.0949173 0.106946 0.0582846 250 42 8.80675 0.762465 0.00990157 0.209684 0.147651 0.209291 565 8 0.494572 0.121062 0.0145041 0.0618215 0.0695184 0.0383468 566 5 0.701075 0.179968 0.0956068 0.140215 0.14099 0.03438 567 7 1.05709 0.33974 0.0447813 0.151013 0.0910937 0.113129 568 5 0.249609 0.112276 0.00228513 0.0499217 0.0602357 0.0471238 545 185 6.26793 0.111672 0.000653642 0.0338807 0.0293946 0.0250123 252 48 5.80312 0.288908 0.0131615 0.120898 0.102798 0.0823011 253 45 6.60193 0.278538 0.0101706 0.14671 0.143984 0.0672918 1601 42 7.64624 0.373957 0.00498544 0.182053 0.165495 0.110054 -1601 39 10.8292 0.75425 0.00234294 0.277671 0.241885 0.183153 1602 159 10.915 0.179862 0.000653053 0.0686481 0.0641136 0.0440436 -1602 880 53.8262 0.4436 0.0000446782 0.0611661 0.0534711 0.0529908 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.4, 38.72, 0.75425} {240, LHCb7_WZ1} {x, Q, value} {0.7658, 80.39, 0.781543} {0.0001722, 80.39, 0.781543} {241, LHCb7Wasy1} {x, Q, value} {0.7658, 80.39, 0.742354} {0.0001722, 80.39, 0.742354} {281, d02Easy5} {x, Q, value} {0.7604, 80.39, 0.738955} {0.002212, 80.39, 0.738955} {245, LHCb7ZWrap} {x, Q, value} {0.8051, 80.39, 0.780508} {0.0001638, 80.39, 0.780508} {250, LHCb8WZ} {x, Q, value} {0.7044, 80.39, 0.762465} {0.7044, 80.39, 0.757746} {0.0001433, 80.39, 0.762465} {0.0001433, 80.39, 0.757746} datatype: |Corr(r, f(x,Q))| flavour: 3 <(x) >d - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 444.78 DataMax: 0.848035 DataMin: -6 3.71645 10 DataMean: 0.110614 DataMedian: 0.0725774 DataSD: 0.113949 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 83.4772 0.774404 0.0000659734 0.0745332 0.0558358 0.0780821 101 337 43.6022 0.314186 0.00362484 0.129383 0.129382 0.0754458 102 250 48.1319 0.435359 0.00270516 0.192528 0.17451 0.116609 104 123 26.7968 0.848035 0.00242963 0.21786 0.114483 0.255754 108 85 22.4986 0.436177 0.0950067 0.264689 0.271714 0.111366 109 96 23.6849 0.459028 0.00393229 0.246718 0.213863 0.145239 110 69 9.43981 0.4284 0.0000394734 0.136809 0.11164 0.110389 111 86 18.7346 0.460311 0.00669792 0.217844 0.202204 0.133361 124 38 0.767024 0.0572437 0.000640227 0.0201848 0.0195735 0.0130955 125 33 0.714503 0.0566082 0.000556038 0.0216516 0.0224926 0.0151599 126 40 0.749168 0.0585847 0.000317449 0.0187292 0.0161153 0.0143227 127 38 1.6325 0.0622489 0.0237191 0.0429605 0.0426384 0.011102 147 47 1.29962 0.0763536 0.000834914 0.0276514 0.0240211 0.0198347 201 119 29.2207 0.402188 0.00559522 0.245552 0.265194 0.0652265 203 15 0.26962 0.0475429 0.00240217 0.0179747 0.0120337 0.014866 204 184 24.7425 0.322705 0.000906868 0.13447 0.129078 0.0795585 225 11 1.64027 0.487732 3.716E-6 0.149115 0.0520538 0.162827 227 11 1.62501 0.491902 0.0339075 0.147729 0.0659517 0.153985 234 9 1.02499 0.210995 0.00899605 0.113887 0.128923 0.0570913 260 28 3.78965 0.330776 0.000274252 0.135345 0.121122 0.110361 261 29 3.85831 0.375247 0.0043705 0.133045 0.100487 0.11693 504 72 3.00393 0.200234 0.000858998 0.0417212 0.0335095 0.032367 514 110 5.10719 0.104505 0.00154237 0.046429 0.0445231 0.0252769 145 10 0.564824 0.119769 0.0057072 0.0564824 0.0499815 0.0378767 169 9 0.261311 0.0398198 0.0099495 0.0290346 0.0319108 0.010461 267 11 1.29121 0.165702 0.0594567 0.117383 0.117843 0.0403758 268 41 2.79229 0.246148 0.00723432 0.0681046 0.0577712 0.0455077 535 90 5.61735 0.246633 0.000322869 0.062415 0.045963 0.0542786 240 14 3.14789 0.766229 0.0220071 0.224849 0.150862 0.204568 241 5 1.48368 0.627385 0.0380843 0.296736 0.24819 0.250489 281 13 3.7625 0.723246 0.0308566 0.289423 0.301507 0.235027 266 11 1.04208 0.147308 0.022481 0.0947343 0.107138 0.0473147 538 133 9.62333 0.214528 0.0016797 0.0723559 0.0555138 0.0548153 245 33 6.18188 0.775548 0.00165965 0.18733 0.152456 0.164952 246 17 2.68671 0.294152 0.0152374 0.158042 0.140831 0.0900168 247 8 1.86532 0.260666 0.149619 0.233164 0.241355 0.0359347 542 158 8.31713 0.138865 0.0000303313 0.0526401 0.0428222 0.0381999 544 140 7.25831 0.182319 0.000234098 0.0518451 0.0424808 0.0404956 249 33 1.55706 0.121561 0.00325096 0.0471836 0.0389907 0.0353114 250 42 7.40222 0.716011 0.00532263 0.176243 0.118375 0.169152 565 8 0.315969 0.085812 0.000398427 0.0394961 0.0307402 0.0290986 566 5 0.532851 0.165614 0.0741253 0.10657 0.100905 0.0369537 567 7 0.916598 0.307226 0.0333208 0.130943 0.100142 0.0962137 568 5 0.322682 0.148685 0.0301078 0.0645365 0.045799 0.0483111 545 185 10.1034 0.174153 0.000727604 0.0546131 0.0494552 0.0338931 252 48 6.01912 0.288407 0.00978518 0.125398 0.10718 0.0872649 253 45 5.90303 0.293781 0.00826135 0.131178 0.131929 0.0654342 1601 42 7.39977 0.435102 0.00267221 0.176185 0.140834 0.138756 -1601 39 9.17783 0.774404 0.0194156 0.235329 0.182472 0.199789 1602 159 12.7779 0.271609 0.0023318 0.0803642 0.0670395 0.0624007 -1602 880 54.1217 0.337239 0.0000659734 0.0615019 0.0518828 0.0511944 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.4, 38.72, 0.774404} {0.4, 54.77, 0.733016} {0.4, 70.7, 0.745658} {0.4, 89.44, 0.750023} {104, NmcRatCor} {x, Q, value} {0.45, 4.446, 0.739066} {0.45, 5.16, 0.756724} {0.45, 5.958, 0.774479} {0.45, 6.875, 0.77997} {0.45, 7.978, 0.789194} {0.45, 9.902, 0.76479} {0.55, 3.854, 0.792929} {0.55, 4.442, 0.839409} {0.55, 5.16, 0.843639} {0.55, 5.964, 0.835064} {0.55, 6.867, 0.842218} {0.55, 7.972, 0.848035} {0.55, 9.941, 0.84157} {0.675, 5.147, 0.728646} {0.675, 5.95, 0.71238} {0.675, 6.858, 0.711078} {0.675, 7.971, 0.707315} {0.675, 9.951, 0.700137} {240, LHCb7_WZ1} {x, Q, value} {0.7658, 80.39, 0.766229} {0.0001722, 80.39, 0.766229} {281, d02Easy5} {x, Q, value} {0.7604, 80.39, 0.723246} {0.002212, 80.39, 0.723246} {245, LHCb7ZWrap} {x, Q, value} {0.8051, 80.39, 0.775548} {0.0001638, 80.39, 0.775548} {250, LHCb8WZ} {x, Q, value} {0.7044, 80.39, 0.716011} {0.0001433, 80.39, 0.716011} datatype: |Corr(r, f(x,Q))| flavour: 4 <(x) >d - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 424.676 DataMax: 0.921768 DataMin: 0.0000127331 DataMean: 0.105615 DataMedian: 0.069086 DataSD: 0.110359 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 75.3828 0.705711 0.000118282 0.0673061 0.0476965 0.0751474 101 337 47.3534 0.328016 0.000193072 0.140515 0.132362 0.0879037 102 250 55.2844 0.445104 0.00531636 0.221138 0.22313 0.116879 104 123 28.5611 0.921768 0.00159747 0.232204 0.126855 0.269691 108 85 18.3788 0.423324 0.00566557 0.216222 0.189881 0.13936 109 96 16.791 0.428074 0.00257506 0.174906 0.109974 0.14767 110 69 10.9639 0.436041 0.0104574 0.158897 0.145715 0.101254 111 86 13.0853 0.428174 0.00615826 0.152154 0.107309 0.129997 124 38 0.722277 0.0396715 0.000483127 0.0190073 0.0182297 0.0119837 125 33 1.06026 0.0658619 0.00256493 0.032129 0.0294182 0.0166328 126 40 0.83062 0.0431458 0.00294333 0.0207655 0.0222981 0.0111174 127 38 1.48521 0.0688758 0.000846197 0.0390844 0.0423448 0.0198785 147 47 1.51607 0.0789254 0.00392475 0.0322568 0.0267485 0.0200269 201 119 19.1356 0.30634 0.00787787 0.160803 0.170791 0.0441979 203 15 0.698995 0.0678276 0.0134688 0.0465997 0.0485246 0.0162443 204 184 23.5543 0.326499 0.00104792 0.128013 0.121176 0.077227 225 11 1.10612 0.309195 0.0112768 0.100556 0.0821828 0.0821909 227 11 1.05362 0.317694 0.01023 0.0957833 0.0799713 0.0865497 234 9 0.75139 0.108674 0.0224364 0.0834878 0.0946237 0.0295096 260 28 3.95344 0.38743 0.0045031 0.141194 0.1146 0.124775 261 29 5.16568 0.445355 0.00604368 0.178127 0.128654 0.136285 504 72 3.31626 0.175114 0.0000449985 0.0460592 0.0406165 0.0342403 514 110 5.48598 0.138984 0.0000474622 0.0498725 0.0505085 0.0311977 145 10 0.58626 0.105483 0.00389175 0.058626 0.0604378 0.0380452 169 9 0.217545 0.0294072 0.0121769 0.0241717 0.0276704 0.00583735 267 11 0.909985 0.136929 0.0302698 0.0827259 0.0822964 0.0385637 268 41 1.84545 0.230575 0.001614 0.0450111 0.0398412 0.0427658 535 90 5.64923 0.262236 0.000341899 0.0627692 0.0470231 0.057222 240 14 2.43546 0.664803 0.0177591 0.173961 0.122684 0.180347 241 5 0.984412 0.486942 0.018336 0.196882 0.106893 0.19487 281 13 2.73338 0.636658 0.0265948 0.21026 0.167979 0.193936 266 11 0.660341 0.124067 0.000585986 0.060031 0.060882 0.0479654 538 133 10.5874 0.269922 0.000873813 0.0796042 0.0580297 0.0642946 245 33 5.66883 0.680379 0.00269231 0.171783 0.12784 0.153943 246 17 3.13086 0.383695 0.0151113 0.184168 0.141741 0.116315 247 8 1.70599 0.241516 0.121053 0.213249 0.221175 0.0384292 542 158 9.53676 0.156742 0.000329121 0.0603592 0.0508482 0.0446499 544 140 8.58745 0.225306 0.0000127331 0.0613389 0.0520398 0.048133 249 33 1.3827 0.120825 0.00252227 0.0419001 0.0339759 0.0354246 250 42 6.2517 0.596748 0.00482215 0.14885 0.0948617 0.142088 565 8 0.329615 0.106219 0.00523847 0.0412019 0.0304906 0.0336796 566 5 0.359891 0.143953 0.0393125 0.0719783 0.0582444 0.0413934 567 7 0.72863 0.263935 0.00524481 0.10409 0.0759912 0.0884629 568 5 0.342493 0.167399 0.0183781 0.0684985 0.0502038 0.0572665 545 185 13.8375 0.220527 0.000533346 0.0747973 0.0691129 0.0439802 252 48 5.49341 0.273649 0.00170142 0.114446 0.0951052 0.0843263 253 45 5.07459 0.287173 0.00098967 0.112769 0.111402 0.0630808 1601 42 6.61468 0.453664 0.00191338 0.157492 0.100613 0.148805 -1601 39 7.27083 0.705711 0.00204136 0.186432 0.119136 0.199391 1602 159 12.3288 0.313701 0.00064012 0.0775396 0.055316 0.0692896 -1602 880 49.1685 0.290826 0.000118282 0.0558733 0.0452075 0.0490551 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.4, 89.44, 0.705711} {104, NmcRatCor} {x, Q, value} {0.45, 5.16, 0.712105} {0.45, 5.958, 0.731272} {0.45, 6.875, 0.742149} {0.45, 7.978, 0.75794} {0.45, 9.902, 0.733319} {0.55, 3.854, 0.859447} {0.55, 4.442, 0.909348} {0.55, 5.16, 0.920126} {0.55, 5.964, 0.914367} {0.55, 6.867, 0.919931} {0.55, 7.972, 0.921768} {0.55, 9.941, 0.91997} {0.675, 5.147, 0.865114} {0.675, 5.95, 0.852129} {0.675, 6.858, 0.849974} {0.675, 7.971, 0.846683} {0.675, 9.951, 0.840324} datatype: |Corr(r, f(x,Q))| flavour: 5 <(x) >d - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 415.284 DataMax: 0.934246 DataMin: 0.0000424869 DataMean: 0.103279 DataMedian: 0.0668569 DataSD: 0.110726 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 67.6184 0.64366 0.0000960419 0.0603735 0.0418147 0.0718696 101 337 48.2736 0.337676 0.000399994 0.143245 0.130476 0.0942875 102 250 59.9159 0.458735 0.00083511 0.239664 0.240522 0.118633 104 123 29.764 0.934246 0.000409263 0.241983 0.127773 0.26894 108 85 15.6433 0.41382 0.000393212 0.184039 0.178059 0.151407 109 96 15.7076 0.417171 0.00215744 0.163621 0.109602 0.13556 110 69 12.0514 0.443036 0.00670835 0.174659 0.169474 0.102802 111 86 11.768 0.415767 0.000595352 0.136837 0.096671 0.125724 124 38 0.761979 0.0444532 0.000298206 0.0200521 0.0201652 0.0134524 125 33 1.25044 0.0674202 0.000103718 0.0378921 0.0416802 0.0200387 126 40 0.983009 0.0443751 0.00543734 0.0245752 0.0257716 0.00909016 127 38 1.4069 0.0701173 0.000763193 0.0370238 0.0396915 0.0245731 147 47 1.60591 0.0804626 0.00209299 0.0341682 0.0304176 0.0213255 201 119 12.5105 0.235571 0.00513757 0.105131 0.107268 0.0308811 203 15 1.0276 0.104324 0.00907669 0.0685065 0.0720331 0.0297528 204 184 22.8398 0.309051 0.000663155 0.124129 0.108069 0.0770141 225 11 0.979764 0.180072 0.00356681 0.0890694 0.0914669 0.0527819 227 11 0.905078 0.190396 0.00697582 0.0822798 0.0685842 0.0596607 234 9 0.766031 0.112882 0.0439384 0.0851145 0.0916748 0.0230774 260 28 4.1466 0.420959 0.00788636 0.148093 0.11453 0.130622 261 29 5.89477 0.486283 0.0148811 0.203268 0.15228 0.148255 504 72 3.44759 0.161046 0.000867005 0.0478832 0.0421137 0.0351791 514 110 5.61375 0.175268 0.00131548 0.0510341 0.0472783 0.0358683 145 10 0.592717 0.100396 0.0118864 0.0592717 0.0687979 0.0352586 169 9 0.171306 0.0240503 0.0118589 0.019034 0.0195899 0.00460008 267 11 0.716379 0.135065 0.0017767 0.0651254 0.0687687 0.0491708 268 41 1.72765 0.212268 0.000313383 0.0421378 0.0299872 0.0405916 535 90 5.85005 0.265491 0.000917043 0.0650005 0.0523518 0.057365 240 14 2.08265 0.567988 0.00305897 0.148761 0.105928 0.160561 241 5 0.688512 0.378489 0.0132383 0.137702 0.0573713 0.148859 281 13 2.13224 0.55361 0.00759355 0.164018 0.0939331 0.166823 266 11 0.714631 0.123038 0.0156585 0.0649665 0.0522833 0.0400815 538 133 11.1576 0.300409 0.000650537 0.0838916 0.0626098 0.0696101 245 33 5.50389 0.58672 0.00529014 0.166785 0.098353 0.149547 246 17 3.31993 0.434943 0.00607373 0.19529 0.137527 0.131832 247 8 1.56867 0.224092 0.101078 0.196084 0.206012 0.0392974 542 158 10.2376 0.182537 0.0000424869 0.0647946 0.055913 0.0476824 544 140 9.47821 0.247008 0.000161463 0.0677015 0.0569962 0.051858 249 33 1.83154 0.149936 0.00481928 0.0555012 0.0491271 0.0392439 250 42 5.76213 0.490937 0.00112764 0.137194 0.082388 0.130653 565 8 0.422197 0.108797 0.00816462 0.0527746 0.0438346 0.0328458 566 5 0.231983 0.121689 0.0115605 0.0463967 0.0354221 0.0432672 567 7 0.618305 0.229938 0.00927226 0.0883293 0.0665277 0.0781987 568 5 0.34462 0.176451 0.00248755 0.068924 0.0611903 0.0650874 545 185 15.8562 0.247093 0.00103864 0.0857089 0.0801004 0.0511692 252 48 4.94779 0.254221 0.00127365 0.103079 0.0830007 0.0791827 253 45 4.4448 0.277008 0.0034789 0.0987733 0.0953657 0.0616508 1601 42 6.00487 0.486008 0.00254404 0.142973 0.0675357 0.151102 -1601 39 6.56303 0.64366 0.00880081 0.168283 0.102454 0.182103 1602 159 11.2024 0.326063 0.000302102 0.0704556 0.0447794 0.070236 -1602 880 43.848 0.276337 0.0000960419 0.0498273 0.0394553 0.0470944 highlightrange: {{0.7, 1.}} highlighted data {104, NmcRatCor} {x, Q, value} {0.55, 3.854, 0.864732} {0.55, 4.442, 0.916369} {0.55, 5.16, 0.932513} {0.55, 5.964, 0.929072} {0.55, 6.867, 0.933446} {0.55, 7.972, 0.932548} {0.55, 9.941, 0.934246} {0.675, 5.147, 0.925903} {0.675, 5.95, 0.915681} {0.675, 6.858, 0.912479} {0.675, 7.971, 0.909555} {0.675, 9.951, 0.90368} datatype: |Corr(r, f(x,Q))| flavour: 0 <(x) >u +d - - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 464.538 DataMax: 0.957735 DataMin: 0.000136771 DataMean: 0.115528 DataMedian: 0.0731759 DataSD: 0.134021 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 100.293 0.652892 0.000270503 0.0895476 0.0649654 0.0999841 101 337 54.6815 0.390756 0.000526883 0.16226 0.145858 0.103445 102 250 29.5994 0.315183 0.00036021 0.118398 0.106966 0.0752536 104 123 26.2018 0.495464 0.000995081 0.213023 0.231348 0.143278 108 85 5.40515 0.149668 0.00127645 0.06359 0.0586225 0.042361 109 96 25.4576 0.941902 0.00712992 0.265184 0.0548295 0.333619 110 69 7.53947 0.252433 0.00171203 0.109268 0.0971785 0.076705 111 86 34.2279 0.957735 0.005711 0.397998 0.292112 0.369904 124 38 1.48855 0.0908717 0.000537997 0.0391723 0.0336327 0.0286292 125 33 1.3625 0.0775217 0.00751357 0.0412879 0.0510846 0.019411 126 40 1.43357 0.0931905 0.00036555 0.0358391 0.0277112 0.0297407 127 38 1.71193 0.0723248 0.0112333 0.0450508 0.0423031 0.0166924 147 47 3.51661 0.146468 0.00421727 0.0748215 0.0717326 0.0393337 201 119 7.64543 0.287536 0.000212283 0.0642473 0.049347 0.0544708 203 15 1.99324 0.20453 0.0481767 0.132883 0.141729 0.0536655 204 184 31.1618 0.455543 0.000269657 0.169357 0.159889 0.125441 225 11 1.14932 0.172245 0.0274778 0.104484 0.112469 0.0413803 227 11 0.781209 0.160433 0.0262599 0.071019 0.0660063 0.0437335 234 9 2.31279 0.322039 0.049599 0.256976 0.299718 0.0926197 260 28 9.31233 0.50273 0.0317921 0.332583 0.33931 0.130685 261 29 8.06074 0.497919 0.0194278 0.277956 0.282949 0.151945 504 72 3.62854 0.332343 0.000136771 0.0503963 0.0362884 0.0533798 514 110 3.87783 0.169362 0.000143014 0.035253 0.0242301 0.0355277 145 10 0.863994 0.149295 0.0332575 0.0863994 0.0806389 0.0443151 169 9 0.26176 0.0843237 0.00253342 0.0290844 0.0197979 0.0283993 267 11 1.27786 0.178867 0.00394297 0.116169 0.14132 0.0646177 268 41 9.34188 0.553483 0.00320332 0.227851 0.219027 0.146895 535 90 6.20313 0.181588 0.000244084 0.0689236 0.0686205 0.0486795 240 14 1.91173 0.243847 0.0225815 0.136552 0.146508 0.0709442 241 5 0.730986 0.269365 0.0138802 0.146197 0.130378 0.116883 281 13 1.29095 0.165413 0.000180144 0.0993036 0.123672 0.0565206 266 11 1.37867 0.188368 0.0323031 0.125334 0.128523 0.0515189 538 133 8.56626 0.138955 0.00015447 0.0644079 0.0618527 0.0353094 245 33 5.01896 0.255497 0.00576844 0.15209 0.155185 0.0728731 246 17 0.784613 0.116699 0.00725313 0.0461537 0.043571 0.0339631 247 8 0.577149 0.19579 0.0125072 0.0721436 0.0641556 0.0557354 542 158 9.01909 0.157979 0.000993526 0.0570829 0.0520468 0.0383084 544 140 6.65811 0.168385 0.000402709 0.0475579 0.0371686 0.0379458 249 33 7.48723 0.444381 0.0182074 0.226886 0.215644 0.124872 250 42 6.22707 0.278473 0.00562544 0.148263 0.135957 0.0785414 565 8 1.55184 0.221637 0.14975 0.19398 0.195246 0.0265444 566 5 0.194161 0.0729652 0.00377567 0.0388322 0.0443444 0.0321098 567 7 0.639292 0.176584 0.0454484 0.0913274 0.0834145 0.0481353 568 5 0.307012 0.0925461 0.0448147 0.0614024 0.0515582 0.0205418 545 185 12.7284 0.176191 0.000320719 0.0688022 0.0666533 0.0419014 252 48 9.65477 0.578129 0.0310414 0.201141 0.176074 0.143574 253 45 9.02029 0.415924 0.00488586 0.200451 0.215538 0.104531 1601 42 9.50189 0.652892 0.0150236 0.226235 0.129713 0.195597 -1601 39 16.7276 0.621442 0.140092 0.428914 0.4831 0.139123 1602 159 14.4315 0.351493 0.00100362 0.0907643 0.0729705 0.0683775 -1602 880 59.6323 0.380899 0.000270503 0.067764 0.0599211 0.0527891 highlightrange: {{0.7, 1.}} highlighted data {109, cdhswf3} {x, Q, value} {0.045, 2.182, 0.913416} {0.045, 2.488, 0.92262} {0.045, 2.835, 0.93012} {0.045, 3.233, 0.936403} {0.045, 3.686, 0.941681} {0.08, 2.238, 0.941902} {0.08, 2.551, 0.937986} {0.08, 2.909, 0.933857} {0.08, 3.317, 0.929539} {0.08, 3.782, 0.925025} {0.08, 4.312, 0.920478} {0.08, 4.915, 0.915948} {0.125, 2.152, 0.775775} {0.125, 2.454, 0.762239} {0.125, 2.796, 0.748651} {0.125, 3.189, 0.736033} {0.125, 3.636, 0.724044} {0.125, 4.144, 0.712621} {0.125, 4.727, 0.701664} {111, ccfrf3.md} {x, Q, value} {0.025, 3.55, 0.709377} {0.035, 2.236, 0.830827} {0.035, 2.811, 0.858647} {0.035, 3.55, 0.880245} {0.035, 4.472, 0.896916} {0.05, 2.236, 0.93628} {0.05, 2.811, 0.946151} {0.05, 3.55, 0.953163} {0.05, 4.472, 0.957735} {0.07, 2.236, 0.95555} {0.07, 2.811, 0.953364} {0.07, 3.55, 0.949868} {0.07, 4.472, 0.94557} {0.07, 5.621, 0.940843} {0.09, 2.236, 0.917651} {0.09, 2.811, 0.906291} {0.09, 3.55, 0.894667} {0.09, 4.472, 0.883362} {0.09, 5.621, 0.872503} {0.09, 7.078, 0.862118} {0.11, 2.236, 0.844036} {0.11, 2.811, 0.824957} {0.11, 3.55, 0.806703} {0.11, 4.472, 0.789829} {0.11, 5.621, 0.774367} {0.11, 7.078, 0.759696} datatype: |Corr(r, f(x,Q))| flavour: 1 <(x) >u +d - - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 611.538 DataMax: 0.89367 DataMin: 0.000049845 DataMean: 0.152086 DataMedian: 0.103512 DataSD: 0.158872 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 103.176 0.692274 0.000180048 0.0921214 0.0727227 0.0820906 101 337 54.7873 0.574448 0.000999237 0.162574 0.13984 0.111402 102 250 30.9614 0.398917 0.000322018 0.123846 0.103021 0.0903119 104 123 13.1279 0.251952 0.000902081 0.106731 0.0837761 0.0699631 108 85 21.9317 0.42494 0.0137533 0.25802 0.261949 0.0890423 109 96 61.5176 0.891024 0.160275 0.640808 0.726084 0.225453 110 69 9.34644 0.353651 0.00238597 0.135456 0.136934 0.0926143 111 86 51.5576 0.89367 0.00872598 0.599506 0.669829 0.254407 124 38 0.981476 0.0558092 0.000119367 0.0258283 0.0234408 0.0159493 125 33 3.11076 0.133558 0.00263693 0.0942653 0.110489 0.0372318 126 40 1.17797 0.0783881 0.000478231 0.0294492 0.0302507 0.0207993 127 38 2.89624 0.137437 0.00705234 0.0762168 0.0662265 0.0385225 147 47 5.18992 0.218173 0.00551174 0.110424 0.100536 0.0581976 201 119 42.5467 0.429858 0.00119701 0.357535 0.378198 0.0721645 203 15 0.802562 0.0914309 0.00772449 0.0535041 0.0674896 0.0317674 204 184 62.1115 0.563935 0.00246355 0.337562 0.343215 0.147146 225 11 1.92085 0.313066 0.0124233 0.174623 0.180319 0.124588 227 11 1.73366 0.313059 0.0157267 0.157605 0.105724 0.121985 234 9 1.30594 0.379004 0.00396421 0.145104 0.0971896 0.142982 260 28 3.234 0.199618 0.0029774 0.1155 0.133726 0.0679183 261 29 4.03886 0.212208 0.0219517 0.139271 0.156226 0.0569162 504 72 5.54259 0.292941 0.00234738 0.0769804 0.0698351 0.0580585 514 110 6.476 0.297177 0.00027456 0.0588727 0.0441264 0.0523891 145 10 1.21556 0.204967 0.0105439 0.121556 0.125567 0.070114 169 9 0.39767 0.128542 0.00390498 0.0441855 0.0236006 0.0425862 267 11 0.322503 0.0576341 0.00651621 0.0293185 0.0274061 0.0172464 268 41 4.10962 0.296874 0.00144579 0.100235 0.0747501 0.0844123 535 90 10.036 0.283184 0.00336363 0.111511 0.105998 0.0711223 240 14 2.85228 0.435591 0.00497594 0.203734 0.19102 0.143355 241 5 1.47465 0.437869 0.0229215 0.294931 0.38819 0.175112 281 13 2.68106 0.301535 0.0129432 0.206235 0.205369 0.084117 266 11 0.429236 0.0754053 0.00518014 0.0390215 0.0435339 0.0234571 538 133 16.2976 0.24837 0.00644899 0.122539 0.126863 0.0576552 245 33 6.13846 0.435133 0.0049513 0.186014 0.188377 0.130338 246 17 1.91814 0.168025 0.0318466 0.112832 0.109541 0.0383375 247 8 0.663017 0.25985 0.000049845 0.0828771 0.0565704 0.0887296 542 158 13.3173 0.251495 0.00164925 0.084287 0.0697157 0.0590504 544 140 14.3819 0.312956 0.00601372 0.102728 0.0921155 0.0668285 249 33 3.63136 0.302925 0.00188546 0.110041 0.103419 0.072226 250 42 7.48327 0.451793 0.000810685 0.178173 0.161647 0.130008 565 8 1.61383 0.292805 0.0114863 0.201728 0.234975 0.0943496 566 5 0.707289 0.2508 0.0782375 0.141458 0.129528 0.0664882 567 7 1.2883 0.324343 0.0893019 0.184043 0.141304 0.0945284 568 5 0.242239 0.0866786 0.000750409 0.0484477 0.0509023 0.0313717 545 185 15.3777 0.207605 0.000340831 0.0831229 0.0735557 0.0585605 252 48 6.08692 0.449425 0.000251566 0.126811 0.132158 0.103047 253 45 9.39746 0.34329 0.0231585 0.208832 0.214237 0.0814584 1601 42 5.90745 0.419307 0.000180048 0.140654 0.111876 0.114669 -1601 39 7.83644 0.507901 0.0363091 0.200934 0.173076 0.119641 1602 159 18.9384 0.376095 0.00385357 0.119109 0.118308 0.0756668 -1602 880 70.4938 0.692274 0.00036406 0.0801065 0.0651523 0.0735078 highlightrange: {{0.7, 1.}} highlighted data {109, cdhswf3} {x, Q, value} {0.015, 2.128, 0.781312} {0.125, 2.152, 0.733461} {0.125, 2.454, 0.748174} {0.125, 2.796, 0.761409} {0.125, 3.189, 0.773261} {0.125, 3.636, 0.783859} {0.125, 4.144, 0.793535} {0.125, 4.727, 0.802357} {0.125, 5.389, 0.810236} {0.125, 6.144, 0.817583} {0.175, 2.232, 0.855283} {0.175, 2.546, 0.861916} {0.175, 2.902, 0.867742} {0.175, 3.309, 0.872666} {0.175, 3.774, 0.876937} {0.175, 4.301, 0.880633} {0.175, 4.905, 0.883776} {0.175, 5.593, 0.886546} {0.175, 6.377, 0.888998} {0.175, 7.27, 0.891024} {0.225, 2.22, 0.862513} {0.225, 2.532, 0.863924} {0.225, 2.886, 0.86483} {0.225, 3.291, 0.865508} {0.225, 3.752, 0.865925} {0.225, 4.277, 0.86625} {0.225, 4.877, 0.866369} {0.225, 5.561, 0.866379} {0.225, 6.341, 0.866542} {0.225, 7.23, 0.866105} {0.225, 8.244, 0.865875} {0.275, 2.152, 0.81852} {0.275, 2.456, 0.817508} {0.275, 2.798, 0.817105} {0.275, 3.191, 0.815929} {0.275, 3.639, 0.815042} {0.275, 4.148, 0.814248} {0.275, 4.73, 0.81342} {0.275, 5.393, 0.812652} {0.275, 6.149, 0.811667} {0.275, 7.011, 0.810801} {0.275, 7.993, 0.810208} {0.275, 9.114, 0.809001} {0.35, 2.769, 0.731009} {0.35, 3.158, 0.729594} {0.35, 3.6, 0.729087} {0.35, 4.105, 0.727798} {0.35, 4.68, 0.726623} {0.35, 5.336, 0.725546} {0.35, 6.084, 0.724199} {0.35, 6.937, 0.722931} {0.35, 7.909, 0.722033} {0.35, 9.018, 0.720808} {0.35, 10.28, 0.719612} {111, ccfrf3.md} {x, Q, value} {0.0125, 2.236, 0.856091} {0.11, 2.811, 0.701185} {0.11, 3.55, 0.724582} {0.11, 4.472, 0.744208} {0.11, 5.621, 0.760895} {0.11, 7.078, 0.775391} {0.14, 2.236, 0.787986} {0.14, 2.811, 0.808242} {0.14, 3.55, 0.824811} {0.14, 4.472, 0.838244} {0.14, 5.621, 0.849327} {0.14, 7.078, 0.858596} {0.14, 8.911, 0.866518} {0.18, 2.236, 0.860059} {0.18, 2.811, 0.869941} {0.18, 3.55, 0.877542} {0.18, 4.472, 0.883273} {0.18, 5.621, 0.887677} {0.18, 7.078, 0.891006} {0.18, 8.911, 0.89367} {0.225, 2.236, 0.862396} {0.225, 2.811, 0.864495} {0.225, 3.55, 0.865754} {0.225, 4.472, 0.866374} {0.225, 5.621, 0.866416} {0.225, 7.078, 0.866151} {0.225, 8.911, 0.865766} {0.275, 2.811, 0.816683} {0.275, 3.55, 0.815199} {0.275, 4.472, 0.813769} {0.275, 5.621, 0.812245} {0.275, 7.078, 0.810723} {0.275, 8.911, 0.809172} {0.275, 11.18, 0.807609} {0.35, 2.811, 0.730869} {0.35, 3.55, 0.72892} {0.35, 4.472, 0.727002} {0.35, 5.621, 0.725075} {0.35, 7.078, 0.723061} {0.35, 8.911, 0.721042} {0.35, 11.22, 0.718695} datatype: |Corr(r, f(x,Q))| flavour: 2 <(x) >u +d - - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 687.958 DataMax: 0.88552 DataMin: 0.0000212953 DataMean: 0.171091 DataMedian: 0.108631 DataSD: 0.17618 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 107.545 0.612432 0.000183589 0.0960224 0.0787398 0.0904833 101 337 68.4084 0.63305 0.000751929 0.202992 0.183669 0.139481 102 250 56.3444 0.671972 0.0000212953 0.225377 0.204919 0.166159 104 123 2.10372 0.0628397 0.000222157 0.0171034 0.0137009 0.0155034 108 85 34.6237 0.705361 0.0355718 0.407337 0.340116 0.196205 109 96 60.6873 0.88552 0.0884635 0.632159 0.726775 0.237506 110 69 15.7433 0.678643 0.00165357 0.228163 0.171698 0.181075 111 86 46.4597 0.885381 0.0265379 0.540229 0.574341 0.263789 124 38 1.68737 0.106565 0.00243852 0.0444044 0.0456658 0.0318527 125 33 3.42413 0.15406 0.0185387 0.103762 0.110584 0.0373917 126 40 1.85056 0.129503 0.000116109 0.0462641 0.048204 0.0394387 127 38 3.26749 0.148886 0.0139403 0.0859866 0.0880081 0.0439171 147 47 4.00537 0.191902 0.00931481 0.0852205 0.0766465 0.0487749 201 119 53.471 0.526813 0.0739346 0.449336 0.476665 0.0874536 203 15 1.03127 0.136313 0.0000895467 0.0687515 0.0712315 0.0389843 204 184 63.6545 0.580656 0.00307224 0.345948 0.368778 0.165355 225 11 1.45851 0.294021 0.025951 0.132592 0.10038 0.104037 227 11 1.20717 0.296431 0.00109198 0.109743 0.0616448 0.115987 234 9 0.795967 0.239647 0.0150125 0.0884408 0.0743585 0.0675232 260 28 4.44328 0.359063 0.000381517 0.158689 0.1546 0.12011 261 29 4.37926 0.372141 0.0087423 0.151009 0.117597 0.112931 504 72 8.82206 0.469419 0.00577319 0.122529 0.104141 0.0987674 514 110 11.1076 0.410552 0.0000279254 0.100978 0.0870353 0.0740702 145 10 1.01145 0.167713 0.028076 0.101145 0.0933987 0.0522345 169 9 0.352617 0.106964 0.001611 0.0391797 0.0241189 0.0354876 267 11 0.921764 0.093198 0.0708591 0.0837967 0.0860511 0.00782963 268 41 2.66872 0.192213 0.00394604 0.0650907 0.0585688 0.0423055 535 90 12.1238 0.351352 0.00129557 0.134709 0.123448 0.0885565 240 14 2.7511 0.390657 0.0266027 0.196507 0.186377 0.12577 241 5 1.19387 0.435064 0.0413597 0.238774 0.233413 0.165951 281 13 2.08108 0.301352 0.0192844 0.160083 0.206739 0.113804 266 11 0.746803 0.0896558 0.0432406 0.0678912 0.0646399 0.0167974 538 133 21.5855 0.430381 0.00442537 0.162297 0.152417 0.105273 245 33 6.58658 0.384654 0.000656471 0.199593 0.202029 0.119286 246 17 3.77743 0.354692 0.0560621 0.222202 0.236239 0.0970609 247 8 1.01318 0.216821 0.053037 0.126648 0.123499 0.0559896 542 158 16.2935 0.300634 0.000541606 0.103123 0.0858624 0.0694299 544 140 16.114 0.341258 0.00157555 0.1151 0.100711 0.0859342 249 33 2.51388 0.143481 0.00256936 0.0761783 0.0736114 0.030708 250 42 7.8737 0.404244 0.000165111 0.187469 0.177164 0.119439 565 8 0.99754 0.206381 0.0232842 0.124693 0.135386 0.0678554 566 5 0.806444 0.259328 0.0861214 0.161289 0.155849 0.0668179 567 7 1.31105 0.326956 0.0374749 0.187292 0.140415 0.108843 568 5 0.280977 0.108631 0.0172969 0.0561954 0.0412405 0.0404962 545 185 17.9458 0.294337 0.000310639 0.0970042 0.0800773 0.0755464 252 48 3.89597 0.428814 0.00167636 0.081166 0.053434 0.0939789 253 45 6.59067 0.273887 0.0425753 0.146459 0.151523 0.0584279 1601 42 5.6287 0.365969 0.0100176 0.134017 0.0916832 0.110906 -1601 39 3.94458 0.482079 0.00394232 0.101143 0.0795905 0.0960809 1602 159 22.6823 0.508737 0.00224213 0.142656 0.104515 0.12573 -1602 880 75.2895 0.612432 0.000183589 0.0855562 0.0744957 0.0776862 highlightrange: {{0.7, 1.}} highlighted data {108, cdhswf2} {x, Q, value} {0.45, 3.581, 0.703686} {0.45, 4.082, 0.705361} {0.45, 4.654, 0.705262} {0.45, 5.307, 0.703738} {0.45, 6.051, 0.701162} {109, cdhswf3} {x, Q, value} {0.225, 3.291, 0.703806} {0.225, 3.752, 0.712728} {0.225, 4.277, 0.720982} {0.225, 4.877, 0.728529} {0.225, 5.561, 0.735512} {0.225, 6.341, 0.742149} {0.225, 7.23, 0.747993} {0.225, 8.244, 0.753632} {0.275, 2.152, 0.746083} {0.275, 2.456, 0.756331} {0.275, 2.798, 0.765595} {0.275, 3.191, 0.772817} {0.275, 3.639, 0.78057} {0.275, 4.148, 0.787374} {0.275, 4.73, 0.793683} {0.275, 5.393, 0.799532} {0.275, 6.149, 0.804807} {0.275, 7.011, 0.809882} {0.275, 7.993, 0.814467} {0.275, 9.114, 0.81902} {0.35, 2.769, 0.82914} {0.35, 3.158, 0.836061} {0.35, 3.6, 0.842576} {0.35, 4.105, 0.848263} {0.35, 4.68, 0.853648} {0.35, 5.336, 0.858562} {0.35, 6.084, 0.862903} {0.35, 6.937, 0.867135} {0.35, 7.909, 0.870962} {0.35, 9.018, 0.874511} {0.35, 10.28, 0.877844} {0.45, 3.14, 0.879995} {0.45, 3.581, 0.882109} {0.45, 4.082, 0.883586} {0.45, 4.654, 0.884653} {0.45, 5.307, 0.885221} {0.45, 6.051, 0.88552} {0.45, 6.899, 0.885415} {0.45, 7.865, 0.885168} {0.45, 8.968, 0.884779} {0.45, 10.22, 0.88387} {0.45, 11.66, 0.883059} {0.55, 3.957, 0.768287} {0.55, 4.511, 0.7621} {0.55, 5.144, 0.756795} {0.55, 5.867, 0.751203} {0.55, 6.689, 0.746861} {0.55, 7.626, 0.742025} {0.55, 8.695, 0.737504} {0.55, 9.914, 0.733131} {0.55, 11.3, 0.728912} {0.55, 12.89, 0.725021} {111, ccfrf3.md} {x, Q, value} {0.225, 3.55, 0.709046} {0.225, 4.472, 0.723589} {0.225, 5.621, 0.736165} {0.225, 7.078, 0.747038} {0.225, 8.911, 0.75686} {0.275, 2.811, 0.765428} {0.275, 3.55, 0.779224} {0.275, 4.472, 0.791062} {0.275, 5.621, 0.801222} {0.275, 7.078, 0.81017} {0.275, 8.911, 0.818328} {0.275, 11.18, 0.825454} {0.35, 2.811, 0.830092} {0.35, 3.55, 0.841847} {0.35, 4.472, 0.851846} {0.35, 5.621, 0.860394} {0.35, 7.078, 0.867767} {0.35, 8.911, 0.874279} {0.35, 11.22, 0.879968} {0.45, 3.55, 0.881944} {0.45, 4.472, 0.884364} {0.45, 5.621, 0.885381} {0.45, 7.078, 0.885371} {0.45, 8.911, 0.884677} {0.45, 11.22, 0.883285} {0.45, 14.12, 0.88152} {0.55, 4.472, 0.762723} {0.55, 5.621, 0.753279} {0.55, 7.078, 0.744672} {0.55, 8.911, 0.73672} {0.55, 11.22, 0.729239} {0.55, 14.12, 0.7223} datatype: |Corr(r, f(x,Q))| flavour: 3 <(x) >u +d - - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 735.652 DataMax: 0.937239 DataMin: 0.0000151427 DataMean: 0.182952 DataMedian: 0.109911 DataSD: 0.188575 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 112.413 0.654045 0.000103986 0.100368 0.0726876 0.11105 101 337 85.8977 0.666367 0.0000151427 0.254889 0.242377 0.160133 102 250 75.0548 0.793637 0.000843767 0.300219 0.249633 0.220324 104 123 6.54306 0.113098 0.000424867 0.0531956 0.0469423 0.0329493 108 85 38.3107 0.87003 0.0698311 0.450714 0.291046 0.281649 109 96 51.2331 0.93243 0.0265806 0.533678 0.539868 0.299834 110 69 19.5376 0.815214 0.00204636 0.283153 0.19997 0.225955 111 86 37.599 0.937239 0.00562196 0.437198 0.368971 0.305547 124 38 1.72999 0.111062 0.000153249 0.0455261 0.0458393 0.0344598 125 33 2.76534 0.129175 0.0197106 0.0837983 0.0882732 0.0308176 126 40 1.87532 0.132146 0.000302799 0.0468831 0.0477192 0.0413631 127 38 2.67932 0.124261 0.0156028 0.0705084 0.0757348 0.0370069 147 47 2.9027 0.153105 0.00699967 0.0617596 0.060383 0.0390064 201 119 45.0899 0.470391 0.00335891 0.378907 0.406391 0.0846708 203 15 1.07288 0.137399 0.00388669 0.0715252 0.0748209 0.0387535 204 184 61.6438 0.692252 0.00158977 0.33502 0.341608 0.179655 225 11 0.568142 0.133097 0.0161492 0.0516493 0.0444108 0.0350496 227 11 0.606716 0.139212 0.0166795 0.055156 0.0532303 0.0359415 234 9 0.471732 0.0731227 0.022197 0.0524147 0.0538685 0.0166045 260 28 7.2277 0.621262 0.0325221 0.258132 0.215581 0.188039 261 29 5.7543 0.591218 0.0024394 0.198424 0.0983078 0.210042 504 72 11.0104 0.66769 0.00168955 0.152922 0.11348 0.141218 514 110 14.1263 0.47505 0.00127657 0.128421 0.117955 0.0921361 145 10 0.809537 0.156772 0.0186282 0.0809537 0.0756591 0.0417163 169 9 0.263923 0.0760155 0.00358521 0.0293247 0.0207706 0.0246171 267 11 1.45685 0.18408 0.0737306 0.132441 0.130967 0.0409131 268 41 3.05671 0.268382 0.00101164 0.0745539 0.0743053 0.0549419 535 90 14.094 0.50417 0.0020812 0.1566 0.131846 0.103959 240 14 2.35942 0.554633 0.000980171 0.16853 0.15173 0.136812 241 5 0.702423 0.307359 0.0482135 0.140485 0.0983801 0.106992 281 13 1.28238 0.244867 0.00541787 0.0986448 0.0784921 0.0650592 266 11 1.2157 0.192421 0.0291632 0.110518 0.117465 0.0629641 538 133 25.4357 0.616809 0.00121111 0.191246 0.155782 0.15311 245 33 7.60306 0.617747 0.0070048 0.230396 0.196604 0.18254 246 17 4.99308 0.576968 0.0329602 0.293711 0.266052 0.172597 247 8 1.14934 0.174639 0.0973347 0.143667 0.149343 0.029875 542 158 19.1384 0.469284 0.000663776 0.121129 0.10037 0.0953426 544 140 18.3207 0.442038 0.000548005 0.130862 0.116054 0.0995528 249 33 2.19104 0.146618 0.0029013 0.0663951 0.0644481 0.0440105 250 42 8.22927 0.621137 0.00350303 0.195935 0.139225 0.171162 565 8 0.61814 0.107602 0.0402985 0.0772675 0.0855729 0.0245439 566 5 0.674322 0.203423 0.0658231 0.134864 0.121378 0.0641756 567 7 1.15277 0.312426 0.0273674 0.164682 0.16234 0.097008 568 5 0.299863 0.145855 0.0176613 0.0599726 0.0237545 0.0578951 545 185 25.8546 0.468399 0.000179751 0.139755 0.0967499 0.12353 252 48 4.05891 0.611955 0.00137629 0.0845607 0.0448422 0.121895 253 45 4.57859 0.223494 0.00271717 0.101747 0.10351 0.0556397 1601 42 7.24978 0.429746 0.0097043 0.172614 0.1273 0.12692 -1601 39 4.55811 0.39061 0.00107981 0.116875 0.120795 0.086877 1602 159 24.8225 0.654045 0.00189393 0.156117 0.092522 0.172501 -1602 880 75.7822 0.584488 0.000103986 0.0861161 0.067026 0.0908069 highlightrange: {{0.7, 1.}} highlighted data {102, BcdF2dCor} {x, Q, value} {0.45, 7.036, 0.752452} {0.45, 8.093, 0.722865} {0.45, 8.66, 0.793637} {0.45, 8.093, 0.706214} {0.45, 8.66, 0.722542} {0.45, 9.273, 0.734337} {0.45, 9.95, 0.724611} {0.45, 11.73, 0.701998} {0.65, 7.036, 0.728461} {108, cdhswf2} {x, Q, value} {0.45, 3.14, 0.763353} {0.45, 3.581, 0.77657} {0.45, 4.082, 0.786828} {0.45, 4.654, 0.794758} {0.45, 5.307, 0.800637} {0.45, 6.051, 0.804972} {0.45, 6.899, 0.807719} {0.45, 7.865, 0.809462} {0.45, 8.968, 0.81037} {0.45, 10.22, 0.810539} {0.45, 11.66, 0.809908} {0.55, 3.957, 0.87003} {0.55, 4.511, 0.867358} {0.55, 5.144, 0.862541} {0.55, 5.867, 0.85664} {0.55, 6.689, 0.850817} {0.55, 7.626, 0.844834} {0.55, 8.695, 0.838632} {0.55, 9.914, 0.832712} {0.55, 11.3, 0.826878} {0.55, 12.89, 0.821359} {0.65, 4.906, 0.77998} {0.65, 5.594, 0.77535} {0.65, 6.377, 0.771244} {0.65, 7.271, 0.76738} {0.65, 8.291, 0.762745} {0.65, 9.453, 0.758931} {0.65, 10.78, 0.75535} {0.65, 12.29, 0.751987} {0.65, 14.01, 0.749979} {109, cdhswf3} {x, Q, value} {0.35, 4.68, 0.708136} {0.35, 5.336, 0.718094} {0.35, 6.084, 0.72727} {0.35, 6.937, 0.736156} {0.35, 7.909, 0.744264} {0.35, 9.018, 0.752067} {0.35, 10.28, 0.759499} {0.45, 3.14, 0.871176} {0.45, 3.581, 0.880928} {0.45, 4.082, 0.889597} {0.45, 4.654, 0.897306} {0.45, 5.307, 0.904124} {0.45, 6.051, 0.910252} {0.45, 6.899, 0.915578} {0.45, 7.865, 0.920498} {0.45, 8.968, 0.924926} {0.45, 10.22, 0.928852} {0.45, 11.66, 0.93243} {0.55, 3.957, 0.927529} {0.55, 4.511, 0.925715} {0.55, 5.144, 0.923908} {0.55, 5.867, 0.922045} {0.55, 6.689, 0.920342} {0.55, 7.626, 0.918328} {0.55, 8.695, 0.916432} {0.55, 9.914, 0.914487} {0.55, 11.3, 0.912576} {0.55, 12.89, 0.910745} {0.65, 4.906, 0.80466} {0.65, 5.594, 0.802249} {0.65, 6.377, 0.800943} {0.65, 7.271, 0.798869} {0.65, 8.291, 0.797822} {0.65, 9.453, 0.796351} {0.65, 10.78, 0.794961} {0.65, 12.29, 0.7939} {0.65, 14.01, 0.792423} {110, ccfrf2.mi} {x, Q, value} {0.175, 8.912, 0.729109} {0.45, 11.22, 0.815214} {0.55, 8.912, 0.707784} {0.55, 14.12, 0.749649} {111, ccfrf3.md} {x, Q, value} {0.35, 4.472, 0.704518} {0.35, 5.621, 0.72187} {0.35, 7.078, 0.737356} {0.35, 8.911, 0.751441} {0.35, 11.22, 0.764375} {0.45, 3.55, 0.88032} {0.45, 4.472, 0.895007} {0.45, 5.621, 0.906893} {0.45, 7.078, 0.916574} {0.45, 8.911, 0.924702} {0.45, 11.22, 0.931467} {0.45, 14.12, 0.937239} {0.55, 4.472, 0.925863} {0.55, 5.621, 0.922676} {0.55, 7.078, 0.919398} {0.55, 8.911, 0.916088} {0.55, 11.22, 0.912735} {0.55, 14.12, 0.909511} {0.65, 5.621, 0.802556} {0.65, 7.078, 0.799709} {0.65, 8.911, 0.797007} {0.65, 11.22, 0.794396} {0.75, 7.078, 0.72534} {0.75, 8.911, 0.724248} {0.75, 11.22, 0.723142} datatype: |Corr(r, f(x,Q))| flavour: 4 <(x) >u +d - - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 740.945 DataMax: 0.965088 DataMin: -6 7.63379 10 DataMean: 0.184269 DataMedian: 0.110415 DataSD: 0.198513 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 111.709 0.764368 0.0000967508 0.0997405 0.0663421 0.122944 101 337 93.0421 0.63154 7.634E-6 0.276089 0.241635 0.179532 102 250 84.3471 0.828186 0.000731555 0.337388 0.241529 0.259314 104 123 9.64801 0.161548 0.00450128 0.0784391 0.0801419 0.0468416 108 85 37.2533 0.931679 0.0777581 0.438274 0.221592 0.329801 109 96 42.0606 0.964858 0.000477244 0.438131 0.320119 0.342237 110 69 21.5901 0.861244 0.00771163 0.3129 0.23947 0.243226 111 86 30.8233 0.965088 0.00493432 0.35841 0.212695 0.325501 124 38 1.57003 0.0995359 0.000141578 0.0413165 0.0419879 0.031752 125 33 2.08513 0.0997376 0.0128275 0.0631858 0.0663992 0.0246658 126 40 1.72025 0.119382 0.000658657 0.0430063 0.0431044 0.0376709 127 38 2.03516 0.0977478 0.0144209 0.0535567 0.0545517 0.0282562 147 47 2.1966 0.122588 0.00103533 0.0467362 0.0366456 0.0333029 201 119 33.0426 0.436684 0.0246625 0.277669 0.28704 0.0608697 203 15 1.03508 0.128829 0.0131966 0.0690053 0.0767026 0.037023 204 184 59.6199 0.760593 0.013767 0.324021 0.280922 0.198961 225 11 0.603191 0.0961947 0.0096131 0.0548355 0.0633269 0.0285759 227 11 0.677086 0.0988027 0.0100926 0.0615533 0.0641294 0.031691 234 9 0.690439 0.136688 0.00994937 0.0767154 0.0811157 0.0495968 260 28 8.32192 0.7725 0.0314341 0.297211 0.225386 0.229483 261 29 6.70757 0.727077 0.0160104 0.231296 0.12198 0.25881 504 72 12.1585 0.769706 0.00761525 0.168868 0.110928 0.163218 514 110 15.2998 0.492798 0.00508032 0.139089 0.129206 0.0988383 145 10 0.663787 0.146884 0.0049802 0.0663787 0.0651323 0.0413739 169 9 0.19599 0.0535545 0.00449204 0.0217767 0.0189359 0.0170541 267 11 1.62965 0.222148 0.0618327 0.14815 0.151408 0.0595306 268 41 3.4622 0.289436 0.000175424 0.0844439 0.0666541 0.0658293 535 90 15.283 0.60477 0.00324908 0.169811 0.1533 0.113516 240 14 2.23502 0.654987 0.00824359 0.159644 0.1241 0.157264 241 5 0.456254 0.17042 0.0269802 0.0912509 0.0796494 0.0543126 281 13 1.31079 0.191483 0.0154642 0.10083 0.109665 0.0573933 266 11 1.37226 0.239684 0.0106295 0.124751 0.144654 0.0884723 538 133 27.2471 0.7115 0.0000251409 0.204865 0.159162 0.179748 245 33 8.60677 0.762109 0.00319152 0.260811 0.191765 0.225823 246 17 5.59657 0.724897 0.0793718 0.32921 0.276206 0.21589 247 8 1.13177 0.176387 0.112836 0.141471 0.135705 0.021752 542 158 20.6243 0.568968 0.000559851 0.130534 0.100901 0.112434 544 140 19.81 0.490642 0.0013603 0.1415 0.120689 0.106793 249 33 2.76831 0.18862 0.00140221 0.0838881 0.0805432 0.0498935 250 42 8.93423 0.739997 0.00430141 0.21272 0.109357 0.208499 565 8 0.410505 0.162322 0.00368247 0.0513131 0.0354846 0.0526494 566 5 0.48418 0.184635 0.040071 0.096836 0.0771373 0.0642941 567 7 0.999945 0.280614 0.0375368 0.142849 0.146494 0.0811387 568 5 0.33381 0.176238 0.000196078 0.066762 0.0498363 0.0657347 545 185 31.1553 0.55059 0.00050381 0.168407 0.126812 0.152175 252 48 4.36889 0.704207 0.0010749 0.0910184 0.0454983 0.136197 253 45 3.62781 0.20382 0.00152758 0.080618 0.0801018 0.04819 1601 42 7.99642 0.492276 0.0117425 0.190391 0.14335 0.135415 -1601 39 4.60815 0.342394 0.000870749 0.118158 0.126721 0.0799211 1602 159 25.6937 0.764368 0.000258914 0.161596 0.0898501 0.193021 -1602 880 73.411 0.683039 0.0000967508 0.0834216 0.0614544 0.100236 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 89.44, 0.70256} {0.65, 109.5, 0.712524} {0.65, 141.4, 0.718345} {0.65, 173.2, 0.747846} {0.65, 223.6, 0.764368} {102, BcdF2dCor} {x, Q, value} {0.45, 7.036, 0.716807} {0.45, 8.093, 0.718547} {0.45, 8.66, 0.803254} {0.55, 3.873, 0.744778} {0.55, 4.123, 0.738369} {0.55, 4.359, 0.715387} {0.55, 6.124, 0.701041} {0.55, 6.557, 0.711938} {0.55, 7.036, 0.78481} {0.55, 7.55, 0.76554} {0.55, 8.093, 0.756688} {0.55, 8.66, 0.746389} {0.55, 9.273, 0.746825} {0.45, 8.66, 0.705155} {0.45, 9.273, 0.714734} {0.45, 9.95, 0.745336} {0.55, 9.273, 0.774802} {0.55, 9.95, 0.745574} {0.55, 10.75, 0.737281} {0.55, 11.73, 0.736223} {0.65, 5.701, 0.828186} {0.65, 6.124, 0.790987} {0.45, 9.95, 0.708584} {0.45, 10.75, 0.713616} {0.45, 11.73, 0.738666} {0.45, 13.23, 0.729785} {0.65, 7.036, 0.779984} {108, cdhswf2} {x, Q, value} {0.45, 3.14, 0.723774} {0.45, 3.581, 0.74293} {0.45, 4.082, 0.759053} {0.45, 4.654, 0.7727} {0.45, 5.307, 0.784051} {0.45, 6.051, 0.793659} {0.45, 6.899, 0.801314} {0.45, 7.865, 0.807718} {0.45, 8.968, 0.813073} {0.45, 10.22, 0.817375} {0.45, 11.66, 0.820631} {0.55, 3.957, 0.929667} {0.55, 4.511, 0.931679} {0.55, 5.144, 0.931318} {0.55, 5.867, 0.929534} {0.55, 6.689, 0.927194} {0.55, 7.626, 0.92427} {0.55, 8.695, 0.920934} {0.55, 9.914, 0.917509} {0.55, 11.3, 0.913993} {0.55, 12.89, 0.910531} {0.65, 4.906, 0.900021} {0.65, 5.594, 0.897237} {0.65, 6.377, 0.894676} {0.65, 7.271, 0.892106} {0.65, 8.291, 0.888862} {0.65, 9.453, 0.886132} {0.65, 10.78, 0.883526} {0.65, 12.29, 0.881117} {0.65, 14.01, 0.879534} {109, cdhswf3} {x, Q, value} {0.45, 3.14, 0.763844} {0.45, 3.581, 0.778837} {0.45, 4.082, 0.792505} {0.45, 4.654, 0.804894} {0.45, 5.307, 0.816163} {0.45, 6.051, 0.826499} {0.45, 6.899, 0.835779} {0.45, 7.865, 0.844499} {0.45, 8.968, 0.85254} {0.45, 10.22, 0.860036} {0.45, 11.66, 0.866945} {0.55, 3.957, 0.955436} {0.55, 4.511, 0.957828} {0.55, 5.144, 0.95942} {0.55, 5.867, 0.961128} {0.55, 6.689, 0.962135} {0.55, 7.626, 0.962903} {0.55, 8.695, 0.963647} {0.55, 9.914, 0.964146} {0.55, 11.3, 0.964559} {0.55, 12.89, 0.964858} {0.65, 4.906, 0.916794} {0.65, 5.594, 0.915664} {0.65, 6.377, 0.91542} {0.65, 7.271, 0.914447} {0.65, 8.291, 0.914209} {0.65, 9.453, 0.913607} {0.65, 10.78, 0.91304} {0.65, 12.29, 0.912568} {0.65, 14.01, 0.911937} {110, ccfrf2.mi} {x, Q, value} {0.125, 7.08, 0.724489} {0.175, 8.912, 0.756576} {0.45, 11.22, 0.830291} {0.55, 8.912, 0.828224} {0.55, 14.12, 0.861244} {111, ccfrf3.md} {x, Q, value} {0.45, 3.55, 0.777918} {0.45, 4.472, 0.801174} {0.45, 5.621, 0.820808} {0.45, 7.078, 0.837534} {0.45, 8.911, 0.852186} {0.45, 11.22, 0.865066} {0.45, 14.12, 0.876589} {0.55, 4.472, 0.957542} {0.55, 5.621, 0.960428} {0.55, 7.078, 0.962412} {0.55, 8.911, 0.963741} {0.55, 11.22, 0.964559} {0.55, 14.12, 0.965088} {0.65, 5.621, 0.916007} {0.65, 7.078, 0.914924} {0.65, 8.911, 0.913883} {0.65, 11.22, 0.91274} {0.75, 7.078, 0.866662} {0.75, 8.911, 0.865721} {0.75, 11.22, 0.864753} {204, e866ppxf} {x, Q, value} {0.6855, 7.93, 0.715057} {0.6928, 8.449, 0.727437} {0.7276, 7.95, 0.733745} {0.7339, 8.43, 0.75375} {0.7731, 7.41, 0.713105} {0.7734, 7.95, 0.746478} {0.7776, 8.42, 0.760593} {0.8301, 11.28, 0.700411} {0.8179, 7.45, 0.719967} {0.8232, 7.93, 0.736029} {0.8331, 8.47, 0.745259} {0.06108, 7.93, 0.715057} {0.06863, 8.449, 0.727437} {0.05784, 7.95, 0.733745} {0.06448, 8.43, 0.75375} {0.04729, 7.41, 0.713105} {0.05442, 7.95, 0.746478} {0.06071, 8.42, 0.760593} {0.102, 11.28, 0.700411} {0.04518, 7.45, 0.719967} {0.05087, 7.93, 0.736029} {0.05734, 8.47, 0.745259} {260, ZyD02a} {x, Q, value} {0.5958, 91.19, 0.730698} {0.6585, 91.19, 0.753284} {0.7277, 91.19, 0.7725} {0.003632, 91.19, 0.730698} {0.003287, 91.19, 0.753284} {0.002974, 91.19, 0.7725} {261, ZyCDF2} {x, Q, value} {0.5391, 91.19, 0.727077} {0.5958, 91.19, 0.710436} {0.004014, 91.19, 0.727077} {0.003632, 91.19, 0.710436} {504, cdf2jtCor2} {x, Q, value} {0.4788, 1400., 0.769706} {538, CMS7jtR7v2} {x, Q, value} {0.03922, 1580., 0.7115} {0.04493, 1810., 0.708319} {0.04801, 1934., 0.709758} {245, LHCb7ZWrap} {x, Q, value} {0.6684, 91.19, 0.715479} {0.8059, 91.19, 0.762109} {0.0002538, 91.19, 0.715479} {0.0002105, 91.19, 0.762109} {246, LHCb8Zeer} {x, Q, value} {0.7052, 91.19, 0.724897} {0.0001842, 91.19, 0.724897} {250, LHCb8WZ} {x, Q, value} {0.7052, 91.19, 0.737373} {0.9055, 91.19, 0.739997} {0.0001842, 91.19, 0.737373} {0.0001434, 91.19, 0.739997} {252, ATL8DY2D} {x, Q, value} {0.01385, 1000., 0.704207} datatype: |Corr(r, f(x,Q))| flavour: 5 <(x) >u +d - - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 731.833 DataMax: 0.960831 DataMin: -6 4.7883 10 DataMean: 0.182003 DataMedian: 0.109309 DataSD: 0.204061 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 109.869 0.814361 4.788E-6 0.0980976 0.062458 0.127716 101 337 94.5722 0.68017 0.000317568 0.28063 0.229857 0.192599 102 250 88.0405 0.884603 0.00368976 0.352162 0.217562 0.281357 104 123 11.1481 0.186938 0.0000171103 0.0906348 0.0945343 0.0556152 108 85 34.9884 0.947089 0.0728384 0.411628 0.1693 0.352152 109 96 36.188 0.959514 0.00314409 0.376958 0.173611 0.354583 110 69 22.414 0.90212 0.0164317 0.324841 0.243201 0.251117 111 86 26.9012 0.960831 0.000494723 0.312805 0.146444 0.328621 124 38 1.40125 0.0868984 0.000296536 0.0368749 0.0381836 0.0284278 125 33 1.61399 0.0781989 0.00781621 0.0489087 0.0526613 0.0201888 126 40 1.57159 0.105934 0.00073103 0.0392898 0.0349793 0.0332854 127 38 1.57539 0.0789693 0.0110787 0.0414575 0.03819 0.0222404 147 47 1.79294 0.100888 0.00271231 0.0381477 0.0296224 0.0295528 201 119 23.0737 0.411235 0.00649762 0.193897 0.187204 0.0539343 203 15 1.00183 0.127215 0.00672974 0.0667887 0.0724495 0.0371463 204 184 57.9251 0.79018 0.00205986 0.31481 0.229385 0.215405 225 11 1.10676 0.183569 0.0107695 0.100615 0.0848492 0.0622071 227 11 1.15357 0.17908 0.0160325 0.10487 0.1094 0.0519737 234 9 0.895106 0.206043 0.00287988 0.0994562 0.086297 0.0845813 260 28 8.72295 0.851257 0.0305615 0.311534 0.227034 0.250298 261 29 7.12986 0.789309 0.00319479 0.245857 0.108223 0.281969 504 72 12.6804 0.815793 0.0027306 0.176117 0.114432 0.173679 514 110 15.3471 0.486805 0.00096009 0.139519 0.125956 0.100469 145 10 0.583138 0.135619 0.00268081 0.0583138 0.0481589 0.0395287 169 9 0.148144 0.0381353 0.00351728 0.0164604 0.0145448 0.0120648 267 11 1.65431 0.236597 0.0508866 0.150392 0.155073 0.0688454 268 41 3.63623 0.291132 0.00153603 0.0886886 0.0793695 0.0717322 535 90 15.9317 0.65326 0.00160107 0.177019 0.154596 0.117946 240 14 2.30659 0.698787 0.0161032 0.164757 0.14603 0.169951 241 5 0.483152 0.156863 0.0415047 0.0966304 0.0782151 0.0492315 281 13 1.75831 0.223974 0.00820593 0.135255 0.149789 0.067576 266 11 1.40615 0.258472 0.00186576 0.127832 0.153204 0.100439 538 133 28.0001 0.766864 0.000645978 0.210527 0.157813 0.190776 245 33 9.50332 0.838988 0.00690558 0.28798 0.175537 0.23728 246 17 5.82494 0.802394 0.0512575 0.342643 0.298647 0.238097 247 8 1.05621 0.167634 0.0924225 0.132026 0.133278 0.0224488 542 158 21.1646 0.622597 0.000490759 0.133953 0.106424 0.120222 544 140 20.5147 0.506545 0.00106175 0.146534 0.123739 0.10887 249 33 3.10215 0.211291 0.00349819 0.0940045 0.0905073 0.0583354 250 42 9.85573 0.808485 0.00458086 0.23466 0.136066 0.219322 565 8 0.483712 0.196937 0.00452696 0.060464 0.0402219 0.0630496 566 5 0.316609 0.160203 0.00416838 0.0633218 0.0388311 0.0640375 567 7 0.85354 0.250577 0.0020329 0.121934 0.113562 0.0788443 568 5 0.375511 0.191501 0.0214638 0.0751023 0.0567382 0.0677873 545 185 34.2607 0.595007 0.000402048 0.185193 0.140584 0.164801 252 48 4.42516 0.744147 0.00209894 0.0921909 0.0410618 0.143176 253 45 3.07507 0.188407 0.00018334 0.0683348 0.0641435 0.0440235 1601 42 8.30738 0.517676 0.00410037 0.197795 0.156013 0.138584 -1601 39 4.61066 0.286499 0.00557302 0.118222 0.12759 0.0660301 1602 159 25.7658 0.814361 0.00106182 0.162049 0.0872217 0.200842 -1602 880 71.1855 0.727206 4.788E-6 0.0808926 0.057636 0.104409 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 70.7, 0.714043} {0.65, 89.44, 0.746352} {0.65, 109.5, 0.759877} {0.65, 141.4, 0.762922} {0.65, 173.2, 0.795152} {0.65, 223.6, 0.814361} {0.65, 109.5, 0.727206} {0.65, 173.2, 0.719676} {102, BcdF2dCor} {x, Q, value} {0.45, 8.66, 0.769023} {0.55, 3.873, 0.821705} {0.55, 4.123, 0.818091} {0.55, 4.359, 0.756792} {0.55, 6.124, 0.717119} {0.55, 6.557, 0.727586} {0.55, 7.036, 0.808382} {0.55, 7.55, 0.799682} {0.55, 8.093, 0.798435} {0.55, 8.66, 0.794091} {0.55, 9.273, 0.79387} {0.65, 7.55, 0.730006} {0.65, 8.093, 0.72869} {0.65, 8.66, 0.763343} {0.65, 9.273, 0.75784} {0.65, 9.95, 0.747329} {0.75, 7.55, 0.722088} {0.75, 8.093, 0.7401} {0.75, 8.66, 0.752822} {0.75, 9.273, 0.765622} {0.75, 9.95, 0.755674} {0.45, 9.95, 0.719689} {0.55, 8.66, 0.715823} {0.55, 9.273, 0.808842} {0.55, 9.95, 0.789178} {0.55, 10.75, 0.787106} {0.55, 11.73, 0.785979} {0.65, 5.701, 0.884603} {0.65, 6.124, 0.851857} {0.65, 9.273, 0.710082} {0.65, 9.95, 0.731673} {0.65, 10.75, 0.717369} {0.65, 11.73, 0.746077} {0.75, 6.557, 0.719867} {0.75, 9.95, 0.708715} {0.75, 10.75, 0.755039} {0.75, 11.73, 0.748293} {0.45, 9.95, 0.702408} {0.45, 10.75, 0.708599} {0.45, 11.73, 0.725136} {0.45, 13.23, 0.724183} {0.55, 15.17, 0.752736} {0.65, 7.036, 0.780532} {0.65, 11.73, 0.700355} {0.65, 13.23, 0.758999} {0.65, 15.17, 0.745541} {0.75, 7.55, 0.731003} {0.75, 11.73, 0.7109} {0.75, 13.23, 0.751807} {0.75, 15.17, 0.755416} {108, cdhswf2} {x, Q, value} {0.45, 4.082, 0.705605} {0.45, 4.654, 0.722685} {0.45, 5.307, 0.737418} {0.45, 6.051, 0.750358} {0.45, 6.899, 0.761188} {0.45, 7.865, 0.770656} {0.45, 8.968, 0.778981} {0.45, 10.22, 0.78608} {0.45, 11.66, 0.792009} {0.55, 3.957, 0.928792} {0.55, 4.511, 0.934346} {0.55, 5.144, 0.937376} {0.55, 5.867, 0.938805} {0.55, 6.689, 0.939257} {0.55, 7.626, 0.938836} {0.55, 8.695, 0.937877} {0.55, 9.914, 0.93655} {0.55, 11.3, 0.935009} {0.55, 12.89, 0.933324} {0.65, 4.906, 0.947089} {0.65, 5.594, 0.946063} {0.65, 6.377, 0.944858} {0.65, 7.271, 0.94353} {0.65, 8.291, 0.94157} {0.65, 9.453, 0.939892} {0.65, 10.78, 0.938243} {0.65, 12.29, 0.936733} {0.65, 14.01, 0.935697} {109, cdhswf3} {x, Q, value} {0.45, 4.654, 0.705536} {0.45, 5.307, 0.719329} {0.45, 6.051, 0.732071} {0.45, 6.899, 0.743631} {0.45, 7.865, 0.754569} {0.45, 8.968, 0.764725} {0.45, 10.22, 0.774335} {0.45, 11.66, 0.783227} {0.55, 3.957, 0.930956} {0.55, 4.511, 0.936361} {0.55, 5.144, 0.940398} {0.55, 5.867, 0.944688} {0.55, 6.689, 0.947696} {0.55, 7.626, 0.950487} {0.55, 8.695, 0.953181} {0.55, 9.914, 0.955483} {0.55, 11.3, 0.957619} {0.55, 12.89, 0.959514} {0.65, 4.906, 0.957268} {0.65, 5.594, 0.957214} {0.65, 6.377, 0.957909} {0.65, 7.271, 0.957893} {0.65, 8.291, 0.958367} {0.65, 9.453, 0.958531} {0.65, 10.78, 0.958687} {0.65, 12.29, 0.958789} {0.65, 14.01, 0.958867} {110, ccfrf2.mi} {x, Q, value} {0.125, 7.08, 0.730383} {0.175, 8.912, 0.739975} {0.45, 11.22, 0.804424} {0.45, 14.12, 0.715467} {0.55, 8.912, 0.875772} {0.55, 14.12, 0.90212} {111, ccfrf3.md} {x, Q, value} {0.45, 4.472, 0.701016} {0.45, 5.621, 0.725043} {0.45, 7.078, 0.745829} {0.45, 8.911, 0.764299} {0.45, 11.22, 0.780804} {0.45, 14.12, 0.795777} {0.55, 4.472, 0.935765} {0.55, 5.621, 0.943031} {0.55, 7.078, 0.948854} {0.55, 8.911, 0.953597} {0.55, 11.22, 0.957504} {0.55, 14.12, 0.960831} {0.65, 5.621, 0.957603} {0.65, 7.078, 0.958086} {0.65, 8.911, 0.958474} {0.65, 11.22, 0.958612} {0.75, 7.078, 0.935049} {0.75, 8.911, 0.934388} {0.75, 11.22, 0.933676} {204, e866ppxf} {x, Q, value} {0.6855, 7.93, 0.717026} {0.6928, 8.449, 0.734876} {0.7242, 7.43, 0.707445} {0.7276, 7.95, 0.749387} {0.7339, 8.43, 0.772909} {0.7824, 11.3, 0.709834} {0.7731, 7.41, 0.741926} {0.7734, 7.95, 0.774836} {0.7776, 8.42, 0.79018} {0.8301, 11.28, 0.74972} {0.8066, 6.94, 0.733015} {0.8179, 7.45, 0.757961} {0.8232, 7.93, 0.77439} {0.8331, 8.47, 0.784478} {0.8646, 11.39, 0.745449} {0.06108, 7.93, 0.717026} {0.06863, 8.449, 0.734876} {0.05076, 7.43, 0.707445} {0.05784, 7.95, 0.749387} {0.06448, 8.43, 0.772909} {0.1086, 11.3, 0.709834} {0.04729, 7.41, 0.741926} {0.05442, 7.95, 0.774836} {0.06071, 8.42, 0.79018} {0.102, 11.28, 0.74972} {0.03976, 6.94, 0.733015} {0.04518, 7.45, 0.757961} {0.05087, 7.93, 0.77439} {0.05734, 8.47, 0.784478} {0.09991, 11.39, 0.745449} {260, ZyD02a} {x, Q, value} {0.5391, 91.19, 0.745207} {0.5958, 91.19, 0.794278} {0.6585, 91.19, 0.826981} {0.7277, 91.19, 0.851257} {0.004014, 91.19, 0.745207} {0.003632, 91.19, 0.794278} {0.003287, 91.19, 0.826981} {0.002974, 91.19, 0.851257} {261, ZyCDF2} {x, Q, value} {0.4414, 91.19, 0.706381} {0.4878, 91.19, 0.74645} {0.5391, 91.19, 0.789309} {0.5958, 91.19, 0.783131} {0.004903, 91.19, 0.706381} {0.004437, 91.19, 0.74645} {0.004014, 91.19, 0.789309} {0.003632, 91.19, 0.783131} {504, cdf2jtCor2} {x, Q, value} {0.4788, 1400., 0.815793} {538, CMS7jtR7v2} {x, Q, value} {0.03659, 1474., 0.742884} {0.03922, 1580., 0.766864} {0.042, 1692., 0.74637} {0.04493, 1810., 0.751781} {0.04801, 1934., 0.753389} {245, LHCb7ZWrap} {x, Q, value} {0.5893, 91.19, 0.733121} {0.6684, 91.19, 0.787998} {0.8059, 91.19, 0.838988} {0.0002879, 91.19, 0.733121} {0.0002538, 91.19, 0.787998} {0.0002105, 91.19, 0.838988} {246, LHCb8Zeer} {x, Q, value} {0.5849, 91.19, 0.739879} {0.7052, 91.19, 0.802394} {0.0002221, 91.19, 0.739879} {0.0001842, 91.19, 0.802394} {250, LHCb8WZ} {x, Q, value} {0.5849, 91.19, 0.716007} {0.7052, 91.19, 0.808485} {0.9055, 91.19, 0.801103} {0.0002221, 91.19, 0.716007} {0.0001842, 91.19, 0.808485} {0.0001434, 91.19, 0.801103} {252, ATL8DY2D} {x, Q, value} {0.01385, 1000., 0.744147} datatype: |Corr(r, f(x,Q))| flavour: 0 〈x 〉(u -d ) - - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 526.655 DataMax: 0.809815 DataMin: 0.000027769 DataMean: 0.130976 DataMedian: 0.0851843 DataSD: 0.136269 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 111.417 0.809815 0.0000324821 0.0994797 0.0589865 0.128409 101 337 83.9924 0.534966 0.0058625 0.249236 0.230385 0.138348 102 250 33.4759 0.358024 0.00132229 0.133904 0.122461 0.0851708 104 123 26.9307 0.560324 0.000793341 0.218949 0.187707 0.161928 108 85 8.34034 0.171356 0.00087849 0.0981217 0.109985 0.0442077 109 96 22.7849 0.785177 0.00134441 0.237342 0.140893 0.223237 110 69 8.36881 0.280995 0.000997024 0.121287 0.111139 0.0817807 111 86 28.7258 0.784523 0.00329694 0.33402 0.188928 0.260953 124 38 1.14182 0.0423489 0.00065013 0.030048 0.0316467 0.00944536 125 33 1.13101 0.0555098 0.00511522 0.0342731 0.0399846 0.0142985 126 40 1.15293 0.0457811 0.00690867 0.0288231 0.026529 0.00992237 127 38 1.2265 0.0625899 0.0021686 0.0322764 0.0331871 0.0196426 147 47 4.46256 0.198419 0.00187241 0.0949481 0.083852 0.0560489 201 119 19.6135 0.319243 0.00273304 0.164819 0.167733 0.0594643 203 15 2.6704 0.338079 0.00478023 0.178027 0.160768 0.120709 204 184 36.8803 0.491858 0.00284245 0.200437 0.191425 0.124681 225 11 0.408207 0.0678716 0.00630381 0.0371097 0.0402841 0.0245772 227 11 0.716667 0.149518 0.0113404 0.0651516 0.0628432 0.0470773 234 9 2.21116 0.298733 0.123451 0.245684 0.259691 0.054559 260 28 10.6083 0.531091 0.00547629 0.378868 0.401271 0.127868 261 29 8.53134 0.502665 0.0435286 0.294184 0.29799 0.143163 504 72 3.56586 0.248714 0.00298525 0.0495258 0.0354975 0.0522605 514 110 4.40665 0.202665 0.000166978 0.0400604 0.02776 0.0395163 145 10 1.10494 0.208757 0.00332643 0.110494 0.102075 0.0691942 169 9 0.503438 0.152328 0.000596597 0.0559376 0.0432103 0.0514592 267 11 1.15145 0.220851 0.00157474 0.104678 0.102019 0.0693421 268 41 6.56343 0.377147 0.0171034 0.160084 0.143862 0.093973 535 90 6.48985 0.236371 0.000900512 0.0721094 0.0589252 0.0564587 240 14 1.92858 0.359595 0.0142952 0.137756 0.116636 0.114934 241 5 0.981929 0.374299 0.0245081 0.196386 0.194952 0.160488 281 13 1.33243 0.273133 0.00379104 0.102495 0.0924371 0.0837913 266 11 1.58233 0.243854 0.0231048 0.143848 0.167162 0.0759112 538 133 6.56282 0.170321 0.0000648008 0.0493445 0.0356702 0.0426083 245 33 6.29018 0.416059 0.000027769 0.190611 0.208362 0.120592 246 17 1.05212 0.140791 0.00109666 0.0618892 0.0546383 0.0385941 247 8 0.949393 0.179144 0.00925809 0.118674 0.14204 0.0629486 542 158 8.63423 0.182193 0.00133572 0.054647 0.0490005 0.0350806 544 140 5.75666 0.167922 0.00104011 0.041119 0.0310782 0.0345132 249 33 4.12948 0.372195 0.00978016 0.125136 0.0848674 0.0990079 250 42 8.24237 0.382872 0.0065862 0.196247 0.192614 0.120864 565 8 1.22752 0.214933 0.0388728 0.15344 0.174752 0.0608711 566 5 0.196464 0.0913193 0.00573394 0.0392928 0.02109 0.0394361 567 7 0.760778 0.213293 0.0404966 0.108683 0.0958779 0.0648011 568 5 0.270093 0.126816 0.0140733 0.0540186 0.0453164 0.0430039 545 185 17.9908 0.24775 0.00160095 0.0972474 0.0943905 0.0635622 252 48 9.19093 0.491379 0.000650424 0.191478 0.195924 0.113099 253 45 10.9991 0.524928 0.000903683 0.244424 0.227663 0.14209 1601 42 12.4247 0.755288 0.0165648 0.295825 0.203022 0.216717 -1601 39 18.3307 0.809815 0.0525163 0.470019 0.394597 0.230434 1602 159 21.1355 0.491917 0.00110851 0.132928 0.081079 0.125542 -1602 880 59.5264 0.389655 0.0000324821 0.0676437 0.0495867 0.0672365 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.032, 44.72, 0.755288} {0.08, 70.7, 0.7416} {0.08, 22.36, 0.726278} {0.13, 22.36, 0.704149} {0.08, 31.62, 0.783152} {0.13, 31.62, 0.733867} {0.08, 38.72, 0.788197} {0.13, 38.72, 0.720794} {0.08, 44.72, 0.809815} {0.13, 44.72, 0.740384} {0.08, 54.77, 0.76648} {0.13, 54.77, 0.715379} {109, cdhswf3} {x, Q, value} {0.045, 2.182, 0.777995} {0.045, 2.488, 0.78131} {0.045, 2.835, 0.783262} {0.045, 3.233, 0.7845} {0.045, 3.686, 0.785177} {0.08, 2.238, 0.732022} {0.08, 2.551, 0.724474} {0.08, 2.909, 0.717057} {0.08, 3.317, 0.709932} {0.08, 3.782, 0.702858} {111, ccfrf3.md} {x, Q, value} {0.035, 2.236, 0.740414} {0.035, 2.811, 0.754871} {0.035, 3.55, 0.765332} {0.035, 4.472, 0.772583} {0.05, 2.236, 0.783893} {0.05, 2.811, 0.784523} {0.05, 3.55, 0.78364} {0.05, 4.472, 0.781266} {0.07, 2.236, 0.759982} {0.07, 2.811, 0.75091} {0.07, 3.55, 0.741527} {0.07, 4.472, 0.732361} {0.07, 5.621, 0.723293} datatype: |Corr(r, f(x,Q))| flavour: 1 〈x 〉(u -d ) - - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 418.343 DataMax: 0.698695 DataMin: 0.0000299477 DataMean: 0.10404 DataMedian: 0.0622534 DataSD: 0.117676 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 94.0038 0.698695 0.0000299477 0.0839319 0.0445014 0.113186 101 337 51.1108 0.466831 0.00127131 0.151664 0.131696 0.0996221 102 250 25.4283 0.226519 0.00164472 0.101713 0.106479 0.0554067 104 123 29.9925 0.526611 0.00325518 0.243842 0.251476 0.138308 108 85 5.58458 0.156816 0.000667133 0.0657009 0.0660614 0.0438211 109 96 17.1969 0.611177 0.0249898 0.179134 0.0634267 0.197693 110 69 6.32394 0.18616 0.00963576 0.0916513 0.0955215 0.04711 111 86 22.2958 0.618078 0.0229933 0.259253 0.164751 0.224549 124 38 0.354088 0.0301587 0.000448653 0.00931811 0.00644016 0.00704251 125 33 1.1094 0.0554938 0.00125895 0.0336182 0.0406212 0.0165922 126 40 0.356544 0.0275303 0.000403593 0.00891359 0.00817481 0.00565909 127 38 1.5215 0.0667632 0.00174656 0.0400394 0.0447978 0.022804 147 47 3.48226 0.160766 0.00626739 0.0740907 0.0725124 0.0431497 201 119 13.3382 0.382804 0.00260589 0.112086 0.0969487 0.0750386 203 15 2.81711 0.27053 0.00910984 0.187807 0.204107 0.0747661 204 184 32.7854 0.465617 0.0000892271 0.178182 0.163837 0.138908 225 11 2.45473 0.442834 0.0797206 0.223157 0.173503 0.143734 227 11 2.24504 0.421165 0.0892313 0.204094 0.139709 0.130236 234 9 1.19462 0.250733 0.0414689 0.132736 0.138969 0.0640393 260 28 7.04486 0.394839 0.0204784 0.251602 0.284656 0.119052 261 29 7.19641 0.401222 0.00819555 0.248152 0.267666 0.120408 504 72 3.0709 0.220703 0.000225337 0.0426513 0.0328986 0.0406694 514 110 4.34971 0.234336 0.0000794172 0.0395428 0.022486 0.0421995 145 10 0.887587 0.155984 0.0179704 0.0887587 0.085616 0.0502186 169 9 0.318088 0.101723 0.00117498 0.0353431 0.0254704 0.0345198 267 11 3.1137 0.460349 0.000612192 0.283064 0.333594 0.176512 268 41 4.07111 0.228933 0.00386537 0.0992953 0.108527 0.0628191 535 90 4.78985 0.18998 0.000231697 0.0532206 0.0455963 0.0364855 240 14 2.26943 0.510258 0.0337979 0.162102 0.128836 0.139118 241 5 1.16847 0.372134 0.0415091 0.233693 0.208465 0.135314 281 13 2.70553 0.443461 0.00257555 0.208118 0.274411 0.185811 266 11 3.03988 0.439578 0.037102 0.276353 0.334077 0.162407 538 133 6.12586 0.100791 0.00155578 0.0460591 0.0470566 0.026447 245 33 4.44979 0.497892 0.00804031 0.134842 0.126335 0.100181 246 17 1.39223 0.159674 0.00198489 0.0818961 0.100045 0.0556248 247 8 1.58291 0.262332 0.0395586 0.197864 0.223724 0.0760177 542 158 6.14662 0.130888 0.00055709 0.0389027 0.0372174 0.0291565 544 140 5.79408 0.162434 0.000261664 0.0413863 0.0324676 0.0336942 249 33 3.78903 0.296155 0.00286779 0.114819 0.0866804 0.0934335 250 42 5.84296 0.512181 0.00538039 0.139118 0.107929 0.110106 565 8 0.970022 0.185198 0.0701375 0.121253 0.119322 0.0324836 566 5 0.124634 0.0438943 0.00274344 0.0249268 0.0261462 0.0158179 567 7 0.470828 0.129345 0.0227482 0.0672611 0.04781 0.0441555 568 5 0.11961 0.0742804 0.00145845 0.023922 0.0139089 0.0293933 545 185 5.56143 0.122626 0.00018659 0.0300618 0.0245414 0.0226226 252 48 10.0383 0.40926 0.00638069 0.20913 0.195007 0.123229 253 45 8.31394 0.514568 0.00131532 0.184754 0.145032 0.144229 1601 42 13.3329 0.539528 0.00397281 0.317451 0.363509 0.152131 -1601 39 19.0019 0.698695 0.0601292 0.487229 0.530812 0.164492 1602 159 14.9586 0.268788 0.000436287 0.0940792 0.0878322 0.0599684 -1602 880 46.7103 0.280224 0.0000299477 0.0530799 0.035336 0.0511835 highlightrange: {{0.7, 1.}} highlighted data datatype: |Corr(r, f(x,Q))| flavour: 2 〈x 〉(u -d ) - - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 454.343 DataMax: 0.834023 DataMin: 0.0000208955 DataMean: 0.112993 DataMedian: 0.0645757 DataSD: 0.129992 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 107.046 0.798737 0.0000208955 0.095577 0.0445426 0.129511 101 337 77.5981 0.624583 0.000796904 0.230261 0.205244 0.156632 102 250 20.593 0.213087 0.000571217 0.0823719 0.0694444 0.0609077 104 123 28.6001 0.834023 0.00334785 0.232521 0.134904 0.242537 108 85 6.42652 0.175191 0.00365882 0.0756061 0.0511946 0.0510726 109 96 15.1918 0.323177 0.0541453 0.158248 0.131787 0.0853456 110 69 4.94181 0.180845 0.000341988 0.0716204 0.0616953 0.0530092 111 86 15.9664 0.3246 0.0141216 0.185656 0.181247 0.0938476 124 38 0.702085 0.0406043 0.000181357 0.0184759 0.0179079 0.0103401 125 33 1.98358 0.0965777 0.00367911 0.0601086 0.0677295 0.0320941 126 40 0.920091 0.0542975 0.00440035 0.0230023 0.0178091 0.0147185 127 38 1.93996 0.111992 0.000572479 0.0510517 0.0424146 0.0402046 147 47 2.46014 0.108672 0.000600879 0.0523434 0.0547222 0.0298179 201 119 9.17747 0.506623 0.00398623 0.0771216 0.0397801 0.0919858 203 15 1.20469 0.161301 0.00709544 0.0803127 0.0749711 0.0627996 204 184 47.0873 0.558085 0.00926375 0.255909 0.242288 0.151094 225 11 2.09388 0.52797 0.0129857 0.190353 0.086376 0.19152 227 11 1.9653 0.520555 0.022859 0.178663 0.0634586 0.178748 234 9 1.14619 0.283362 0.0010575 0.127355 0.132978 0.0777508 260 28 1.85089 0.110111 0.0135115 0.0661031 0.0677291 0.0290023 261 29 2.34337 0.244776 0.00151601 0.0808057 0.0711221 0.0544929 504 72 6.19528 0.343914 0.00252391 0.0860455 0.0574023 0.0737453 514 110 5.57403 0.312262 0.000331752 0.050673 0.0355306 0.0487194 145 10 0.64266 0.113167 0.007997 0.064266 0.0738292 0.0382149 169 9 0.146728 0.030336 0.000555902 0.0163031 0.0182168 0.00859157 267 11 3.00284 0.356255 0.0581811 0.272986 0.329819 0.101446 268 41 4.36397 0.210115 0.00188168 0.106438 0.108442 0.0602225 535 90 5.35354 0.279323 0.000534694 0.0594837 0.0546195 0.0436294 240 14 2.68901 0.695953 0.00462967 0.192072 0.155969 0.194786 241 5 1.41846 0.501348 0.0703774 0.283692 0.295375 0.199707 281 13 4.0022 0.617668 0.0268374 0.307862 0.379068 0.208822 266 11 2.64756 0.342653 0.0394267 0.240688 0.284214 0.103429 538 133 8.4665 0.209721 0.000621234 0.0636579 0.0543811 0.0474299 245 33 5.05922 0.710475 0.0105432 0.15331 0.105379 0.151648 246 17 1.7156 0.183379 0.0047111 0.100918 0.0955086 0.0518064 247 8 1.43247 0.222754 0.0316595 0.179059 0.198781 0.0625748 542 158 7.1664 0.207459 0.000210602 0.0453569 0.0358852 0.0378987 544 140 7.85428 0.158723 0.0000252037 0.056102 0.0526796 0.0386845 249 33 3.21843 0.243736 0.00241543 0.0975281 0.0930659 0.074763 250 42 7.01138 0.678041 0.00834562 0.166938 0.131601 0.156227 565 8 0.500674 0.0765929 0.037073 0.0625842 0.0651775 0.0131909 566 5 0.154986 0.0650146 0.00562916 0.0309973 0.0350989 0.0239674 567 7 0.414242 0.167984 0.0125272 0.0591774 0.0400318 0.056207 568 5 0.13524 0.0558336 0.00914447 0.0270479 0.017537 0.018779 545 185 9.46208 0.206976 0.000276972 0.0511464 0.0402666 0.0446407 252 48 8.78186 0.539969 0.0157535 0.182955 0.137186 0.140646 253 45 5.69448 0.38174 0.00048579 0.126544 0.0907923 0.103713 1601 42 11.7591 0.717645 0.00676387 0.279978 0.244799 0.226387 -1601 39 12.3549 0.798737 0.0376302 0.316792 0.24296 0.210689 1602 159 23.4856 0.546407 0.00545692 0.147708 0.0936262 0.148118 -1602 880 59.4467 0.54602 0.0000208955 0.0675531 0.0361005 0.0895872 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.4, 89.44, 0.717645} {0.4, 38.72, 0.798737} {0.4, 54.77, 0.770087} {0.4, 70.7, 0.762689} {0.4, 89.44, 0.761924} {104, NmcRatCor} {x, Q, value} {0.45, 3.367, 0.751536} {0.45, 4.446, 0.786983} {0.45, 5.16, 0.800263} {0.45, 5.958, 0.821374} {0.45, 6.875, 0.828177} {0.45, 7.978, 0.834023} {0.45, 9.902, 0.799829} {0.55, 4.442, 0.736463} {0.55, 5.16, 0.746578} {0.55, 5.964, 0.739265} {0.55, 6.867, 0.753511} {0.55, 7.972, 0.767737} {0.55, 9.941, 0.761085} {245, LHCb7ZWrap} {x, Q, value} {0.8051, 80.39, 0.710475} {0.0001638, 80.39, 0.710475} datatype: |Corr(r, f(x,Q))| flavour: 3 〈x 〉(u -d ) - - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 474.691 DataMax: 0.89411 DataMin: 0.0000359637 DataMean: 0.118053 DataMedian: 0.0681804 DataSD: 0.141968 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 108.219 0.734484 0.0000359637 0.0966237 0.0467564 0.141034 101 337 94.7106 0.665078 0.000372812 0.28104 0.252074 0.186731 102 250 25.6382 0.246265 0.000107805 0.102553 0.092757 0.0619581 104 123 27.3276 0.89411 0.0017146 0.222175 0.100989 0.27609 108 85 8.28362 0.191682 0.00129192 0.0974544 0.116039 0.0572587 109 96 14.88 0.174193 0.0779798 0.155 0.158673 0.0188523 110 69 7.59986 0.214724 0.00498127 0.110143 0.112389 0.0565318 111 86 12.6036 0.207964 0.0006117 0.146554 0.158833 0.0395656 124 38 1.10759 0.05679 0.00156473 0.0291471 0.0317919 0.0144301 125 33 2.25785 0.100912 0.00404421 0.0684198 0.0783748 0.0319274 126 40 1.40003 0.074156 0.000705188 0.0350008 0.0306888 0.0211577 127 38 2.11922 0.119398 0.00428444 0.0557689 0.0487188 0.0419405 147 47 2.19735 0.0886176 0.00162788 0.0467521 0.041975 0.0253265 201 119 6.68189 0.497249 0.000145162 0.0561504 0.0167681 0.088754 203 15 0.740304 0.0815994 0.000675405 0.0493536 0.0571966 0.027647 204 184 53.1326 0.636754 0.00959053 0.288764 0.257502 0.176516 225 11 1.69293 0.434175 0.011371 0.153903 0.0901755 0.134697 227 11 1.71035 0.434384 0.0249569 0.155486 0.104046 0.124278 234 9 0.884355 0.201352 0.0140233 0.0982617 0.109673 0.0531302 260 28 1.43364 0.123142 0.00264933 0.0512015 0.050623 0.021706 261 29 1.24482 0.126918 0.00163783 0.0429248 0.0415165 0.0260296 504 72 7.13602 0.402305 0.00370214 0.0991114 0.0687478 0.0861535 514 110 6.14688 0.341301 0.000432926 0.0558807 0.0401191 0.0533589 145 10 0.576586 0.097456 0.00526091 0.0576586 0.0626884 0.032752 169 9 0.169347 0.0264247 0.000472641 0.0188164 0.0224133 0.00905788 267 11 2.42288 0.254418 0.126802 0.220262 0.236716 0.0397153 268 41 3.50002 0.194704 0.00821807 0.0853663 0.0982271 0.0482656 535 90 5.73182 0.277774 0.003013 0.0636869 0.0593144 0.0439849 240 14 2.36016 0.645191 0.00151058 0.168583 0.115713 0.178425 241 5 1.20218 0.462659 0.0336972 0.240437 0.234672 0.184774 281 13 3.55704 0.610394 0.00610672 0.273618 0.30543 0.190835 266 11 1.98351 0.238064 0.0572168 0.180319 0.188509 0.0524066 538 133 8.59511 0.240926 0.00427561 0.0646249 0.0516927 0.0521256 245 33 4.72637 0.672629 0.0166772 0.143223 0.107124 0.139314 246 17 1.87415 0.200394 0.00724436 0.110244 0.0948985 0.053486 247 8 1.20979 0.181959 0.0459779 0.151224 0.165164 0.0439668 542 158 7.3249 0.213131 0.00165173 0.0463601 0.0377066 0.0390203 544 140 8.04132 0.176288 0.000492568 0.057438 0.0533599 0.0405163 249 33 2.39669 0.19119 0.00068471 0.072627 0.0590887 0.0568655 250 42 6.3651 0.609411 0.00254685 0.15155 0.111062 0.139056 565 8 0.25922 0.0640345 0.00168465 0.0324024 0.0304252 0.0182412 566 5 0.143252 0.0501872 0.00126741 0.0286503 0.0338926 0.0188839 567 7 0.37982 0.170779 0.0143856 0.0542599 0.0205268 0.0588465 568 5 0.17191 0.0582536 0.0168726 0.0343819 0.0284496 0.0180587 545 185 10.9436 0.246115 0.000716434 0.0591547 0.0425336 0.053313 252 48 7.27703 0.555931 0.00589564 0.151605 0.0915814 0.148862 253 45 4.33159 0.297883 0.000479719 0.0962575 0.080062 0.0763391 1601 42 10.7672 0.734484 0.00691937 0.256361 0.140147 0.252347 -1601 39 7.97444 0.732362 0.034914 0.204473 0.11514 0.211044 1602 159 25.2979 0.688405 0.000733285 0.159106 0.0788359 0.185728 -1602 880 64.1791 0.615873 0.0000359637 0.0729308 0.038759 0.105934 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.4, 38.72, 0.709968} {0.4, 54.77, 0.724065} {0.4, 70.7, 0.713923} {0.65, 70.7, 0.717529} {0.4, 89.44, 0.734484} {0.4, 122.5, 0.704929} {0.4, 38.72, 0.718936} {0.4, 54.77, 0.718714} {0.4, 70.7, 0.711944} {0.4, 89.44, 0.732362} {104, NmcRatCor} {x, Q, value} {0.45, 3.367, 0.72665} {0.45, 4.446, 0.785335} {0.45, 5.16, 0.808652} {0.45, 5.958, 0.826483} {0.45, 6.875, 0.836494} {0.45, 7.978, 0.849225} {0.45, 9.902, 0.818876} {0.55, 3.854, 0.819383} {0.55, 4.442, 0.865358} {0.55, 5.16, 0.878301} {0.55, 5.964, 0.875175} {0.55, 6.867, 0.88519} {0.55, 7.972, 0.89411} {0.55, 9.941, 0.891207} {0.675, 5.147, 0.755939} {0.675, 5.95, 0.743616} {0.675, 6.858, 0.744935} {0.675, 7.971, 0.74462} {0.675, 9.951, 0.738444} datatype: |Corr(r, f(x,Q))| flavour: 4 〈x 〉(u -d ) - - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 478.197 DataMax: 0.924647 DataMin: 0.0000224877 DataMean: 0.118925 DataMedian: 0.0676952 DataSD: 0.147156 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 104.568 0.796798 0.0000526986 0.0933641 0.0450262 0.144138 101 337 100.406 0.708594 0.0016242 0.297939 0.255642 0.204788 102 250 29.0881 0.253492 0.00391847 0.116352 0.12211 0.0646229 104 123 27.3793 0.924647 0.000183369 0.222596 0.0953522 0.279782 108 85 10.0133 0.185964 0.0187727 0.117803 0.141992 0.0511121 109 96 14.253 0.191558 0.0120423 0.148469 0.170115 0.0504983 110 69 9.0574 0.243378 0.00840102 0.131267 0.126952 0.0638152 111 86 11.1641 0.205528 0.0020652 0.129815 0.155455 0.0597029 124 38 1.34694 0.0696932 0.000880824 0.0354459 0.0391934 0.0172487 125 33 2.30238 0.101628 0.00590556 0.0697692 0.079935 0.0299732 126 40 1.6753 0.0820133 0.000137679 0.0418825 0.0381888 0.0238949 127 38 2.15078 0.118189 0.00515505 0.0565995 0.0503921 0.0406769 147 47 2.07963 0.08341 0.000303511 0.0442475 0.0406663 0.0243394 201 119 5.61897 0.461119 0.0000382 0.0472182 0.0164172 0.0796282 203 15 0.639521 0.0918709 0.00391955 0.0426347 0.0382953 0.0342985 204 184 54.788 0.647596 0.000384778 0.297761 0.265488 0.190903 225 11 1.3826 0.338562 0.0063726 0.125691 0.0960224 0.0917937 227 11 1.42362 0.341817 0.0429764 0.12942 0.104997 0.0855901 234 9 0.652802 0.129976 0.0165558 0.0725335 0.0786927 0.035022 260 28 2.69543 0.134291 0.0156235 0.0962654 0.1065 0.0316129 261 29 2.21315 0.148048 0.00315891 0.0763156 0.0825776 0.0439344 504 72 7.38295 0.419354 0.000489107 0.102541 0.0714355 0.0888053 514 110 6.29364 0.349192 0.000140525 0.0572149 0.042793 0.055021 145 10 0.539117 0.0909223 0.00536683 0.0539117 0.0573594 0.030634 169 9 0.165704 0.0261083 0.00099433 0.0184116 0.0219931 0.00893433 267 11 2.01312 0.191438 0.170075 0.183011 0.184458 0.00658262 268 41 2.79543 0.178578 0.00173008 0.0681812 0.0771004 0.0421885 535 90 5.87529 0.25388 0.000895435 0.065281 0.0617947 0.0419443 240 14 2.0839 0.561542 0.00273289 0.14885 0.103304 0.151025 241 5 0.956629 0.403836 0.0308946 0.191326 0.164267 0.160257 281 13 2.93043 0.568932 0.0535608 0.225418 0.219024 0.171848 266 11 1.5724 0.168843 0.1183 0.142945 0.144922 0.0146582 538 133 8.35701 0.243409 0.00117626 0.0628347 0.050439 0.0519771 245 33 4.19178 0.594203 0.00564825 0.127024 0.0889733 0.122614 246 17 2.01586 0.216086 0.0137381 0.11858 0.116987 0.0630495 247 8 1.06943 0.157589 0.0478782 0.133678 0.144047 0.0356277 542 158 7.27561 0.202112 0.000180159 0.0460482 0.039164 0.0380261 544 140 8.04787 0.176935 0.000652652 0.0574848 0.0494321 0.0400268 249 33 1.93412 0.166737 0.0000898755 0.0586096 0.0433087 0.0493506 250 42 5.49929 0.515387 0.00288353 0.130936 0.0962515 0.117894 565 8 0.23829 0.0582149 0.00724873 0.0297863 0.0290447 0.0149545 566 5 0.127944 0.0353642 0.00833788 0.0255888 0.0294807 0.010845 567 7 0.362565 0.160957 0.000874526 0.051795 0.030943 0.0545192 568 5 0.191039 0.0628296 0.0207926 0.0382077 0.0323378 0.0187002 545 185 11.2518 0.249822 0.0000444198 0.0608208 0.0456751 0.0541399 252 48 6.48646 0.574016 0.0000224877 0.135135 0.0638288 0.148555 253 45 3.64199 0.259511 0.000392229 0.0809331 0.055301 0.0629041 1601 42 10.2475 0.796798 0.00725332 0.243988 0.120416 0.25463 -1601 39 5.73386 0.661705 0.00173527 0.147022 0.0718323 0.198339 1602 159 25.1476 0.742306 0.00130513 0.158161 0.0777025 0.195519 -1602 880 63.4389 0.665092 0.0000526986 0.0720897 0.039082 0.111479 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 70.7, 0.796798} {0.65, 89.44, 0.748317} {0.65, 122.5, 0.709652} {0.65, 22.36, 0.742306} {0.65, 54.77, 0.708827} {101, BcdF2pCor} {x, Q, value} {0.55, 9.273, 0.708594} {104, NmcRatCor} {x, Q, value} {0.45, 4.446, 0.717924} {0.45, 5.16, 0.747572} {0.45, 5.958, 0.764164} {0.45, 6.875, 0.776964} {0.45, 7.978, 0.794186} {0.45, 9.902, 0.766457} {0.55, 3.854, 0.852673} {0.55, 4.442, 0.895319} {0.55, 5.16, 0.912156} {0.55, 5.964, 0.911745} {0.55, 6.867, 0.919133} {0.55, 7.972, 0.924093} {0.55, 9.941, 0.924647} {0.675, 5.147, 0.840375} {0.675, 5.95, 0.831787} {0.675, 6.858, 0.833856} {0.675, 7.971, 0.83398} {0.675, 9.951, 0.829326} datatype: |Corr(r, f(x,Q))| flavour: 5 〈x 〉(u -d ) - - Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 480.217 DataMax: 0.924344 DataMin: -6 2.66898 10 DataMean: 0.119427 DataMedian: 0.0662644 DataSD: 0.149391 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 102.044 0.83716 0.0000165608 0.091111 0.0440012 0.144285 101 337 102.391 0.724121 0.00373459 0.303831 0.238775 0.215752 102 250 31.218 0.26494 0.0000895106 0.124872 0.140641 0.0693325 104 123 27.7554 0.924344 0.00139115 0.225654 0.127334 0.275266 108 85 11.1137 0.185366 0.0385706 0.130749 0.160264 0.050402 109 96 14.3624 0.212285 0.00738575 0.149609 0.172291 0.0599563 110 69 9.87112 0.271483 0.0196637 0.14306 0.143949 0.0711406 111 86 11.183 0.212851 0.00137926 0.130035 0.146802 0.0671285 124 38 1.49009 0.0762348 0.00135771 0.0392129 0.0428668 0.0184482 125 33 2.28273 0.0999633 0.00685237 0.0691738 0.0792668 0.0284563 126 40 1.83199 0.0854565 0.00480138 0.0457997 0.0413424 0.0249257 127 38 2.12861 0.115402 0.0034983 0.056016 0.0505849 0.0392687 147 47 1.98674 0.0811687 0.000344051 0.042271 0.0420146 0.0240795 201 119 4.86854 0.428619 2.669E-6 0.0409121 0.0154003 0.0732655 203 15 0.864691 0.102641 0.0113295 0.0576461 0.0508557 0.0319527 204 184 55.2613 0.640969 0.00105352 0.300333 0.265522 0.197791 225 11 1.196 0.26826 0.0169092 0.108727 0.0969549 0.0644559 227 11 1.19764 0.272676 0.00651858 0.108877 0.0935621 0.0661792 234 9 0.481408 0.0826808 0.00138851 0.0534897 0.0652362 0.0261001 260 28 3.38279 0.170819 0.0247201 0.120814 0.128051 0.0428541 261 29 2.81586 0.188766 0.000174253 0.0970988 0.104654 0.0601484 504 72 7.49183 0.426644 0.000132134 0.104053 0.0738885 0.0898196 514 110 6.34934 0.349707 0.000335065 0.0577213 0.0462627 0.0557193 145 10 0.507503 0.0869527 0.00250201 0.0507503 0.0538317 0.0298444 169 9 0.153493 0.0245372 0.00163398 0.0170548 0.0195439 0.00795435 267 11 1.7617 0.195044 0.133587 0.160154 0.161033 0.0186427 268 41 2.43606 0.166924 0.000036716 0.0594161 0.0625099 0.0401249 535 90 5.99244 0.229301 0.00137627 0.0665826 0.0673152 0.0405271 240 14 1.99301 0.490434 0.0122013 0.142358 0.105208 0.124547 241 5 0.773256 0.355762 0.0286321 0.154651 0.1127 0.141611 281 13 2.41343 0.530339 0.0230099 0.185648 0.144654 0.162328 266 11 1.32122 0.153491 0.0960263 0.120111 0.118053 0.0171388 538 133 8.2344 0.244888 0.000234114 0.0619128 0.051824 0.0520226 245 33 3.90804 0.525436 0.000172046 0.118425 0.0867914 0.109944 246 17 2.15667 0.228536 0.0216247 0.126863 0.130782 0.0705975 247 8 0.984836 0.142877 0.048115 0.123104 0.131269 0.0310653 542 158 7.28241 0.200054 0.0000868516 0.0460912 0.0389661 0.0375255 544 140 8.10112 0.176145 0.000396747 0.0578651 0.0512536 0.0396244 249 33 1.83019 0.15657 0.000510106 0.0554602 0.0481359 0.0454667 250 42 5.0224 0.438776 0.00281105 0.119581 0.083692 0.102452 565 8 0.263897 0.0532129 0.00957853 0.0329871 0.028543 0.0164293 566 5 0.113496 0.0271132 0.0122925 0.0226991 0.0253758 0.0061295 567 7 0.371241 0.150884 0.01184 0.0530344 0.0399368 0.0473468 568 5 0.197284 0.0650034 0.0198527 0.0394567 0.0332054 0.0194845 545 185 11.5013 0.252351 0.000281184 0.0621693 0.0486694 0.0545825 252 48 6.07996 0.578742 0.000261401 0.126666 0.0633142 0.146812 253 45 3.24886 0.237063 0.00147079 0.0721969 0.0515578 0.0558545 1601 42 9.87386 0.83716 0.0152457 0.235092 0.115056 0.254027 -1601 39 5.10352 0.596656 0.00125972 0.130859 0.065671 0.177355 1602 159 24.714 0.764337 0.000409842 0.155434 0.075038 0.19796 -1602 880 62.353 0.696822 0.0000165608 0.0708556 0.0384238 0.11344 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 70.7, 0.83716} {0.65, 89.44, 0.793929} {0.65, 122.5, 0.757638} {0.65, 22.36, 0.764337} {0.65, 54.77, 0.73214} {101, BcdF2pCor} {x, Q, value} {0.55, 9.273, 0.724121} {104, NmcRatCor} {x, Q, value} {0.45, 5.958, 0.700727} {0.45, 6.875, 0.715498} {0.45, 7.978, 0.7354} {0.45, 9.902, 0.709384} {0.55, 3.854, 0.850408} {0.55, 4.442, 0.891821} {0.55, 5.16, 0.911812} {0.55, 5.964, 0.913142} {0.55, 6.867, 0.918931} {0.55, 7.972, 0.921323} {0.55, 9.941, 0.924344} {0.675, 5.147, 0.878938} {0.675, 5.95, 0.872803} {0.675, 6.858, 0.874703} {0.675, 7.971, 0.874992} {0.675, 9.951, 0.871175} datatype: |Corr(r, f(x,Q))| flavour: 0 〈x 〉T8 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 360.37 DataMax: 0.878465 DataMin: -6 9.45621 10 DataMean: 0.089622 DataMedian: 0.0519277 DataSD: 0.121013 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 58.1614 0.514986 0.0000598105 0.0519299 0.040879 0.0472723 101 337 10.2283 0.146156 9.456E-6 0.030351 0.0243231 0.0243652 102 250 8.41762 0.152137 0.0000698138 0.0336705 0.0242805 0.0314387 104 123 5.32798 0.17304 0.000878888 0.0433169 0.0324103 0.0366446 108 85 4.94948 0.252967 0.000465159 0.0582292 0.0386728 0.0638975 109 96 1.19604 0.0186495 0.0000127498 0.0124587 0.0138907 0.00528129 110 69 9.38053 0.474426 0.0103179 0.13595 0.121081 0.0974101 111 86 1.08821 0.0189339 0.000241029 0.0126536 0.0146864 0.00552195 124 38 17.8335 0.846004 0.0660653 0.469302 0.48703 0.254273 125 33 16.0525 0.878465 0.0593926 0.486441 0.595429 0.287918 126 40 21.2458 0.799552 0.297536 0.531144 0.479545 0.135705 127 38 13.9929 0.74312 0.0273008 0.368233 0.448225 0.232081 147 47 2.79163 0.303978 0.00133984 0.0593963 0.0470742 0.0532594 201 119 19.8946 0.221623 0.016022 0.167182 0.177081 0.0425585 203 15 0.573273 0.137351 0.00378418 0.0382182 0.0334436 0.0313453 204 184 13.5823 0.237076 0.000312868 0.073817 0.0656189 0.0566094 225 11 0.577233 0.0860288 0.00414279 0.0524757 0.0540034 0.026595 227 11 0.618078 0.0891228 0.00416908 0.0561889 0.0571196 0.0262353 234 9 0.741547 0.129089 0.0077874 0.0823942 0.0996518 0.0470894 260 28 7.01587 0.392661 0.0352858 0.250567 0.26133 0.0974079 261 29 5.50363 0.378523 0.0351536 0.18978 0.174751 0.0908748 504 72 6.10838 0.275144 0.00280657 0.0848387 0.0803716 0.0512236 514 110 11.884 0.23659 0.00123378 0.108037 0.118714 0.0547768 145 10 0.717491 0.133984 0.000834204 0.0717491 0.0729988 0.0423702 169 9 0.9622 0.132517 0.0553511 0.106911 0.113862 0.0271955 267 11 0.885527 0.124535 0.0175307 0.0805024 0.0883778 0.0311613 268 41 15.4674 0.694661 0.0180832 0.377254 0.404515 0.199849 535 90 7.7626 0.223507 0.00207642 0.0862511 0.0807789 0.0555689 240 14 2.08 0.452868 0.00849346 0.148572 0.113163 0.131227 241 5 0.604203 0.182873 0.0666976 0.120841 0.133738 0.0473936 281 13 0.937655 0.110849 0.0293358 0.0721273 0.0746902 0.027993 266 11 1.02188 0.145861 0.0200801 0.0928978 0.110711 0.0432835 538 133 7.29273 0.232264 0.000020358 0.0548326 0.0436921 0.0474262 245 33 4.67956 0.292302 0.0015461 0.141805 0.139441 0.079385 246 17 3.14832 0.297272 0.0227244 0.185195 0.196994 0.0897859 247 8 1.36334 0.277832 0.0811842 0.170417 0.161849 0.0767316 542 158 11.1236 0.172043 0.00132109 0.0704026 0.064654 0.0475348 544 140 10.5691 0.181944 0.000220521 0.0754932 0.0718389 0.0477194 249 33 10.127 0.684949 0.00325071 0.306879 0.331582 0.194892 250 42 5.87614 0.365032 0.00632169 0.139908 0.0806735 0.116616 565 8 1.07212 0.251606 0.0167318 0.134015 0.123023 0.0702976 566 5 0.476355 0.218008 0.00109116 0.0952709 0.0700283 0.089135 567 7 1.0198 0.218823 0.0514125 0.145686 0.121204 0.0693529 568 5 0.284285 0.150638 0.0128406 0.0568571 0.0314861 0.0567558 545 185 11.4835 0.175126 0.000210019 0.0620727 0.0573367 0.0437965 252 48 15.0673 0.536265 0.000576478 0.313902 0.361939 0.173151 253 45 9.18303 0.367034 0.00495538 0.204067 0.205485 0.111525 1601 42 3.73503 0.514986 0.00173373 0.0889292 0.0499218 0.106502 -1601 39 4.24141 0.35318 0.00141459 0.108754 0.0892187 0.0977765 1602 159 7.42961 0.135283 0.00167055 0.0467271 0.0372924 0.0338131 -1602 880 42.7554 0.310424 0.0000598105 0.0485857 0.039278 0.038369 highlightrange: {{0.7, 1.}} highlighted data {124, NuTvNuChXN} {x, Q, value} {0.101, 2.328, 0.734791} {0.101, 3.055, 0.753721} {0.101, 3.592, 0.737911} {0.101, 3.271, 0.817746} {0.101, 4.293, 0.812286} {0.101, 5.046, 0.792783} {0.101, 3.894, 0.846004} {0.101, 5.11, 0.840494} {0.021, 2.739, 0.729137} {0.101, 6.007, 0.823593} {125, NuTvNbChXN} {x, Q, value} {0.072, 2.468, 0.766589} {0.072, 2.857, 0.718912} {0.072, 2.603, 0.810077} {0.114, 3.276, 0.737471} {0.072, 3.353, 0.727966} {0.114, 4.219, 0.807342} {0.114, 4.884, 0.808253} {0.114, 4.115, 0.851943} {0.114, 5.299, 0.878465} {0.015, 2.225, 0.828452} {0.114, 6.135, 0.874233} {126, CcfrNuChXN} {x, Q, value} {0.1, 2.563, 0.734604} {0.1, 3.421, 0.732355} {0.1, 4.041, 0.719196} {0.1, 3.55, 0.773537} {0.1, 4.737, 0.767678} {0.1, 5.595, 0.756939} {0.1, 4.469, 0.799552} {0.1, 5.965, 0.796566} {0.1, 7.044, 0.784507} {127, CcfrNbChXN} {x, Q, value} {0.018, 2.085, 0.705999} {0.018, 2.313, 0.71715} {0.018, 2.683, 0.74312} datatype: |Corr(r, f(x,Q))| flavour: 1 〈x 〉T8 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 425.909 DataMax: 0.698767 DataMin: 0.000074217 DataMean: 0.105921 DataMedian: 0.0808167 DataSD: 0.101502 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 101.372 0.578755 0.000129686 0.0905106 0.075875 0.0727704 101 337 42.9592 0.355792 0.000074217 0.127475 0.111055 0.0905427 102 250 43.4899 0.495361 0.00201633 0.17396 0.154267 0.119929 104 123 12.0628 0.224888 0.0134616 0.0980713 0.0872358 0.0505999 108 85 11.9712 0.34117 0.00684317 0.140837 0.140299 0.0704559 109 96 8.89062 0.16397 0.0019283 0.0926107 0.090106 0.0513931 110 69 8.2937 0.488179 0.00404018 0.120199 0.112973 0.0917153 111 86 6.5088 0.163377 0.00121873 0.0756837 0.0662767 0.0522654 124 38 11.1413 0.471476 0.00579643 0.293192 0.323465 0.156672 125 33 10.7799 0.546329 0.0271146 0.326663 0.380165 0.15233 126 40 14.7656 0.472006 0.226516 0.369141 0.376957 0.0756515 127 38 16.7905 0.698767 0.0170052 0.441856 0.504959 0.221326 147 47 2.6579 0.103544 0.00096471 0.056551 0.0597238 0.0299791 201 119 11.7362 0.14472 0.023537 0.0986234 0.0981907 0.0194973 203 15 0.368135 0.048859 0.00125239 0.0245423 0.022135 0.0143124 204 184 11.6119 0.121003 0.000127119 0.0631083 0.0696724 0.0325989 225 11 1.09744 0.130649 0.0461677 0.0997675 0.103824 0.0278494 227 11 1.23773 0.150688 0.0514501 0.112521 0.116276 0.031984 234 9 1.29062 0.159036 0.107949 0.143402 0.146539 0.0157928 260 28 1.65569 0.0875569 0.00834765 0.0591319 0.0641666 0.024806 261 29 1.36744 0.0732917 0.0178016 0.0471533 0.0484939 0.0134575 504 72 3.89994 0.162766 0.000821028 0.0541658 0.0419172 0.0457646 514 110 7.60242 0.182422 0.000420628 0.069113 0.0651139 0.0401171 145 10 0.486098 0.0818851 0.0197881 0.0486098 0.049178 0.0235474 169 9 0.639145 0.0775587 0.0596782 0.0710161 0.0727044 0.00626843 267 11 0.851639 0.135519 0.0189267 0.0774218 0.0761281 0.0401933 268 41 3.57141 0.455479 0.00406723 0.0871075 0.0695802 0.0908919 535 90 7.84253 0.281652 0.000684348 0.0871393 0.0828254 0.0510179 240 14 1.67265 0.368218 0.0168124 0.119475 0.0815556 0.110125 241 5 0.287298 0.0889522 0.0215688 0.0574596 0.0607783 0.0285078 281 13 0.827144 0.172646 0.000981714 0.0636265 0.0727742 0.0458131 266 11 0.984083 0.148152 0.0156473 0.089462 0.0931349 0.049101 538 133 5.62998 0.172354 0.000705632 0.0423307 0.0372146 0.0334676 245 33 3.65077 0.264667 0.00665243 0.110629 0.0993137 0.0748506 246 17 2.84986 0.252222 0.0371416 0.167639 0.175423 0.0679893 247 8 1.59771 0.269839 0.0914473 0.199714 0.215785 0.0651424 542 158 8.68497 0.163919 0.000633827 0.0549682 0.0514792 0.0340119 544 140 8.67502 0.183119 0.000298201 0.0619644 0.054976 0.0396803 249 33 2.44805 0.174621 0.00106224 0.0741833 0.063823 0.0559305 250 42 3.39842 0.225664 0.000311949 0.0809149 0.0554305 0.066065 565 8 1.51583 0.333357 0.0919571 0.189478 0.183563 0.0847457 566 5 0.448979 0.107299 0.0474252 0.0897958 0.0968173 0.0241112 567 7 0.783117 0.16348 0.0459546 0.111874 0.137925 0.0470137 568 5 0.387305 0.11396 0.0136215 0.077461 0.0827509 0.0399046 545 185 9.12307 0.165632 0.0005085 0.0493139 0.0369922 0.0389011 252 48 14.2732 0.639873 0.0197464 0.297359 0.299718 0.156549 253 45 11.7301 0.671583 0.00125061 0.260669 0.204877 0.197059 1601 42 10.0198 0.477515 0.0119442 0.238567 0.229525 0.133297 -1601 39 7.33709 0.578755 0.00210634 0.188131 0.190429 0.138078 1602 159 15.6692 0.22491 0.000700969 0.0985484 0.0928645 0.0553484 -1602 880 68.3458 0.24612 0.000129686 0.0776656 0.0679268 0.0537651 highlightrange: {{0.7, 1.}} highlighted data datatype: |Corr(r, f(x,Q))| flavour: 2 〈x 〉T8 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 468.898 DataMax: 0.80261 DataMin: 0.0000171247 DataMean: 0.116612 DataMedian: 0.0832132 DataSD: 0.114032 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 74.06 0.479719 0.0000171247 0.066125 0.0513557 0.0637774 101 337 51.7783 0.413468 0.00131687 0.153645 0.148796 0.0803016 102 250 51.4622 0.565769 0.00340458 0.205849 0.201796 0.111768 104 123 14.6217 0.294895 0.000666706 0.118876 0.0975677 0.0865556 108 85 21.7871 0.469743 0.000632488 0.256319 0.290548 0.134168 109 96 20.9491 0.412723 0.00590323 0.218219 0.201327 0.137388 110 69 13.1374 0.555787 0.00607985 0.190397 0.164427 0.119863 111 86 15.3641 0.412226 0.00364327 0.178652 0.137305 0.135969 124 38 10.0964 0.524689 0.0141813 0.265695 0.243541 0.135813 125 33 16.3422 0.699672 0.101309 0.495219 0.550415 0.188793 126 40 11.9704 0.642572 0.0368068 0.299261 0.231228 0.190569 127 38 15.4601 0.80261 0.00588843 0.406846 0.337686 0.279316 147 47 2.27167 0.0993549 0.00248099 0.0483335 0.045986 0.0306759 201 119 10.7252 0.200841 0.0120321 0.090128 0.090159 0.0276718 203 15 0.773569 0.0840852 0.00707759 0.0515713 0.0628238 0.0253824 204 184 22.9134 0.299811 0.00146674 0.124529 0.105517 0.0676682 225 11 1.14538 0.131858 0.0577949 0.104125 0.121967 0.0302396 227 11 1.16137 0.134608 0.0601047 0.10558 0.119882 0.0297089 234 9 0.899702 0.110138 0.0734577 0.0999668 0.107973 0.0134191 260 28 1.86094 0.249897 0.000736318 0.0664621 0.0262393 0.0743513 261 29 1.80821 0.218356 0.000864401 0.0623521 0.0206261 0.0766693 504 72 5.31923 0.32217 0.00196125 0.0738782 0.0492407 0.0704259 514 110 6.45952 0.266447 0.00336815 0.0587229 0.0501064 0.0432142 145 10 0.58692 0.102983 0.00113782 0.058692 0.0609442 0.0327355 169 9 0.821223 0.135592 0.052265 0.0912471 0.0882857 0.0273646 267 11 0.485857 0.0799652 0.00651544 0.0441688 0.0407483 0.0292788 268 41 3.28582 0.309403 0.00466922 0.0801419 0.0760136 0.057156 535 90 8.1312 0.255579 0.000222068 0.0903467 0.0795541 0.0580423 240 14 1.62534 0.303415 0.0254247 0.116096 0.0803325 0.0937451 241 5 0.324104 0.161336 0.0201216 0.0648209 0.0284411 0.0622145 281 13 1.01537 0.168532 0.00850372 0.0781053 0.0853283 0.0475915 266 11 0.55154 0.0799535 0.0174938 0.05014 0.0437296 0.0220844 538 133 13.3914 0.273662 0.000972794 0.100687 0.0916266 0.0689241 245 33 3.8648 0.304948 0.00387667 0.117115 0.084864 0.0888494 246 17 3.065 0.243502 0.000539143 0.180294 0.18604 0.0584003 247 8 1.52145 0.223517 0.0784733 0.190181 0.202831 0.0472584 542 158 10.7836 0.264872 0.000340157 0.0682508 0.0694552 0.0485902 544 140 10.337 0.205962 0.0002879 0.0738357 0.0701223 0.0488258 249 33 0.888686 0.068782 0.00111841 0.0269299 0.0242589 0.01832 250 42 4.10945 0.357267 0.0000232044 0.097844 0.064476 0.0944554 565 8 0.743436 0.240984 0.0174834 0.0929295 0.0697561 0.0703197 566 5 0.285328 0.0738668 0.0394027 0.0570657 0.0529277 0.013614 567 7 0.367136 0.103662 0.00957429 0.052448 0.0622257 0.0337024 568 5 0.155238 0.0679995 0.00339326 0.0310476 0.0231983 0.0239754 545 185 10.8272 0.182831 0.000378151 0.0585256 0.0469112 0.0496622 252 48 9.59374 0.510479 0.00555172 0.19987 0.160881 0.143434 253 45 9.76986 0.571158 0.0306823 0.217108 0.188546 0.143847 1601 42 8.03651 0.421489 0.0172765 0.191346 0.190267 0.122307 -1601 39 5.16257 0.479719 0.00328561 0.132374 0.0911182 0.109625 1602 159 12.9715 0.292455 0.000116939 0.0815815 0.0714961 0.0636949 -1602 880 47.8894 0.276677 0.0000171247 0.0544198 0.0465971 0.0459051 highlightrange: {{0.7, 1.}} highlighted data {127, CcfrNbChXN} {x, Q, value} {0.21, 3.496, 0.781538} {0.21, 4.53, 0.797608} {0.21, 5.255, 0.802339} {0.21, 4.738, 0.796078} {0.21, 6.139, 0.801323} {0.21, 7.122, 0.80261} {0.21, 6.097, 0.795698} {0.21, 7.899, 0.79675} {0.21, 9.164, 0.79681} datatype: |Corr(r, f(x,Q))| flavour: 3 〈x 〉T8 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 562.628 DataMax: 0.72548 DataMin: -6 5.27473 10 DataMean: 0.139922 DataMedian: 0.0893831 DataSD: 0.140102 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 76.7396 0.487303 0.000141697 0.0685175 0.0443034 0.0804388 101 337 63.2526 0.480065 0.000270698 0.187693 0.171772 0.114006 102 250 63.5977 0.639049 0.00292215 0.254391 0.257484 0.127643 104 123 13.7305 0.28794 0.000113603 0.11163 0.0952168 0.0899457 108 85 28.0701 0.654492 0.0348672 0.330237 0.328793 0.210204 109 96 27.6861 0.64944 0.0135872 0.288397 0.196698 0.230713 110 69 16.1881 0.547956 0.00594172 0.23461 0.236108 0.15787 111 86 20.4393 0.649981 0.00202381 0.237667 0.140064 0.218016 124 38 7.40268 0.5277 0.00147122 0.194807 0.153301 0.178609 125 33 15.2903 0.665832 0.0582276 0.463342 0.531827 0.184632 126 40 8.01026 0.577414 0.0000299554 0.200257 0.136552 0.197252 127 38 13.1826 0.72548 0.0120484 0.346911 0.276458 0.230188 147 47 2.14822 0.100304 0.00459124 0.0457067 0.0336906 0.0324273 201 119 10.2678 0.290734 0.00693551 0.0862842 0.0813238 0.0433446 203 15 1.0837 0.116596 5.275E-6 0.0722469 0.0842135 0.0377121 204 184 30.7189 0.483422 0.00106716 0.16695 0.129431 0.138077 225 11 0.63846 0.113759 0.0000532977 0.0580418 0.06176 0.0467518 227 11 0.73181 0.123463 0.00326687 0.0665282 0.07718 0.0513809 234 9 0.34813 0.0673043 0.0100096 0.0386811 0.0336733 0.0218047 260 28 5.07698 0.51326 0.0056868 0.181321 0.126717 0.150583 261 29 4.08322 0.44845 0.00395301 0.140801 0.0444052 0.160424 504 72 8.85622 0.547478 0.000477401 0.123003 0.0854065 0.115232 514 110 11.8119 0.36834 0.000183152 0.107381 0.103106 0.0730783 145 10 0.608259 0.0981124 0.00312847 0.0608259 0.068868 0.0315273 169 9 0.536719 0.106419 0.0230025 0.0596354 0.0555139 0.0279511 267 11 1.04223 0.151909 0.0185452 0.0947479 0.100587 0.0479694 268 41 2.39511 0.168259 0.000499831 0.0584174 0.0457354 0.0462642 535 90 11.4735 0.4502 0.000621843 0.127483 0.10052 0.0908341 240 14 1.7352 0.465683 0.027973 0.123943 0.0907735 0.116278 241 5 0.291658 0.154176 0.0106885 0.0583316 0.0415992 0.0557155 281 13 1.16379 0.143726 0.00880696 0.0895225 0.098662 0.0509449 266 11 0.896069 0.152466 0.00267384 0.0814608 0.0879668 0.0589361 538 133 21.5526 0.4909 0.00252366 0.162049 0.128114 0.12685 245 33 5.67889 0.537322 0.0015507 0.172087 0.115447 0.157455 246 17 4.23943 0.475619 0.0219845 0.249378 0.200879 0.121495 247 8 1.29926 0.190958 0.102818 0.162408 0.16633 0.0277398 542 158 17.7058 0.429649 0.00287923 0.112062 0.0923296 0.084072 544 140 15.6597 0.372288 0.00136038 0.111855 0.0938102 0.0825418 249 33 1.37898 0.101107 0.00236042 0.0417871 0.0311198 0.0282509 250 42 6.25894 0.578027 0.000152698 0.149022 0.06914 0.157433 565 8 0.637537 0.185855 0.0044288 0.0796921 0.0598764 0.0717541 566 5 0.488857 0.121352 0.0675996 0.0977714 0.0962269 0.0216323 567 7 0.530101 0.138084 0.0153553 0.0757287 0.0661796 0.0516439 568 5 0.205527 0.102402 0.00214447 0.0411054 0.0310511 0.0426365 545 185 22.4561 0.362917 0.000139762 0.121384 0.0977936 0.100142 252 48 8.17065 0.490833 0.00671916 0.170222 0.121397 0.129545 253 45 6.86798 0.445132 0.00485648 0.152622 0.145373 0.0975799 1601 42 7.33105 0.342223 0.0108243 0.174549 0.148783 0.0917374 -1601 39 3.27082 0.337656 0.000492298 0.0838672 0.0521718 0.0826438 1602 159 16.4391 0.487303 0.00105175 0.103391 0.0652771 0.114671 -1602 880 49.6986 0.442856 0.000141697 0.0564757 0.0402888 0.065367 highlightrange: {{0.7, 1.}} highlighted data {127, CcfrNbChXN} {x, Q, value} {0.21, 3.496, 0.709075} {0.21, 4.53, 0.711673} {0.21, 5.255, 0.710319} {0.21, 4.738, 0.720265} {0.21, 6.139, 0.719742} {0.21, 7.122, 0.717615} {0.21, 6.097, 0.72548} {0.21, 7.899, 0.723914} {0.21, 9.164, 0.72168} datatype: |Corr(r, f(x,Q))| flavour: 4 〈x 〉T8 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 634.504 DataMax: 0.803865 DataMin: -6 1.00018 10 DataMean: 0.157798 DataMedian: 0.0917903 DataSD: 0.169291 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 86.6714 0.657519 1.E-6 0.0773852 0.0475975 0.102811 101 337 75.4646 0.558244 0.00103161 0.223931 0.192797 0.156691 102 250 73.1264 0.671885 0.00339693 0.292506 0.229311 0.200607 104 123 12.3443 0.245713 0.000212316 0.100361 0.0861031 0.0782174 108 85 30.6207 0.796408 0.0619732 0.360243 0.225761 0.281913 109 96 30.0567 0.803865 0.000208305 0.313091 0.136468 0.295877 110 69 18.8062 0.718479 0.0000612907 0.272553 0.25209 0.202066 111 86 22.4704 0.803126 0.00221642 0.261283 0.127648 0.273373 124 38 6.90112 0.44321 0.00890402 0.181608 0.115582 0.144699 125 33 12.0976 0.532942 0.117364 0.366593 0.418609 0.14939 126 40 7.04588 0.459365 0.00349525 0.176147 0.122877 0.143236 127 38 10.4161 0.562097 0.00405583 0.274107 0.223409 0.174433 147 47 1.94379 0.10166 0.00144536 0.0413573 0.0298726 0.0306951 201 119 8.52481 0.352014 0.00019749 0.0716371 0.0628037 0.0576764 203 15 1.17386 0.128955 0.00690569 0.0782575 0.0853292 0.0388367 204 184 39.7808 0.628129 0.0000302892 0.2162 0.167863 0.187759 225 11 0.872876 0.118897 0.00648898 0.0793524 0.0868578 0.0347266 227 11 0.979134 0.12604 0.0234268 0.0890122 0.0955903 0.0337673 234 9 0.566838 0.136433 0.00897504 0.062982 0.0476018 0.0466328 260 28 7.19703 0.71134 0.00585783 0.257037 0.181654 0.20905 261 29 5.77545 0.640815 0.00812165 0.199153 0.0744269 0.227601 504 72 10.9025 0.697502 0.00575859 0.151423 0.0974185 0.147414 514 110 14.4619 0.421799 0.00705656 0.131472 0.131101 0.0889155 145 10 0.574359 0.102568 0.0042689 0.0574359 0.0594492 0.0311377 169 9 0.330692 0.0758433 0.00625721 0.0367435 0.0333448 0.0236215 267 11 1.41771 0.205367 0.0343595 0.128882 0.139715 0.0605941 268 41 3.12767 0.215148 0.00487906 0.0762846 0.0623386 0.0531629 535 90 13.4801 0.575261 0.0010591 0.149779 0.119418 0.109196 240 14 1.78269 0.598496 0.00870025 0.127335 0.0854797 0.152203 241 5 0.325082 0.103752 0.000722151 0.0650164 0.0840745 0.0449105 281 13 1.5776 0.18655 0.0209802 0.121354 0.143455 0.0554932 266 11 1.19931 0.213731 0.00326251 0.109028 0.129955 0.0827463 538 133 25.3385 0.645802 0.00204196 0.190515 0.142812 0.164955 245 33 7.71627 0.717072 0.0129274 0.233826 0.125894 0.204911 246 17 5.14266 0.662673 0.0319133 0.302509 0.252356 0.183011 247 8 1.1538 0.173918 0.0932689 0.144225 0.147787 0.0243898 542 158 20.4158 0.549168 0.00168181 0.129214 0.0984345 0.107543 544 140 18.6134 0.458477 0.000251306 0.132953 0.115203 0.0988123 249 33 2.27716 0.144353 0.00202847 0.0690048 0.065351 0.0417631 250 42 8.28433 0.728844 0.0024699 0.197246 0.102536 0.20096 565 8 0.708144 0.213085 0.0204452 0.088518 0.0703371 0.0680595 566 5 0.428305 0.138798 0.040853 0.085661 0.0701667 0.0388775 567 7 0.622086 0.169675 0.00248697 0.0888695 0.0823745 0.0568823 568 5 0.249215 0.146255 0.00534339 0.049843 0.0282045 0.0575956 545 185 30.2304 0.490453 0.00282105 0.163408 0.127301 0.136705 252 48 6.9412 0.619409 0.0131869 0.144608 0.0904165 0.132704 253 45 4.36711 0.317174 0.00311062 0.0970469 0.0834128 0.0674577 1601 42 7.19304 0.416943 0.000531884 0.171263 0.206982 0.109257 -1601 39 3.32 0.232864 0.00552539 0.0851282 0.066628 0.0602963 1602 159 20.5838 0.657519 0.000607733 0.129458 0.074716 0.155796 -1602 880 55.5746 0.587422 1.E-6 0.0631529 0.0414135 0.0852188 highlightrange: {{0.7, 1.}} highlighted data {108, cdhswf2} {x, Q, value} {0.55, 3.957, 0.796408} {0.55, 4.511, 0.788985} {0.55, 5.144, 0.781764} {0.55, 5.867, 0.77504} {0.55, 6.689, 0.769005} {0.55, 7.626, 0.763716} {0.55, 8.695, 0.75896} {0.55, 9.914, 0.754936} {0.55, 11.3, 0.751531} {0.55, 12.89, 0.748516} {0.65, 4.906, 0.790451} {0.65, 5.594, 0.784982} {0.65, 6.377, 0.780919} {0.65, 7.271, 0.777311} {0.65, 8.291, 0.773472} {0.65, 9.453, 0.770362} {0.65, 10.78, 0.767737} {0.65, 12.29, 0.765744} {0.65, 14.01, 0.76441} {109, cdhswf3} {x, Q, value} {0.55, 3.957, 0.776681} {0.55, 4.511, 0.78084} {0.55, 5.144, 0.784706} {0.55, 5.867, 0.788602} {0.55, 6.689, 0.790844} {0.55, 7.626, 0.793461} {0.55, 8.695, 0.795673} {0.55, 9.914, 0.797804} {0.55, 11.3, 0.799709} {0.55, 12.89, 0.801378} {0.65, 4.906, 0.801925} {0.65, 5.594, 0.801738} {0.65, 6.377, 0.802505} {0.65, 7.271, 0.802347} {0.65, 8.291, 0.802899} {0.65, 9.453, 0.803036} {0.65, 10.78, 0.803136} {0.65, 12.29, 0.803865} {0.65, 14.01, 0.803424} {110, ccfrf2.mi} {x, Q, value} {0.55, 14.12, 0.718479} {111, ccfrf3.md} {x, Q, value} {0.55, 4.472, 0.780698} {0.55, 5.621, 0.786936} {0.55, 7.078, 0.791975} {0.55, 8.911, 0.796118} {0.55, 11.22, 0.799544} {0.55, 14.12, 0.802757} {0.65, 5.621, 0.802087} {0.65, 7.078, 0.802816} {0.65, 8.911, 0.802979} {0.65, 11.22, 0.803126} {0.75, 7.078, 0.78353} {0.75, 8.911, 0.782918} {0.75, 11.22, 0.782266} {260, ZyD02a} {x, Q, value} {0.7277, 91.19, 0.71134} {0.002974, 91.19, 0.71134} {245, LHCb7ZWrap} {x, Q, value} {0.8059, 91.19, 0.717072} {0.0002105, 91.19, 0.717072} {250, LHCb8WZ} {x, Q, value} {0.9055, 91.19, 0.728844} {0.0001434, 91.19, 0.728844} datatype: |Corr(r, f(x,Q))| flavour: 5 〈x 〉T8 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 670.151 DataMax: 0.897843 DataMin: -6 7.05525 10 DataMean: 0.166663 DataMedian: 0.0946444 DataSD: 0.187737 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 94.4294 0.752356 0.0000700058 0.0843119 0.0519577 0.115643 101 337 83.3281 0.616882 7.055E-6 0.247264 0.198902 0.182069 102 250 78.5521 0.780778 0.000310638 0.314208 0.21408 0.255734 104 123 12.1423 0.226347 0.00141144 0.098718 0.0845194 0.0687584 108 85 30.6457 0.884257 0.0423538 0.360537 0.144251 0.325874 109 96 30.508 0.897843 0.00329649 0.317791 0.124313 0.323042 110 69 20.6525 0.812059 0.00436748 0.299312 0.261343 0.226175 111 86 23.0785 0.896872 0.0015441 0.268355 0.122436 0.296954 124 38 5.733 0.346102 0.00461764 0.150868 0.107536 0.112673 125 33 8.99922 0.401117 0.0782815 0.272703 0.31665 0.114488 126 40 5.7189 0.349642 0.00141376 0.142972 0.107025 0.106591 127 38 7.84846 0.41436 0.0353277 0.206538 0.166392 0.129545 147 47 1.74654 0.0957361 0.000236157 0.0371603 0.030721 0.0287423 201 119 7.305 0.39174 0.00024326 0.0613865 0.0501386 0.0680892 203 15 1.15309 0.133091 0.0123456 0.076873 0.0818871 0.0384514 204 184 46.412 0.716979 0.00220877 0.252239 0.185919 0.211791 225 11 1.20066 0.199498 0.00514267 0.109151 0.090678 0.0662293 227 11 1.27325 0.191891 0.0182818 0.11575 0.117124 0.0558389 234 9 0.818441 0.215703 0.011854 0.0909379 0.0509289 0.0808849 260 28 8.22446 0.823478 0.00846197 0.293731 0.209151 0.24099 261 29 6.66733 0.7469 0.0046683 0.229908 0.0778068 0.265291 504 72 11.864 0.775398 0.00254997 0.164778 0.103689 0.16539 514 110 15.0559 0.440229 0.00612111 0.136871 0.125716 0.0950472 145 10 0.536723 0.108299 0.00174349 0.0536723 0.0524091 0.0324121 169 9 0.210284 0.0532894 0.00216286 0.0233649 0.0206272 0.0183258 267 11 1.56398 0.230315 0.0371638 0.14218 0.159477 0.0690299 268 41 3.47883 0.244251 0.00307945 0.0848495 0.0604692 0.0636411 535 90 14.736 0.638664 0.00382455 0.163733 0.141793 0.115255 240 14 1.96237 0.669156 0.000307706 0.140169 0.132631 0.171234 241 5 0.418744 0.160323 0.00455 0.0837487 0.104847 0.0618331 281 13 1.99022 0.22353 0.0439847 0.153094 0.17529 0.06142 266 11 1.34451 0.245184 0.00507093 0.122228 0.14962 0.0948066 538 133 26.7538 0.730729 0.00514464 0.201156 0.138533 0.183602 245 33 8.98326 0.820643 0.00326977 0.27222 0.143835 0.229457 246 17 5.62834 0.772081 0.0337945 0.331079 0.278107 0.218926 247 8 1.04314 0.161364 0.0753679 0.130393 0.134617 0.0251724 542 158 20.9689 0.616743 0.000150619 0.132714 0.100737 0.118925 544 140 19.7633 0.490398 0.000979099 0.141166 0.114269 0.104913 249 33 2.74627 0.181721 0.00301119 0.0832202 0.0759965 0.0530228 250 42 9.68099 0.807439 0.0125752 0.2305 0.140032 0.218066 565 8 0.810139 0.234392 0.0523317 0.101267 0.0846755 0.0610383 566 5 0.292659 0.134982 0.00427583 0.0585319 0.0384712 0.0509823 567 7 0.671295 0.177923 0.0357734 0.0958993 0.0768011 0.0526517 568 5 0.337632 0.17638 0.0329716 0.0675264 0.0359931 0.0618168 545 185 34.0547 0.564527 0.000704585 0.184079 0.149972 0.157643 252 48 5.97521 0.692403 0.000725331 0.124484 0.0729135 0.139993 253 45 2.84288 0.215519 0.000795914 0.0631752 0.050725 0.0517936 1601 42 7.62551 0.473955 0.00182609 0.18156 0.184387 0.118767 -1601 39 3.72817 0.210361 0.00129457 0.0955941 0.0864624 0.0486982 1602 159 22.895 0.752356 0.00261402 0.143993 0.0823105 0.178462 -1602 880 60.1807 0.671104 0.0000700058 0.0683872 0.0454178 0.0958323 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 109.5, 0.706396} {0.65, 141.4, 0.705006} {0.65, 173.2, 0.735754} {0.65, 223.6, 0.752356} {102, BcdF2dCor} {x, Q, value} {0.55, 3.873, 0.736161} {0.55, 4.123, 0.748616} {0.55, 7.036, 0.715319} {0.55, 7.55, 0.712551} {0.55, 8.093, 0.705276} {0.75, 9.273, 0.707321} {0.55, 9.273, 0.715457} {0.55, 9.95, 0.703731} {0.65, 5.701, 0.780778} {0.65, 6.124, 0.757192} {0.75, 15.17, 0.703264} {108, cdhswf2} {x, Q, value} {0.55, 3.957, 0.851711} {0.55, 4.511, 0.850032} {0.55, 5.144, 0.8477} {0.55, 5.867, 0.845149} {0.55, 6.689, 0.842594} {0.55, 7.626, 0.840146} {0.55, 8.695, 0.837853} {0.55, 9.914, 0.835837} {0.55, 11.3, 0.834135} {0.55, 12.89, 0.832542} {0.65, 4.906, 0.884257} {0.65, 5.594, 0.881007} {0.65, 6.377, 0.878377} {0.65, 7.271, 0.87612} {0.65, 8.291, 0.873482} {0.65, 9.453, 0.871339} {0.65, 10.78, 0.869503} {0.65, 12.29, 0.868119} {0.65, 14.01, 0.867208} {109, cdhswf3} {x, Q, value} {0.55, 3.957, 0.825988} {0.55, 4.511, 0.832468} {0.55, 5.144, 0.837968} {0.55, 5.867, 0.843682} {0.55, 6.689, 0.84741} {0.55, 7.626, 0.851392} {0.55, 8.695, 0.854988} {0.55, 9.914, 0.858334} {0.55, 11.3, 0.86141} {0.55, 12.89, 0.864177} {0.65, 4.906, 0.892158} {0.65, 5.594, 0.892673} {0.65, 6.377, 0.894054} {0.65, 7.271, 0.894531} {0.65, 8.291, 0.895536} {0.65, 9.453, 0.896176} {0.65, 10.78, 0.896765} {0.65, 12.29, 0.897671} {0.65, 14.01, 0.897843} {110, ccfrf2.mi} {x, Q, value} {0.55, 8.912, 0.783397} {0.55, 14.12, 0.812059} {111, ccfrf3.md} {x, Q, value} {0.55, 4.472, 0.831996} {0.55, 5.621, 0.84137} {0.55, 7.078, 0.849125} {0.55, 8.911, 0.855641} {0.55, 11.22, 0.861194} {0.55, 14.12, 0.866244} {0.65, 5.621, 0.893082} {0.65, 7.078, 0.894736} {0.65, 8.911, 0.895909} {0.65, 11.22, 0.896872} {0.75, 7.078, 0.890153} {0.75, 8.911, 0.889703} {0.75, 11.22, 0.889187} {204, e866ppxf} {x, Q, value} {0.7776, 8.42, 0.706608} {0.8301, 11.28, 0.703325} {0.8232, 7.93, 0.703393} {0.8331, 8.47, 0.716979} {0.8646, 11.39, 0.701497} {0.06071, 8.42, 0.706608} {0.102, 11.28, 0.703325} {0.05087, 7.93, 0.703393} {0.05734, 8.47, 0.716979} {0.09991, 11.39, 0.701497} {260, ZyD02a} {x, Q, value} {0.5391, 91.19, 0.70892} {0.5958, 91.19, 0.758842} {0.6585, 91.19, 0.796533} {0.7277, 91.19, 0.823478} {0.004014, 91.19, 0.70892} {0.003632, 91.19, 0.758842} {0.003287, 91.19, 0.796533} {0.002974, 91.19, 0.823478} {261, ZyCDF2} {x, Q, value} {0.5391, 91.19, 0.744969} {0.5958, 91.19, 0.7469} {0.004014, 91.19, 0.744969} {0.003632, 91.19, 0.7469} {504, cdf2jtCor2} {x, Q, value} {0.4788, 1400., 0.775398} {538, CMS7jtR7v2} {x, Q, value} {0.03659, 1474., 0.707512} {0.03922, 1580., 0.730729} {0.042, 1692., 0.708464} {0.04493, 1810., 0.712459} {0.04801, 1934., 0.7097} {245, LHCb7ZWrap} {x, Q, value} {0.5893, 91.19, 0.70752} {0.6684, 91.19, 0.761684} {0.8059, 91.19, 0.820643} {0.0002879, 91.19, 0.70752} {0.0002538, 91.19, 0.761684} {0.0002105, 91.19, 0.820643} {246, LHCb8Zeer} {x, Q, value} {0.7052, 91.19, 0.772081} {0.0001842, 91.19, 0.772081} {250, LHCb8WZ} {x, Q, value} {0.7052, 91.19, 0.784178} {0.9055, 91.19, 0.807439} {0.0001842, 91.19, 0.784178} {0.0001434, 91.19, 0.807439} datatype: |Corr(r, f(x,Q))| flavour: 0 〈x 〉T15 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 444.767 DataMax: 0.813452 DataMin: 0.000027933 DataMean: 0.110611 DataMedian: 0.0729975 DataSD: 0.120636 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 136.934 0.543998 0.0000670871 0.122263 0.0911248 0.103064 101 337 17.1283 0.172667 0.000314678 0.0508257 0.047004 0.0347118 102 250 14.754 0.189208 0.000234493 0.0590161 0.0524137 0.0385469 104 123 4.78382 0.125132 0.000610169 0.0388929 0.0333638 0.0277726 108 85 6.5595 0.269879 0.000199631 0.0771706 0.0560755 0.0735254 109 96 4.68746 0.080546 0.00371497 0.0488277 0.0581465 0.0226506 110 69 9.66799 0.497545 0.00176638 0.140116 0.135998 0.100852 111 86 4.02917 0.0808072 0.000645995 0.0468508 0.0515843 0.0219981 124 38 17.0321 0.796508 0.0502445 0.448212 0.480022 0.244845 125 33 15.0971 0.813452 0.0820331 0.457488 0.540641 0.271504 126 40 20.2677 0.759008 0.278474 0.506692 0.44418 0.128362 127 38 13.3694 0.686896 0.00183171 0.351825 0.440533 0.231195 147 47 2.51527 0.248657 0.000753121 0.0535164 0.0435646 0.0476689 201 119 5.21686 0.14257 0.000027933 0.0438392 0.0343233 0.0350351 203 15 0.617524 0.0733914 0.00523215 0.0411682 0.0419422 0.0218677 204 184 14.2661 0.212628 0.00020269 0.0775333 0.0593732 0.0572388 225 11 0.898086 0.137427 0.0048142 0.0816442 0.0998264 0.0542483 227 11 0.703179 0.107597 0.00216741 0.0639253 0.079103 0.0428035 234 9 0.931919 0.12121 0.0507597 0.103547 0.118632 0.0251681 260 28 5.14233 0.311231 0.015684 0.183655 0.18452 0.0770635 261 29 4.01548 0.300683 0.00949549 0.138465 0.127066 0.0783199 504 72 7.08579 0.218879 0.0011882 0.0984138 0.0934837 0.0612032 514 110 13.3192 0.228777 0.00256416 0.121084 0.127355 0.0626655 145 10 0.301572 0.0683666 0.00787331 0.0301572 0.0164155 0.0241353 169 9 0.297782 0.0739682 0.00176466 0.0330869 0.0290855 0.0239255 267 11 0.654114 0.0964505 0.00172692 0.0594649 0.0679858 0.0289627 268 41 14.8798 0.672218 0.00407628 0.362922 0.436802 0.203602 535 90 9.72108 0.289258 0.000362119 0.108012 0.106047 0.0601723 240 14 2.09813 0.356602 0.00354348 0.149866 0.156066 0.103375 241 5 0.252859 0.0835818 0.011296 0.0505718 0.0483129 0.0288388 281 13 0.735483 0.0994956 0.000288816 0.0565756 0.0730031 0.0363771 266 11 0.779517 0.114228 0.00525838 0.0708652 0.0826219 0.037313 538 133 7.95342 0.175003 0.000780437 0.0598001 0.0542665 0.0416648 245 33 3.88423 0.333454 0.00195283 0.117704 0.103668 0.0814187 246 17 3.07373 0.323706 0.0633248 0.180807 0.189949 0.0806002 247 8 1.0542 0.257097 0.0432257 0.131775 0.114344 0.0791853 542 158 13.2304 0.188219 0.000388183 0.0837368 0.0774498 0.0480987 544 140 12.6203 0.195277 0.000059401 0.0901452 0.0874805 0.0559232 249 33 9.99614 0.662186 0.0127262 0.302913 0.277378 0.193299 250 42 5.8742 0.37754 0.000995386 0.139862 0.0965222 0.113402 565 8 1.3951 0.28165 0.0440707 0.174388 0.184212 0.0686029 566 5 0.727588 0.205507 0.0881285 0.145518 0.136501 0.0569996 567 7 0.918279 0.228311 0.00930142 0.131183 0.143243 0.0708622 568 5 0.592752 0.213962 0.033693 0.11855 0.104641 0.0661032 545 185 13.314 0.193999 0.000628288 0.0719674 0.0624957 0.0485924 252 48 12.78 0.531481 0.00113422 0.26625 0.289567 0.158604 253 45 8.6102 0.338213 0.0131349 0.191338 0.1919 0.0955588 1601 42 4.90234 0.466117 0.00104975 0.116722 0.0858105 0.0987451 -1601 39 4.37318 0.359809 0.00258237 0.112133 0.101361 0.0870638 1602 159 13.9158 0.290707 0.00198051 0.0875206 0.0742618 0.0581172 -1602 880 113.743 0.543998 0.0000670871 0.129253 0.0965291 0.108901 highlightrange: {{0.7, 1.}} highlighted data {124, NuTvNuChXN} {x, Q, value} {0.101, 2.328, 0.709018} {0.101, 3.055, 0.723547} {0.101, 3.592, 0.709705} {0.101, 3.271, 0.776841} {0.101, 4.293, 0.769904} {0.101, 5.046, 0.75473} {0.101, 3.894, 0.796508} {0.101, 5.11, 0.789634} {0.101, 6.007, 0.777437} {125, NuTvNbChXN} {x, Q, value} {0.072, 2.468, 0.739852} {0.072, 2.603, 0.762302} {0.114, 3.276, 0.702779} {0.114, 4.219, 0.762727} {0.114, 4.884, 0.764109} {0.114, 4.115, 0.793554} {0.114, 5.299, 0.813452} {0.015, 2.225, 0.780281} {0.114, 6.135, 0.81067} {126, CcfrNuChXN} {x, Q, value} {0.1, 2.563, 0.708519} {0.1, 3.421, 0.705623} {0.1, 3.55, 0.739354} {0.1, 4.737, 0.73259} {0.1, 5.595, 0.724339} {0.1, 4.469, 0.759008} {0.1, 5.965, 0.754407} {0.1, 7.044, 0.744386} datatype: |Corr(r, f(x,Q))| flavour: 1 〈x 〉T15 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 542.143 DataMax: 0.856972 DataMin: 0.0000118611 DataMean: 0.134828 DataMedian: 0.0946342 DataSD: 0.135824 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 114.914 0.553942 0.0000434656 0.102601 0.0847853 0.0804231 101 337 55.6544 0.50905 0.000683111 0.165147 0.146052 0.116779 102 250 63.264 0.639569 0.00077733 0.253056 0.253219 0.143585 104 123 14.0182 0.269037 0.00137658 0.113969 0.110222 0.0717647 108 85 54.1116 0.788677 0.303047 0.636607 0.685364 0.143569 109 96 20.3631 0.430916 0.000250825 0.212115 0.195105 0.146121 110 69 18.822 0.856972 0.0143423 0.272783 0.270324 0.17391 111 86 14.5122 0.432442 0.00176968 0.168747 0.0977124 0.139641 124 38 3.11186 0.213887 0.00382996 0.0818911 0.0825891 0.0508907 125 33 4.99121 0.31714 0.00629955 0.151249 0.152785 0.0809191 126 40 3.56742 0.228785 0.00805243 0.0891854 0.100582 0.0562075 127 38 6.71103 0.317443 0.0303824 0.176606 0.18352 0.0865851 147 47 7.10391 0.340921 0.00370588 0.151147 0.148435 0.0890619 201 119 3.86222 0.142426 0.000167469 0.0324556 0.0251017 0.0273458 203 15 0.598208 0.104735 0.0075736 0.0398805 0.0399655 0.0225337 204 184 7.82899 0.176524 0.000347828 0.0425489 0.0308451 0.0355043 225 11 0.251749 0.0565666 0.0117363 0.0228862 0.0141414 0.0153893 227 11 0.240055 0.0483389 0.00537079 0.0218232 0.0212578 0.0124189 234 9 0.15644 0.0330677 0.000360888 0.0173822 0.0151232 0.0109669 260 28 3.30762 0.202853 0.00403115 0.118129 0.132272 0.0616855 261 29 3.41907 0.227312 0.00465599 0.117899 0.133049 0.0526954 504 72 6.75497 0.363126 0.000338002 0.093819 0.077824 0.0712558 514 110 9.38047 0.360513 0.00130816 0.085277 0.0685593 0.0690492 145 10 2.59924 0.460859 0.0704337 0.259924 0.275567 0.13124 169 9 1.67195 0.24964 0.0903468 0.185772 0.194705 0.0553069 267 11 0.478559 0.0699011 0.0166404 0.0435054 0.0466646 0.0197799 268 41 4.7445 0.297982 0.0160887 0.115719 0.0974231 0.0695631 535 90 11.7064 0.30364 0.000136636 0.130071 0.119358 0.0686723 240 14 2.88398 0.313011 0.0953842 0.205999 0.204229 0.0631993 241 5 0.149676 0.0595442 0.00154691 0.0299353 0.031718 0.0241751 281 13 0.452298 0.0881416 0.00540023 0.0347922 0.0308557 0.0224479 266 11 0.402171 0.0734972 0.00193757 0.036561 0.0404466 0.0286537 538 133 16.0819 0.387649 0.0012754 0.120916 0.115898 0.0720829 245 33 4.11828 0.327889 0.0000967814 0.124796 0.106184 0.0968243 246 17 1.58127 0.239589 0.002511 0.0930162 0.0863418 0.0765914 247 8 5.13927 0.725051 0.509752 0.642409 0.642859 0.074513 542 158 13.2162 0.284447 0.0000118611 0.0836466 0.077686 0.0533161 544 140 10.295 0.25411 0.000387551 0.0735355 0.062303 0.0570421 249 33 2.58104 0.189294 0.000835219 0.0782134 0.0658035 0.0559639 250 42 3.40896 0.263286 0.00693917 0.0811658 0.0603297 0.0641758 565 8 1.31574 0.362917 0.0011942 0.164468 0.170948 0.137846 566 5 0.6768 0.431111 0.0184634 0.13536 0.0828172 0.167906 567 7 2.43609 0.600771 0.0983766 0.348013 0.299696 0.1816 568 5 0.595885 0.279056 0.00165253 0.119177 0.121435 0.106499 545 185 11.3555 0.227453 0.000302674 0.061381 0.0560346 0.0442933 252 48 10.4962 0.408343 0.0041624 0.218671 0.252717 0.126728 253 45 16.8115 0.672298 0.00169963 0.373588 0.397632 0.170504 1601 42 6.74271 0.553942 0.0013101 0.160541 0.145977 0.109682 -1601 39 8.89945 0.451215 0.0133501 0.228191 0.254186 0.1047 1602 159 20.1057 0.344681 0.0000434656 0.126451 0.117573 0.0866414 -1602 880 79.1658 0.369853 0.0000602044 0.0899611 0.0751589 0.068749 highlightrange: {{0.7, 1.}} highlighted data {108, cdhswf2} {x, Q, value} {0.08, 2.238, 0.755118} {0.08, 2.551, 0.767278} {0.08, 2.909, 0.776355} {0.08, 3.317, 0.783563} {0.08, 3.782, 0.788677} {0.125, 2.152, 0.734356} {0.125, 2.454, 0.752891} {0.125, 2.796, 0.764587} {0.125, 3.189, 0.771875} {0.125, 3.636, 0.775842} {0.125, 4.144, 0.777418} {0.125, 4.727, 0.777508} {0.175, 2.546, 0.719772} {0.175, 2.902, 0.74002} {0.175, 3.309, 0.755432} {0.175, 3.774, 0.766261} {0.175, 4.301, 0.773268} {0.175, 4.905, 0.778345} {0.175, 5.593, 0.781421} {0.225, 3.291, 0.716778} {0.225, 3.752, 0.732391} {0.225, 4.277, 0.74417} {0.225, 4.877, 0.753103} {0.225, 5.561, 0.759911} {0.225, 6.341, 0.764938} {0.225, 7.23, 0.76855} {0.275, 4.148, 0.705173} {0.275, 4.73, 0.716273} {0.275, 5.393, 0.725197} {0.275, 6.149, 0.732019} {0.275, 7.011, 0.737176} {0.275, 7.993, 0.741089} {0.275, 9.114, 0.743808} {0.35, 6.084, 0.700399} {0.35, 6.937, 0.704959} {0.35, 7.909, 0.707749} {0.35, 9.018, 0.709128} {0.35, 10.28, 0.709194} {110, ccfrf2.mi} {x, Q, value} {0.08, 5.623, 0.708295} {0.08, 7.08, 0.760215} {0.125, 8.912, 0.856972} {247, ATL7Zpt} {x, Q, value} {0.01599, 111.9, 0.701919} {0.01686, 118., 0.717863} {0.0183, 128.1, 0.725051} datatype: |Corr(r, f(x,Q))| flavour: 2 〈x 〉T15 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 650.938 DataMax: 0.902167 DataMin: 0.0000182759 DataMean: 0.161885 DataMedian: 0.111784 DataSD: 0.159242 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 99.483 0.428638 0.000106208 0.0888241 0.0706357 0.0755436 101 337 60.4409 0.604243 0.00112438 0.17935 0.175165 0.107863 102 250 66.2723 0.647146 0.0019188 0.265089 0.251214 0.158713 104 123 15.6075 0.273313 0.000329252 0.12689 0.126785 0.0866174 108 85 59.3414 0.881375 0.291004 0.698134 0.711807 0.121395 109 96 31.4254 0.678636 0.000914343 0.327348 0.277338 0.23749 110 69 21.7062 0.902167 0.0054987 0.314583 0.274593 0.213286 111 86 22.533 0.677472 0.00512258 0.262012 0.154227 0.227759 124 38 1.72893 0.149543 0.00266016 0.0454981 0.0432731 0.0363179 125 33 4.50649 0.257054 0.00491323 0.13656 0.150655 0.0738172 126 40 1.60456 0.149283 0.00350107 0.0401141 0.0303802 0.0353975 127 38 3.75315 0.258494 0.00864508 0.0987671 0.061627 0.0834708 147 47 6.32751 0.347745 0.000127371 0.134628 0.126504 0.0913377 201 119 3.4364 0.11187 0.000811066 0.0288773 0.0176185 0.0265696 203 15 0.622665 0.0766174 0.00180927 0.041511 0.0485142 0.0230737 204 184 22.2458 0.371309 0.000233849 0.120901 0.0856724 0.111268 225 11 0.828479 0.0969655 0.0557909 0.0753163 0.0730345 0.0161643 227 11 0.754571 0.0957033 0.0419077 0.0685973 0.0648439 0.0207336 234 9 0.178627 0.0421336 0.00268252 0.0198475 0.0131982 0.0149688 260 28 3.25908 0.349332 0.00357337 0.116396 0.0955588 0.102697 261 29 3.35403 0.302524 0.00973314 0.115656 0.0806449 0.0969238 504 72 12.4207 0.618583 0.00695666 0.172509 0.125548 0.144664 514 110 19.0189 0.582908 0.00164173 0.1729 0.162639 0.125399 145 10 1.96084 0.358174 0.0187982 0.196084 0.214525 0.106192 169 9 1.07939 0.249114 0.0157026 0.119932 0.110949 0.0783874 267 11 0.804207 0.086877 0.0574372 0.0731097 0.0726203 0.0119898 268 41 3.17388 0.176934 0.000388767 0.0774116 0.0696563 0.0542208 535 90 20.8414 0.614115 0.00020457 0.231571 0.208612 0.1504 240 14 2.86392 0.371368 0.0129427 0.204566 0.217888 0.111863 241 5 0.129677 0.0371108 0.00338298 0.0259354 0.0308071 0.0139401 281 13 0.873199 0.122229 0.000275438 0.0671691 0.0879876 0.0370922 266 11 0.649566 0.0822181 0.032275 0.0590514 0.0648081 0.0175311 538 133 35.4731 0.583471 0.000847121 0.266715 0.262359 0.159635 245 33 5.76262 0.332979 0.00799437 0.174625 0.180493 0.0992542 246 17 2.25568 0.278304 0.0239696 0.132687 0.147801 0.079388 247 8 2.69491 0.487193 0.201688 0.336864 0.333114 0.106176 542 158 28.0007 0.467416 0.00177549 0.17722 0.147751 0.120421 544 140 24.2026 0.561229 0.00172334 0.172876 0.135492 0.137023 249 33 2.40019 0.166039 0.00230217 0.072733 0.0715121 0.0577358 250 42 5.51749 0.430272 0.00545773 0.131369 0.113613 0.0971091 565 8 1.75312 0.471555 0.0143639 0.21914 0.220144 0.138692 566 5 1.64397 0.401229 0.223434 0.328793 0.35301 0.0669573 567 7 2.81543 0.695672 0.042006 0.402204 0.376761 0.204001 568 5 0.710179 0.250755 0.0230631 0.142036 0.125736 0.0850208 545 185 23.8887 0.351059 0.0000182759 0.129128 0.116606 0.0922938 252 48 5.28311 0.252324 0.000706291 0.110065 0.108774 0.0661942 253 45 15.3103 0.524368 0.0146877 0.34023 0.383446 0.145428 1601 42 4.70327 0.309139 0.00271641 0.111983 0.0767842 0.0894695 -1601 39 6.67611 0.388839 0.00149406 0.171182 0.176252 0.0898698 1602 159 21.3307 0.428638 0.00319956 0.134156 0.113831 0.0927122 -1602 880 66.7729 0.362465 0.000106208 0.0758782 0.063302 0.0642758 highlightrange: {{0.7, 1.}} highlighted data {108, cdhswf2} {x, Q, value} {0.225, 3.291, 0.701391} {0.225, 3.752, 0.711807} {0.225, 4.277, 0.718922} {0.225, 4.877, 0.723614} {0.225, 5.561, 0.726617} {0.225, 6.341, 0.727973} {0.225, 7.23, 0.728157} {0.275, 2.798, 0.711539} {0.275, 3.191, 0.728251} {0.275, 3.639, 0.74103} {0.275, 4.148, 0.750603} {0.275, 4.73, 0.757205} {0.275, 5.393, 0.76197} {0.275, 6.149, 0.764812} {0.275, 7.011, 0.766223} {0.275, 7.993, 0.766649} {0.275, 9.114, 0.766132} {0.35, 2.769, 0.776027} {0.35, 3.158, 0.792937} {0.35, 3.6, 0.806329} {0.35, 4.105, 0.815914} {0.35, 4.68, 0.822635} {0.35, 5.336, 0.826813} {0.35, 6.084, 0.828936} {0.35, 6.937, 0.82931} {0.35, 7.909, 0.828268} {0.35, 9.018, 0.826045} {0.35, 10.28, 0.822879} {0.45, 3.14, 0.872139} {0.45, 3.581, 0.878825} {0.45, 4.082, 0.881375} {0.45, 4.654, 0.880125} {0.45, 5.307, 0.875799} {0.45, 6.051, 0.869145} {0.45, 6.899, 0.860711} {0.45, 7.865, 0.851027} {0.45, 8.968, 0.840553} {0.45, 10.22, 0.829545} {0.45, 11.66, 0.818143} {0.55, 3.957, 0.77107} {0.55, 4.511, 0.76243} {0.55, 5.144, 0.751825} {0.55, 5.867, 0.739981} {0.55, 6.689, 0.728443} {0.55, 7.626, 0.716802} {0.55, 8.695, 0.70517} {110, ccfrf2.mi} {x, Q, value} {0.08, 7.08, 0.770983} {0.125, 8.912, 0.902167} datatype: |Corr(r, f(x,Q))| flavour: 3 〈x 〉T15 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 719.943 DataMax: 0.903547 DataMin: 0.0000483179 DataMean: 0.179046 DataMedian: 0.119962 DataSD: 0.175886 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 108.16 0.616124 0.000139248 0.0965718 0.0696583 0.0977407 101 337 71.5641 0.582547 0.000747317 0.212356 0.198192 0.133656 102 250 72.1346 0.703887 0.000338932 0.288538 0.270719 0.184104 104 123 13.1833 0.208202 0.000899762 0.107181 0.111694 0.058904 108 85 52.9274 0.903547 0.152663 0.622675 0.587729 0.198377 109 96 33.3542 0.824091 0.00253999 0.34744 0.213169 0.301093 110 69 21.468 0.837705 0.00166805 0.31113 0.297134 0.231814 111 86 24.0901 0.824419 0.000582133 0.280118 0.127654 0.281728 124 38 2.31222 0.119148 0.00252916 0.0608478 0.0597784 0.0299428 125 33 3.58765 0.215955 0.0110449 0.108717 0.112928 0.0529578 126 40 2.01945 0.0985334 0.000948744 0.0504861 0.0473563 0.0256539 127 38 2.38312 0.177081 0.000587857 0.0627136 0.0467221 0.0550686 147 47 5.97262 0.280105 0.00649172 0.127077 0.125463 0.0665752 201 119 4.40575 0.214861 0.0000483179 0.0370231 0.0220522 0.0424034 203 15 0.812619 0.0986054 0.00131082 0.0541746 0.0607336 0.0312884 204 184 34.8754 0.562571 0.000168206 0.18954 0.136473 0.164255 225 11 0.685121 0.130027 0.00444514 0.0622837 0.0378538 0.0462725 227 11 0.782682 0.142558 0.00109102 0.0711529 0.0477598 0.0518085 234 9 0.485867 0.084029 0.00464035 0.0539853 0.0633319 0.0266139 260 28 5.98059 0.579573 0.00726931 0.213593 0.174657 0.170778 261 29 5.08467 0.514352 0.00435852 0.175334 0.0868838 0.174978 504 72 15.151 0.77343 0.00847787 0.21043 0.15771 0.169882 514 110 25.1481 0.642619 0.00394958 0.228619 0.224127 0.142156 145 10 1.49796 0.238587 0.02999 0.149796 0.145335 0.0811947 169 9 0.560565 0.163724 0.00222612 0.062285 0.0474856 0.0559539 267 11 1.31831 0.146658 0.0856755 0.119846 0.123829 0.0208724 268 41 3.78928 0.215617 0.00513922 0.0924214 0.0891296 0.061461 535 90 21.2955 0.681036 0.00109611 0.236616 0.205858 0.175931 240 14 2.28662 0.480652 0.00278761 0.16333 0.155336 0.141393 241 5 0.21731 0.073027 0.0207746 0.0434619 0.030582 0.0246798 281 13 1.30798 0.182636 0.00101379 0.100614 0.111467 0.065729 266 11 1.09475 0.142486 0.0461035 0.0995231 0.0870865 0.0351468 538 133 39.6085 0.730093 0.0080671 0.297808 0.254919 0.200785 245 33 7.33534 0.554034 0.00646072 0.222283 0.179992 0.143227 246 17 3.4384 0.502891 0.0459573 0.202259 0.13701 0.144284 247 8 1.79289 0.383884 0.103442 0.224111 0.217496 0.0991078 542 158 33.3785 0.58713 0.00571317 0.211256 0.179979 0.146974 544 140 27.2402 0.678177 0.000182233 0.194573 0.166154 0.157354 249 33 3.09288 0.191236 0.00209207 0.0937237 0.0982075 0.0543954 250 42 6.93759 0.588676 0.00131324 0.165181 0.133169 0.143539 565 8 1.55004 0.410287 0.00124863 0.193755 0.228287 0.150217 566 5 1.71671 0.378612 0.262236 0.343342 0.367619 0.0496032 567 7 2.32883 0.583691 0.0764716 0.332691 0.36121 0.177265 568 5 0.884117 0.274119 0.0489551 0.176823 0.153374 0.0954323 545 185 33.524 0.516502 0.000277621 0.181211 0.149985 0.13365 252 48 5.10712 0.461311 0.0101362 0.106398 0.101239 0.0797788 253 45 12.0703 0.409488 0.0367894 0.268228 0.277708 0.107883 1601 42 5.93681 0.416125 0.00459899 0.141353 0.110352 0.106489 -1601 39 5.35051 0.418688 0.00752799 0.137192 0.141985 0.0801508 1602 159 25.3916 0.616124 0.00260838 0.159695 0.122468 0.136709 -1602 880 71.4815 0.538386 0.000139248 0.081229 0.0622279 0.0828861 highlightrange: {{0.7, 1.}} highlighted data {102, BcdF2dCor} {x, Q, value} {0.45, 7.036, 0.703887} {108, cdhswf2} {x, Q, value} {0.35, 4.105, 0.701903} {0.35, 4.68, 0.710102} {0.35, 5.336, 0.716197} {0.35, 6.084, 0.720597} {0.35, 6.937, 0.723356} {0.35, 7.909, 0.724954} {0.35, 9.018, 0.725542} {0.35, 10.28, 0.725345} {0.45, 3.14, 0.879567} {0.45, 3.581, 0.889894} {0.45, 4.082, 0.895983} {0.45, 4.654, 0.898271} {0.45, 5.307, 0.897468} {0.45, 6.051, 0.894359} {0.45, 6.899, 0.889354} {0.45, 7.865, 0.88306} {0.45, 8.968, 0.875951} {0.45, 10.22, 0.86817} {0.45, 11.66, 0.859823} {0.55, 3.957, 0.903547} {0.55, 4.511, 0.896715} {0.55, 5.144, 0.887798} {0.55, 5.867, 0.877474} {0.55, 6.689, 0.866947} {0.55, 7.626, 0.85643} {0.55, 8.695, 0.84597} {0.55, 9.914, 0.835648} {0.55, 11.3, 0.825918} {0.55, 12.89, 0.816567} {0.65, 4.906, 0.787861} {0.65, 5.594, 0.780453} {0.65, 6.377, 0.774073} {0.65, 7.271, 0.766975} {0.65, 8.291, 0.761075} {0.65, 9.453, 0.755231} {0.65, 10.78, 0.749619} {0.65, 12.29, 0.744161} {0.65, 14.01, 0.740289} {109, cdhswf3} {x, Q, value} {0.45, 6.899, 0.70172} {0.45, 7.865, 0.709503} {0.45, 8.968, 0.716867} {0.45, 10.22, 0.723377} {0.45, 11.66, 0.729759} {0.55, 3.957, 0.818636} {0.55, 4.511, 0.821152} {0.55, 5.144, 0.821432} {0.55, 5.867, 0.82254} {0.55, 6.689, 0.822956} {0.55, 7.626, 0.823465} {0.55, 8.695, 0.823832} {0.55, 9.914, 0.824056} {0.55, 11.3, 0.824091} {0.55, 12.89, 0.824045} {0.65, 4.906, 0.776755} {0.65, 5.594, 0.775798} {0.65, 6.377, 0.774313} {0.65, 7.271, 0.773232} {0.65, 8.291, 0.772232} {0.65, 9.453, 0.77118} {0.65, 10.78, 0.770204} {0.65, 12.29, 0.768695} {0.65, 14.01, 0.76833} {110, ccfrf2.mi} {x, Q, value} {0.08, 7.08, 0.759105} {0.125, 7.08, 0.730751} {0.125, 8.912, 0.837705} {0.175, 8.912, 0.742486} {0.45, 11.22, 0.774338} {111, ccfrf3.md} {x, Q, value} {0.45, 7.078, 0.70324} {0.45, 8.911, 0.716377} {0.45, 11.22, 0.727948} {0.45, 14.12, 0.738383} {0.55, 4.472, 0.820196} {0.55, 5.621, 0.822127} {0.55, 7.078, 0.823291} {0.55, 8.911, 0.82388} {0.55, 11.22, 0.824081} {0.55, 14.12, 0.824419} {0.65, 5.621, 0.775416} {0.65, 7.078, 0.773541} {0.65, 8.911, 0.771624} {0.65, 11.22, 0.769863} {0.75, 7.078, 0.712276} {0.75, 8.911, 0.710753} {0.75, 11.22, 0.709246} {504, cdf2jtCor2} {x, Q, value} {0.4788, 1400., 0.77343} {538, CMS7jtR7v2} {x, Q, value} {0.03922, 1580., 0.706733} {0.042, 1692., 0.720322} {0.04493, 1810., 0.730093} {0.04801, 1934., 0.714352} {0.02065, 1372., 0.707944} datatype: |Corr(r, f(x,Q))| flavour: 4 〈x 〉T15 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 736.597 DataMax: 0.944453 DataMin: 0.0000224431 DataMean: 0.183188 DataMedian: 0.111412 DataSD: 0.188837 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 110.469 0.723038 0.0000690786 0.0986333 0.0672648 0.111555 101 337 80.5292 0.563019 0.00293525 0.238959 0.206912 0.161999 102 250 76.4785 0.757159 0.000935642 0.305914 0.246163 0.231437 104 123 10.6079 0.166907 0.00256679 0.0862432 0.0929482 0.0462553 108 85 46.067 0.944453 0.101698 0.541964 0.422164 0.265791 109 96 32.6645 0.893967 0.00490982 0.340255 0.132324 0.333528 110 69 21.9332 0.789224 0.00338063 0.317872 0.289048 0.231724 111 86 23.8707 0.895148 0.00432422 0.277566 0.107166 0.307912 124 38 2.15949 0.113306 0.00479384 0.0568286 0.0545491 0.026151 125 33 2.71452 0.168054 0.0134352 0.0822582 0.0801634 0.0384245 126 40 2.0717 0.0982309 0.00496872 0.0517926 0.0491515 0.0228155 127 38 1.7898 0.117197 0.0000224431 0.0471 0.0386852 0.03409 147 47 5.08069 0.225056 0.00895304 0.1081 0.112063 0.0546618 201 119 5.24783 0.292129 0.000924121 0.0440994 0.0241999 0.0545421 203 15 0.852367 0.0962382 0.00186651 0.0568245 0.0670834 0.031909 204 184 42.9296 0.667492 0.000625999 0.233313 0.166831 0.192831 225 11 1.03944 0.13243 0.0144772 0.0944943 0.107385 0.0395703 227 11 1.15978 0.155367 0.0135193 0.105434 0.115337 0.0427442 234 9 0.74433 0.166465 0.0133865 0.0827034 0.0699783 0.0534301 260 28 7.25268 0.720715 0.029515 0.259024 0.198867 0.211707 261 29 6.17051 0.655974 0.00511279 0.212776 0.104543 0.226218 504 72 15.278 0.842347 0.00621004 0.212194 0.144626 0.181038 514 110 26.2273 0.619486 0.0107782 0.23843 0.229453 0.141737 145 10 1.17998 0.195257 0.0133818 0.117998 0.115966 0.0675084 169 9 0.359289 0.111493 0.007638 0.039921 0.0266033 0.0360916 267 11 1.52921 0.189748 0.0858372 0.139019 0.136465 0.0394575 268 41 4.07939 0.245402 0.000661836 0.0994974 0.102071 0.0642983 535 90 19.6278 0.67361 0.00155082 0.218087 0.185945 0.173356 240 14 2.27967 0.575039 0.0251879 0.162834 0.131042 0.143044 241 5 0.326269 0.126913 0.00147728 0.0652539 0.0874694 0.0565751 281 13 1.84067 0.23472 0.0280107 0.14159 0.163661 0.072696 266 11 1.28362 0.195577 0.0429888 0.116693 0.114072 0.0606395 538 133 37.8877 0.797542 0.000610164 0.28487 0.218562 0.216816 245 33 8.38889 0.695911 0.00784243 0.254209 0.21606 0.181943 246 17 4.30911 0.651315 0.0301418 0.253477 0.205712 0.19121 247 8 1.39366 0.299412 0.0773967 0.174208 0.17191 0.0785717 542 158 32.2567 0.637099 0.000866371 0.204156 0.163524 0.153158 544 140 26.8276 0.690187 0.00166078 0.191625 0.159638 0.153865 249 33 3.45968 0.211055 0.0079031 0.104839 0.117459 0.0561776 250 42 8.18186 0.688908 0.0105719 0.194806 0.136518 0.173262 565 8 1.25716 0.306758 0.0294238 0.157145 0.18343 0.104055 566 5 1.44193 0.345489 0.215214 0.288386 0.305613 0.051221 567 7 1.88531 0.477478 0.125165 0.26933 0.27656 0.133385 568 5 0.659971 0.254546 0.000931749 0.131994 0.104538 0.102813 545 185 38.4145 0.569215 0.000920925 0.207646 0.156803 0.159364 252 48 5.08444 0.582933 0.00232315 0.105926 0.0916149 0.096943 253 45 9.30446 0.314354 0.00976387 0.206766 0.217169 0.084234 1601 42 6.79624 0.473337 0.0104791 0.161815 0.123468 0.119622 -1601 39 4.45029 0.386529 0.00543678 0.11411 0.119328 0.0745992 1602 159 26.7208 0.723038 0.000204802 0.168056 0.122097 0.163286 -1602 880 72.502 0.635988 0.0000690786 0.0823886 0.0610209 0.0938317 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 173.2, 0.710554} {0.65, 223.6, 0.723038} {102, BcdF2dCor} {x, Q, value} {0.45, 8.66, 0.723142} {0.55, 7.036, 0.731767} {0.55, 7.55, 0.700817} {0.65, 5.701, 0.757159} {0.65, 6.124, 0.712056} {0.65, 7.036, 0.749566} {108, cdhswf2} {x, Q, value} {0.45, 3.14, 0.811018} {0.45, 3.581, 0.825451} {0.45, 4.082, 0.835912} {0.45, 4.654, 0.842838} {0.45, 5.307, 0.846801} {0.45, 6.051, 0.848555} {0.45, 6.899, 0.848292} {0.45, 7.865, 0.846679} {0.45, 8.968, 0.844181} {0.45, 10.22, 0.84082} {0.45, 11.66, 0.836689} {0.55, 3.957, 0.944453} {0.55, 4.511, 0.941032} {0.55, 5.144, 0.93544} {0.55, 5.867, 0.928308} {0.55, 6.689, 0.920604} {0.55, 7.626, 0.912713} {0.55, 8.695, 0.904796} {0.55, 9.914, 0.896753} {0.55, 11.3, 0.889174} {0.55, 12.89, 0.881826} {0.65, 4.906, 0.888833} {0.65, 5.594, 0.882638} {0.65, 6.377, 0.877221} {0.65, 7.271, 0.871255} {0.65, 8.291, 0.866079} {0.65, 9.453, 0.861021} {0.65, 10.78, 0.856161} {0.65, 12.29, 0.851473} {0.65, 14.01, 0.848042} {109, cdhswf3} {x, Q, value} {0.45, 7.865, 0.701727} {0.45, 8.968, 0.711372} {0.45, 10.22, 0.720206} {0.45, 11.66, 0.728661} {0.55, 3.957, 0.871716} {0.55, 4.511, 0.876764} {0.55, 5.144, 0.879402} {0.55, 5.867, 0.88283} {0.55, 6.689, 0.885018} {0.55, 7.626, 0.887273} {0.55, 8.695, 0.889315} {0.55, 9.914, 0.891095} {0.55, 11.3, 0.892615} {0.55, 12.89, 0.893967} {0.65, 4.906, 0.881755} {0.65, 5.594, 0.8815} {0.65, 6.377, 0.880924} {0.65, 7.271, 0.880466} {0.65, 8.291, 0.880166} {0.65, 9.453, 0.879729} {0.65, 10.78, 0.879323} {0.65, 12.29, 0.878443} {0.65, 14.01, 0.878456} {110, ccfrf2.mi} {x, Q, value} {0.08, 7.08, 0.726366} {0.125, 7.08, 0.759874} {0.125, 8.912, 0.756345} {0.175, 8.912, 0.757918} {0.45, 11.22, 0.789224} {0.55, 8.912, 0.744066} {0.55, 14.12, 0.787415} {111, ccfrf3.md} {x, Q, value} {0.45, 8.911, 0.710829} {0.45, 11.22, 0.726295} {0.45, 14.12, 0.740359} {0.55, 4.472, 0.875684} {0.55, 5.621, 0.881533} {0.55, 7.078, 0.886084} {0.55, 8.911, 0.889651} {0.55, 11.22, 0.892522} {0.55, 14.12, 0.895148} {0.65, 5.621, 0.881291} {0.65, 7.078, 0.880645} {0.65, 8.911, 0.879912} {0.65, 11.22, 0.879138} {0.75, 7.078, 0.837211} {0.75, 8.911, 0.835839} {0.75, 11.22, 0.834456} {260, ZyD02a} {x, Q, value} {0.7277, 91.19, 0.720715} {0.002974, 91.19, 0.720715} {504, cdf2jtCor2} {x, Q, value} {0.4788, 1400., 0.842347} {538, CMS7jtR7v2} {x, Q, value} {0.03659, 1474., 0.7417} {0.03922, 1580., 0.787809} {0.042, 1692., 0.79237} {0.04493, 1810., 0.797542} {0.04801, 1934., 0.782217} {0.06196, 2496., 0.718128} {0.01921, 1276., 0.729253} {0.02065, 1372., 0.749458} {0.02725, 1810., 0.707949} datatype: |Corr(r, f(x,Q))| flavour: 5 〈x 〉T15 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 732.145 DataMax: 0.94142 DataMin: 0.000116872 DataMean: 0.18208 DataMedian: 0.1066 DataSD: 0.196961 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 109.632 0.778416 0.000119778 0.0978857 0.0644539 0.11829 101 337 85.3786 0.630026 0.000350705 0.253349 0.194215 0.179751 102 250 79.872 0.833058 0.00258828 0.319488 0.235333 0.262289 104 123 9.58208 0.161066 0.000834419 0.0779031 0.067311 0.0503159 108 85 40.7033 0.94142 0.0750447 0.478862 0.307504 0.306145 109 96 31.7638 0.930491 0.00187718 0.330873 0.112177 0.342749 110 69 22.135 0.83581 0.00242739 0.320797 0.252864 0.236715 111 86 23.5193 0.930366 0.00256695 0.27348 0.108686 0.315268 124 38 1.8076 0.0972112 0.00392632 0.0475683 0.047077 0.0232097 125 33 2.00865 0.128975 0.00108467 0.0608682 0.0556895 0.0305594 126 40 1.89147 0.0861358 0.000462324 0.0472868 0.0464613 0.0196804 127 38 1.33682 0.0773408 0.00204267 0.0351795 0.0338333 0.0224265 147 47 4.33204 0.191 0.00230157 0.0921711 0.0908243 0.0466271 201 119 5.25378 0.334805 0.000116872 0.0441494 0.0192291 0.0625377 203 15 0.866752 0.100931 0.00439966 0.0577835 0.0648924 0.0316882 204 184 47.2596 0.723994 0.00467171 0.256846 0.184005 0.209573 225 11 1.31678 0.202969 0.00512683 0.119708 0.120162 0.0637839 227 11 1.42233 0.200174 0.0182807 0.129303 0.145002 0.0568571 234 9 0.916333 0.228409 0.00857357 0.101815 0.0713129 0.0788592 260 28 7.8643 0.802358 0.0195441 0.280868 0.208474 0.234336 261 29 6.67045 0.735365 0.00315572 0.230015 0.113371 0.256973 504 72 14.8179 0.870796 0.00556143 0.205805 0.125718 0.185274 514 110 25.3467 0.573465 0.00974527 0.230425 0.222758 0.136389 145 10 0.981831 0.169689 0.0148202 0.0981831 0.0936921 0.0557982 169 9 0.265626 0.0795875 0.00331796 0.029514 0.0249401 0.024801 267 11 1.59854 0.211119 0.0747375 0.145322 0.140197 0.0515327 268 41 4.09977 0.254447 0.00148408 0.0999943 0.0932875 0.0666968 535 90 18.087 0.699981 0.00136043 0.200967 0.168795 0.163807 240 14 2.33138 0.625097 0.0327835 0.166527 0.14012 0.150421 241 5 0.45509 0.170758 0.00322428 0.091018 0.12075 0.0723896 281 13 2.20207 0.25776 0.0466389 0.16939 0.199464 0.077861 266 11 1.35141 0.223636 0.0289096 0.122855 0.128273 0.0770202 538 133 35.3053 0.827695 0.000468919 0.265454 0.197182 0.222792 245 33 9.06477 0.77937 0.0243143 0.27469 0.191957 0.203289 246 17 4.80956 0.737569 0.0493675 0.282916 0.218788 0.217564 247 8 1.16315 0.237329 0.0684153 0.145393 0.147191 0.0607544 542 158 29.8494 0.656494 0.00113256 0.18892 0.139284 0.151835 544 140 25.3989 0.670143 0.0089598 0.181421 0.148092 0.146749 249 33 3.58433 0.226944 0.00586651 0.108616 0.118004 0.0608388 250 42 9.06832 0.749724 0.0209745 0.215912 0.14792 0.189728 565 8 0.984687 0.220544 0.0386008 0.123086 0.130061 0.0619936 566 5 1.14419 0.306468 0.163205 0.228838 0.242595 0.0560095 567 7 1.54179 0.400207 0.122052 0.220255 0.193871 0.10222 568 5 0.501746 0.214422 0.0343176 0.100349 0.0530786 0.079618 545 185 40.3618 0.615239 0.000659146 0.218172 0.164176 0.174039 252 48 4.95226 0.647428 0.00601403 0.103172 0.0762513 0.107798 253 45 7.3442 0.247226 0.00203825 0.163205 0.179672 0.0668742 1601 42 7.30697 0.499915 0.00275017 0.173975 0.129728 0.126316 -1601 39 3.92302 0.342658 0.00256941 0.10059 0.111148 0.0726905 1602 159 26.841 0.778416 0.000287138 0.168811 0.115684 0.176734 -1602 880 71.561 0.686332 0.000119778 0.0813193 0.0589816 0.0988137 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 109.5, 0.723531} {0.65, 141.4, 0.741831} {0.65, 173.2, 0.76302} {0.65, 223.6, 0.778416} {102, BcdF2dCor} {x, Q, value} {0.45, 8.66, 0.711836} {0.55, 3.873, 0.744525} {0.55, 4.123, 0.736055} {0.55, 7.036, 0.767452} {0.55, 7.55, 0.747955} {0.55, 8.093, 0.737939} {0.55, 8.66, 0.726444} {0.55, 9.273, 0.717755} {0.65, 8.66, 0.713086} {0.65, 9.273, 0.702015} {0.75, 8.66, 0.703157} {0.75, 9.273, 0.714015} {0.75, 9.95, 0.701538} {0.55, 9.273, 0.734021} {0.55, 9.95, 0.70882} {0.55, 10.75, 0.700225} {0.65, 5.701, 0.833058} {0.65, 6.124, 0.79304} {0.65, 7.036, 0.772215} {108, cdhswf2} {x, Q, value} {0.45, 3.14, 0.735612} {0.45, 3.581, 0.753009} {0.45, 4.082, 0.766763} {0.45, 4.654, 0.777282} {0.45, 5.307, 0.785002} {0.45, 6.051, 0.79063} {0.45, 6.899, 0.794174} {0.45, 7.865, 0.796341} {0.45, 8.968, 0.797569} {0.45, 10.22, 0.797791} {0.45, 11.66, 0.797101} {0.55, 3.957, 0.94142} {0.55, 4.511, 0.94117} {0.55, 5.144, 0.938668} {0.55, 5.867, 0.934551} {0.55, 6.689, 0.929609} {0.55, 7.626, 0.924257} {0.55, 8.695, 0.918773} {0.55, 9.914, 0.912974} {0.55, 11.3, 0.907489} {0.55, 12.89, 0.902088} {0.65, 4.906, 0.933736} {0.65, 5.594, 0.929068} {0.65, 6.377, 0.924819} {0.65, 7.271, 0.920149} {0.65, 8.291, 0.915947} {0.65, 9.453, 0.911864} {0.65, 10.78, 0.907931} {0.65, 12.29, 0.904158} {0.65, 14.01, 0.901339} {109, cdhswf3} {x, Q, value} {0.55, 3.957, 0.877691} {0.55, 4.511, 0.884582} {0.55, 5.144, 0.888971} {0.55, 5.867, 0.89411} {0.55, 6.689, 0.897657} {0.55, 7.626, 0.901209} {0.55, 8.695, 0.904533} {0.55, 9.914, 0.907482} {0.55, 11.3, 0.910142} {0.55, 12.89, 0.912559} {0.65, 4.906, 0.92904} {0.65, 5.594, 0.929442} {0.65, 6.377, 0.929681} {0.65, 7.271, 0.929834} {0.65, 8.291, 0.930143} {0.65, 9.453, 0.930275} {0.65, 10.78, 0.930405} {0.65, 12.29, 0.930086} {0.65, 14.01, 0.930491} {110, ccfrf2.mi} {x, Q, value} {0.125, 7.08, 0.755648} {0.175, 8.912, 0.744994} {0.45, 11.22, 0.771401} {0.55, 8.912, 0.804975} {0.55, 14.12, 0.83581} {111, ccfrf3.md} {x, Q, value} {0.45, 14.12, 0.713156} {0.55, 4.472, 0.883427} {0.55, 5.621, 0.892169} {0.55, 7.078, 0.899254} {0.55, 8.911, 0.905076} {0.55, 11.22, 0.909984} {0.55, 14.12, 0.914379} {0.65, 5.621, 0.929378} {0.65, 7.078, 0.929875} {0.65, 8.911, 0.930216} {0.65, 11.22, 0.930366} {0.75, 7.078, 0.905011} {0.75, 8.911, 0.903925} {0.75, 11.22, 0.9028} {204, e866ppxf} {x, Q, value} {0.7339, 8.43, 0.702102} {0.7734, 7.95, 0.705161} {0.7776, 8.42, 0.723994} {0.8301, 11.28, 0.701714} {0.8232, 7.93, 0.708815} {0.8331, 8.47, 0.721265} {0.06448, 8.43, 0.702102} {0.05442, 7.95, 0.705161} {0.06071, 8.42, 0.723994} {0.102, 11.28, 0.701714} {0.05087, 7.93, 0.708815} {0.05734, 8.47, 0.721265} {260, ZyD02a} {x, Q, value} {0.5958, 91.19, 0.731754} {0.6585, 91.19, 0.77313} {0.7277, 91.19, 0.802358} {0.003632, 91.19, 0.731754} {0.003287, 91.19, 0.77313} {0.002974, 91.19, 0.802358} {261, ZyCDF2} {x, Q, value} {0.5391, 91.19, 0.722695} {0.5958, 91.19, 0.735365} {0.004014, 91.19, 0.722695} {0.003632, 91.19, 0.735365} {504, cdf2jtCor2} {x, Q, value} {0.4788, 1400., 0.870796} {538, CMS7jtR7v2} {x, Q, value} {0.03659, 1474., 0.786349} {0.03922, 1580., 0.827695} {0.042, 1692., 0.824666} {0.04493, 1810., 0.82719} {0.04801, 1934., 0.814143} {0.06196, 2496., 0.743859} {0.01921, 1276., 0.726392} {0.02065, 1372., 0.754935} {0.02725, 1810., 0.710855} {245, LHCb7ZWrap} {x, Q, value} {0.6684, 91.19, 0.718554} {0.8059, 91.19, 0.77937} {0.0002538, 91.19, 0.718554} {0.0002105, 91.19, 0.77937} {246, LHCb8Zeer} {x, Q, value} {0.7052, 91.19, 0.737569} {0.0001842, 91.19, 0.737569} {250, LHCb8WZ} {x, Q, value} {0.7052, 91.19, 0.749724} {0.9055, 91.19, 0.74966} {0.0001842, 91.19, 0.749724} {0.0001434, 91.19, 0.74966} datatype: |Corr(r, f(x,Q))| flavour: 0 〈x 〉T24 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 548.487 DataMax: 0.834023 DataMin: 0.0000191214 DataMean: 0.136406 DataMedian: 0.0656428 DataSD: 0.162872 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 319.804 0.76272 0.000442544 0.285539 0.262287 0.197484 101 337 11.6187 0.128329 0.0000191214 0.0344768 0.0297944 0.024033 102 250 10.091 0.132691 0.000152573 0.040364 0.0349202 0.0280231 104 123 3.22848 0.0862524 0.000255868 0.0262478 0.0219902 0.0196529 108 85 4.33265 0.184833 0.000831066 0.0509723 0.036098 0.0482273 109 96 3.10463 0.0519668 0.00429522 0.0323399 0.0386926 0.0144653 110 69 6.54104 0.315802 0.00476098 0.0947976 0.101133 0.0657469 111 86 2.68262 0.0520926 0.000141462 0.0311933 0.035482 0.0143187 124 38 11.3408 0.532228 0.0296621 0.298441 0.320969 0.162224 125 33 9.96481 0.544877 0.0454343 0.301964 0.366409 0.1817 126 40 13.4838 0.508233 0.182903 0.337096 0.300041 0.085245 127 38 8.82788 0.452786 0.000360036 0.232313 0.295823 0.155437 147 47 15.4433 0.834023 0.000839643 0.328581 0.308014 0.239015 201 119 3.56843 0.102437 0.0000588581 0.0299868 0.0217728 0.024516 203 15 0.406885 0.0532013 0.00212618 0.0271257 0.0291768 0.0168023 204 184 9.2932 0.142195 0.0000467398 0.0505065 0.0380387 0.0369249 225 11 0.537429 0.0862298 0.00160207 0.0488572 0.0579248 0.0346237 227 11 0.378312 0.0615082 0.000202026 0.034392 0.0356939 0.0231344 234 9 0.486936 0.0697025 0.0175342 0.054104 0.0635875 0.019065 260 28 2.64966 0.159861 0.00724052 0.0946306 0.0946642 0.0364873 261 29 2.0952 0.162347 0.00315154 0.0722481 0.0664618 0.0396312 504 72 4.34918 0.177686 0.00187595 0.0604053 0.0614765 0.0368857 514 110 8.55631 0.201766 0.00600254 0.0777847 0.0788119 0.0433661 145 10 1.76264 0.341626 0.0336499 0.176264 0.183197 0.0831885 169 9 5.253 0.739471 0.328676 0.583667 0.612078 0.13417 267 11 0.662211 0.128327 0.00400357 0.060201 0.0360645 0.048335 268 41 6.47121 0.308 0.0104323 0.157834 0.158052 0.0878683 535 90 6.5639 0.318932 0.00121209 0.0729323 0.0621988 0.0601208 240 14 2.06742 0.359939 0.00665485 0.147673 0.132726 0.103716 241 5 0.674061 0.231928 0.0483124 0.134812 0.125777 0.0856861 281 13 0.539253 0.0754988 0.00741794 0.041481 0.0422632 0.0213021 266 11 0.746364 0.133851 0.00865482 0.0678513 0.0572161 0.0405916 538 133 6.3345 0.226261 0.0000842602 0.0476278 0.0378451 0.0383574 245 33 5.01849 0.337355 0.0152711 0.152075 0.146049 0.0898494 246 17 3.58417 0.280789 0.0169002 0.210834 0.238105 0.0708169 247 8 1.46717 0.247555 0.118831 0.183397 0.181921 0.04858 542 158 9.10541 0.23503 0.000171933 0.0576292 0.0504194 0.0449889 544 140 7.96999 0.132832 0.0000779473 0.0569285 0.0526621 0.036434 249 33 5.3195 0.338195 0.0241207 0.161197 0.158533 0.0973313 250 42 6.34341 0.343028 0.00872553 0.151034 0.130452 0.0961685 565 8 0.640514 0.177006 0.0210708 0.0800643 0.0602526 0.0539102 566 5 0.49565 0.236355 0.0407566 0.09913 0.0667026 0.0802195 567 7 1.18187 0.283664 0.00239084 0.168839 0.201653 0.100229 568 5 0.161371 0.0862252 0.00541762 0.0322742 0.0226804 0.0311956 545 185 8.77226 0.140094 0.00148901 0.0474176 0.0433134 0.0326246 252 48 6.11167 0.335976 0.0191399 0.127327 0.125781 0.0708523 253 45 8.45637 0.351392 0.0280539 0.187919 0.181779 0.0857618 1601 42 7.31055 0.681986 0.014316 0.174061 0.0936109 0.193738 -1601 39 6.10358 0.443439 0.0202108 0.156502 0.132123 0.106074 1602 159 23.4485 0.644944 0.000442544 0.147475 0.100746 0.145926 -1602 880 282.941 0.76272 0.000869997 0.321524 0.31929 0.193666 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.0003481, 3.873, 0.700506} {0.002466, 5., 0.700362} {0.0002, 3.162, 0.730581} {0.00032, 3.464, 0.703596} {0.0001392, 3.464, 0.71301} {0.00032, 3.464, 0.721998} {0.0001741, 3.873, 0.750329} {0.0002, 3.873, 0.76272} {0.0002276, 3.873, 0.727339} {147, Hn1X0c} {x, Q, value} {0.0001299, 2.646, 0.754498} {0.00032, 3.464, 0.750359} {0.00035, 4.243, 0.834023} {0.0014, 7.746, 0.703356} {169, H1FL10} {x, Q, value} {0.000129, 2.236, 0.739471} {0.000169, 2.55, 0.712209} datatype: |Corr(r, f(x,Q))| flavour: 1 〈x 〉T24 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 542.042 DataMax: 0.857056 DataMin: -6 8.84507 10 DataMean: 0.134803 DataMedian: 0.0944899 DataSD: 0.135839 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 114.928 0.553971 0.0000950083 0.102615 0.0848393 0.0803806 101 337 55.6858 0.509333 0.000606865 0.16524 0.14605 0.116853 102 250 63.2868 0.639978 0.000626559 0.253147 0.253148 0.143633 104 123 14.0185 0.26884 0.00147258 0.113972 0.110185 0.0717453 108 85 54.1292 0.788844 0.303189 0.636814 0.685558 0.143618 109 96 20.3762 0.431058 0.000117193 0.212252 0.195437 0.146166 110 69 18.8307 0.857056 0.0142303 0.272908 0.270397 0.173941 111 86 14.521 0.432582 0.00214335 0.168849 0.0978419 0.139701 124 38 3.10995 0.213247 0.00418831 0.0818409 0.0823015 0.0508027 125 33 4.98948 0.316802 0.00581451 0.151196 0.152783 0.0808421 126 40 3.56696 0.228185 0.00839085 0.0891739 0.100579 0.0560911 127 38 6.70932 0.317363 0.0304869 0.176561 0.183546 0.0866035 147 47 7.09111 0.340535 0.00353429 0.150875 0.148466 0.0889464 201 119 3.85673 0.142187 8.845E-6 0.0324095 0.0251358 0.027288 203 15 0.597866 0.104784 0.00758761 0.0398578 0.0398037 0.0225574 204 184 7.81796 0.176393 0.000278271 0.0424889 0.0308763 0.0354887 225 11 0.253544 0.056631 0.0119288 0.0230494 0.014264 0.0153598 227 11 0.241856 0.0483991 0.00562741 0.0219869 0.0214097 0.012359 234 9 0.155765 0.0327973 0.000522606 0.0173073 0.0152363 0.0108109 260 28 3.30701 0.202838 0.00411642 0.118107 0.132213 0.061677 261 29 3.41914 0.227367 0.00462222 0.117901 0.133084 0.0527103 504 72 6.74671 0.362853 0.000197069 0.0937043 0.0777871 0.0712156 514 110 9.34172 0.360356 0.00145188 0.0849248 0.0683279 0.0689882 145 10 2.59537 0.460343 0.0705677 0.259537 0.274874 0.13113 169 9 1.66582 0.248882 0.0897853 0.185091 0.194013 0.0552354 267 11 0.479419 0.0698601 0.0168724 0.0435835 0.0465678 0.0197159 268 41 4.73555 0.297687 0.0159868 0.115501 0.0972467 0.0694477 535 90 11.6981 0.303152 0.000443517 0.129979 0.119439 0.0686232 240 14 2.88361 0.312824 0.0952636 0.205972 0.204197 0.063168 241 5 0.148873 0.0592713 0.00144997 0.0297747 0.0314875 0.0240963 281 13 0.452397 0.0881097 0.00531549 0.0347998 0.0308644 0.0224421 266 11 0.403009 0.073473 0.00218205 0.0366372 0.0406092 0.0285639 538 133 16.0756 0.386914 0.001593 0.120869 0.115884 0.071992 245 33 4.11753 0.327859 0.00015954 0.124774 0.105973 0.0967699 246 17 1.58172 0.239749 0.00234493 0.0930424 0.086461 0.0766706 247 8 5.1366 0.724497 0.509051 0.642075 0.642649 0.0745113 542 158 13.1978 0.283873 0.000360069 0.0835301 0.0773379 0.053238 544 140 10.2826 0.253573 0.000186653 0.0734471 0.0620362 0.0570395 249 33 2.57255 0.188885 0.000819038 0.0779562 0.065648 0.0557874 250 42 3.41135 0.26312 0.00682931 0.0812226 0.0602606 0.0641582 565 8 1.31603 0.362917 0.00144965 0.164504 0.170756 0.137687 566 5 0.675421 0.430271 0.0183887 0.135084 0.0826239 0.16758 567 7 2.4343 0.600272 0.0980417 0.347757 0.299391 0.181543 568 5 0.595466 0.278809 0.00170627 0.119093 0.121068 0.106311 545 185 11.3276 0.226755 0.0000246991 0.0612304 0.0554982 0.044179 252 48 10.4824 0.407815 0.00442637 0.218384 0.252211 0.126555 253 45 16.7911 0.671751 0.00131349 0.373135 0.396838 0.170362 1601 42 6.73793 0.553971 0.00188079 0.160427 0.146128 0.109634 -1601 39 8.90609 0.451044 0.0129676 0.228361 0.254478 0.104693 1602 159 20.0842 0.344933 0.00097859 0.126316 0.117155 0.0865027 -1602 880 79.2001 0.369564 0.0000950083 0.0900001 0.0751801 0.0687275 highlightrange: {{0.7, 1.}} highlighted data {108, cdhswf2} {x, Q, value} {0.08, 2.238, 0.755241} {0.08, 2.551, 0.767413} {0.08, 2.909, 0.776502} {0.08, 3.317, 0.783722} {0.08, 3.782, 0.788844} {0.125, 2.152, 0.734549} {0.125, 2.454, 0.75311} {0.125, 2.796, 0.764829} {0.125, 3.189, 0.772136} {0.125, 3.636, 0.77612} {0.125, 4.144, 0.777711} {0.125, 4.727, 0.777815} {0.175, 2.546, 0.720048} {0.175, 2.902, 0.74031} {0.175, 3.309, 0.755736} {0.175, 3.774, 0.766575} {0.175, 4.301, 0.773592} {0.175, 4.905, 0.778677} {0.175, 5.593, 0.781761} {0.225, 3.291, 0.717057} {0.225, 3.752, 0.732674} {0.225, 4.277, 0.744457} {0.225, 4.877, 0.753394} {0.225, 5.561, 0.760206} {0.225, 6.341, 0.765238} {0.225, 7.23, 0.768855} {0.275, 4.148, 0.705411} {0.275, 4.73, 0.716514} {0.275, 5.393, 0.725443} {0.275, 6.149, 0.73227} {0.275, 7.011, 0.737433} {0.275, 7.993, 0.741353} {0.275, 9.114, 0.74408} {0.35, 6.084, 0.700613} {0.35, 6.937, 0.705184} {0.35, 7.909, 0.707986} {0.35, 9.018, 0.709377} {0.35, 10.28, 0.709455} {110, ccfrf2.mi} {x, Q, value} {0.08, 5.623, 0.708366} {0.08, 7.08, 0.760311} {0.125, 8.912, 0.857056} {247, ATL7Zpt} {x, Q, value} {0.01599, 111.9, 0.701576} {0.01686, 118., 0.717411} {0.0183, 128.1, 0.724497} datatype: |Corr(r, f(x,Q))| flavour: 2 〈x 〉T24 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 637.409 DataMax: 0.931391 DataMin: -6 7.52311 10 DataMean: 0.15852 DataMedian: 0.107027 DataSD: 0.160778 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 95.5112 0.472915 0.000129866 0.0852779 0.0631497 0.0815256 101 337 65.613 0.589714 0.000015765 0.194697 0.19209 0.114764 102 250 72.6938 0.720737 0.00342867 0.290775 0.279376 0.161219 104 123 16.349 0.265753 7.523E-6 0.132918 0.132107 0.0809238 108 85 60.9109 0.902345 0.352101 0.716599 0.721518 0.115839 109 96 32.2487 0.71005 0.0187582 0.335924 0.260543 0.247844 110 69 22.4316 0.931391 0.00983117 0.325095 0.288881 0.227309 111 86 23.6167 0.70936 0.00447969 0.274613 0.162483 0.234668 124 38 1.93984 0.168601 0.00054947 0.0510486 0.0445633 0.0455461 125 33 4.78529 0.241728 0.00175315 0.145009 0.167617 0.0775525 126 40 1.93421 0.171625 0.00400943 0.0483553 0.038185 0.044557 127 38 4.01086 0.258491 0.000512639 0.105549 0.0756388 0.0847024 147 47 4.47622 0.247217 0.0000109794 0.0952387 0.0753061 0.0688133 201 119 2.73672 0.154418 0.0000773423 0.0229977 0.0133767 0.0274724 203 15 0.710945 0.0842951 0.00188669 0.0473963 0.0539211 0.0263929 204 184 25.207 0.433577 0.000839802 0.136995 0.0942881 0.123994 225 11 0.670267 0.0788666 0.0434174 0.0609334 0.0615209 0.0139278 227 11 0.71103 0.0909576 0.0367246 0.0646391 0.0671723 0.0219761 234 9 0.152511 0.0289264 0.00211588 0.0169457 0.0179698 0.00836183 260 28 4.20198 0.417294 0.00327574 0.150071 0.115027 0.121123 261 29 3.45163 0.352899 0.00397873 0.119022 0.0548269 0.125531 504 72 11.4865 0.604734 0.00241059 0.159535 0.128267 0.132855 514 110 13.4908 0.554676 0.005959 0.122643 0.0890713 0.0992847 145 10 1.69638 0.339883 0.0400209 0.169638 0.182162 0.0841158 169 9 1.01493 0.19881 0.0282325 0.11277 0.111179 0.057223 267 11 0.847853 0.0857887 0.060229 0.0770775 0.0810519 0.00897349 268 41 2.8801 0.167939 0.00705025 0.0702464 0.056108 0.0508477 535 90 17.993 0.497456 0.0189411 0.199922 0.17638 0.118202 240 14 2.94784 0.395108 0.00410795 0.21056 0.243922 0.127417 241 5 0.116268 0.045953 0.00276828 0.0232535 0.0258928 0.0164791 281 13 0.757906 0.0944565 0.00445098 0.0583005 0.0688095 0.0315162 266 11 0.68247 0.0824104 0.0403114 0.0620427 0.0614463 0.0158697 538 133 31.4605 0.555188 0.000131754 0.236545 0.230633 0.141714 245 33 6.66678 0.399192 0.00264315 0.202024 0.229385 0.115969 246 17 2.7322 0.344336 0.00270916 0.160717 0.144015 0.101753 247 8 2.92345 0.4335 0.294101 0.365431 0.362296 0.049389 542 158 23.9105 0.402088 0.000849344 0.151332 0.14894 0.09641 544 140 21.8116 0.459381 0.00292795 0.155797 0.136882 0.111451 249 33 2.17851 0.148369 0.0063844 0.0660155 0.0615951 0.0458427 250 42 6.37604 0.495685 0.00624814 0.15181 0.145141 0.118059 565 8 1.23758 0.302542 0.0447682 0.154697 0.119496 0.0941228 566 5 1.05567 0.317335 0.117623 0.211134 0.212987 0.07172 567 7 2.41637 0.604114 0.0861177 0.345196 0.363642 0.159161 568 5 0.392068 0.150634 0.0372859 0.0784135 0.0724397 0.0430828 545 185 19.7212 0.316752 0.00208029 0.106601 0.0892379 0.0812615 252 48 4.55989 0.343705 0.000617604 0.0949976 0.0925264 0.0720949 253 45 11.6898 0.430975 0.00249933 0.259773 0.289235 0.121633 1601 42 5.18003 0.33841 0.00384096 0.123334 0.089156 0.100852 -1601 39 8.03741 0.348672 0.0133409 0.206087 0.212331 0.0867923 1602 159 19.8612 0.472915 0.00114978 0.124913 0.0978014 0.106185 -1602 880 62.4326 0.412218 0.000129866 0.0709461 0.0546161 0.0665415 highlightrange: {{0.7, 1.}} highlighted data {102, BcdF2dCor} {x, Q, value} {0.65, 4.95, 0.720737} {108, cdhswf2} {x, Q, value} {0.225, 3.752, 0.700475} {0.225, 4.277, 0.709476} {0.225, 4.877, 0.716267} {0.225, 5.561, 0.721518} {0.225, 6.341, 0.725325} {0.225, 7.23, 0.728088} {0.275, 3.191, 0.707558} {0.275, 3.639, 0.72293} {0.275, 4.148, 0.7354} {0.275, 4.73, 0.745111} {0.275, 5.393, 0.753166} {0.275, 6.149, 0.759498} {0.275, 7.011, 0.764559} {0.275, 7.993, 0.76866} {0.275, 9.114, 0.771969} {0.35, 2.769, 0.749448} {0.35, 3.158, 0.771092} {0.35, 3.6, 0.78959} {0.35, 4.105, 0.804375} {0.35, 4.68, 0.816545} {0.35, 5.336, 0.82628} {0.35, 6.084, 0.833942} {0.35, 6.937, 0.839935} {0.35, 7.909, 0.844414} {0.35, 9.018, 0.847651} {0.35, 10.28, 0.849825} {0.45, 3.14, 0.865276} {0.45, 3.581, 0.880339} {0.45, 4.082, 0.89119} {0.45, 4.654, 0.898079} {0.45, 5.307, 0.901569} {0.45, 6.051, 0.902345} {0.45, 6.899, 0.900815} {0.45, 7.865, 0.897607} {0.45, 8.968, 0.893131} {0.45, 10.22, 0.887685} {0.45, 11.66, 0.881452} {0.55, 3.957, 0.80198} {0.55, 4.511, 0.800393} {0.55, 5.144, 0.796109} {0.55, 5.867, 0.790328} {0.55, 6.689, 0.784132} {0.55, 7.626, 0.777201} {0.55, 8.695, 0.769769} {0.55, 9.914, 0.762445} {0.55, 11.3, 0.755183} {0.55, 12.89, 0.74799} {109, cdhswf3} {x, Q, value} {0.55, 3.957, 0.709678} {0.55, 4.511, 0.71005} {0.55, 5.144, 0.708646} {0.55, 5.867, 0.708005} {0.55, 6.689, 0.707234} {0.55, 7.626, 0.706351} {0.55, 8.695, 0.705586} {0.55, 9.914, 0.704611} {0.55, 11.3, 0.703615} {0.55, 12.89, 0.702541} {110, ccfrf2.mi} {x, Q, value} {0.08, 5.623, 0.751156} {0.08, 7.08, 0.848796} {0.125, 8.912, 0.931391} {0.175, 8.912, 0.714202} {0.45, 11.22, 0.728709} {111, ccfrf3.md} {x, Q, value} {0.55, 4.472, 0.70936} {0.55, 5.621, 0.708253} {0.55, 7.078, 0.706919} {0.55, 8.911, 0.705369} {0.55, 11.22, 0.70366} {0.55, 14.12, 0.702467} datatype: |Corr(r, f(x,Q))| flavour: 3 〈x 〉T24 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 705.291 DataMax: 0.935112 DataMin: 0.0000336948 DataMean: 0.175402 DataMedian: 0.109753 DataSD: 0.182819 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 101.693 0.692061 0.000108862 0.0907976 0.0570637 0.109849 101 337 79.8445 0.607517 0.00022138 0.236927 0.216637 0.15465 102 250 80.4498 0.768359 0.000753783 0.321799 0.286412 0.21034 104 123 13.8036 0.218242 0.0000336948 0.112225 0.115796 0.0561529 108 85 53.6131 0.935112 0.213781 0.630743 0.56443 0.221046 109 96 34.0784 0.862484 0.00159863 0.354983 0.181328 0.313116 110 69 23.074 0.856635 0.00413557 0.334406 0.300476 0.248627 111 86 25.5122 0.863487 0.000677275 0.296653 0.156214 0.288827 124 38 2.84677 0.13263 0.000780966 0.0749151 0.0768508 0.0343624 125 33 3.5698 0.188024 0.0136935 0.108176 0.127218 0.0548569 126 40 2.68954 0.120899 0.00969755 0.0672385 0.0748163 0.029985 127 38 2.71499 0.164505 0.000727847 0.0714472 0.0611246 0.0519812 147 47 2.97822 0.167895 0.00367219 0.0633663 0.052481 0.0452317 201 119 4.33314 0.303271 0.0000391086 0.0364129 0.0207977 0.0532165 203 15 0.924544 0.102323 0.00276842 0.0616363 0.0691937 0.0347734 204 184 41.9237 0.645582 0.0014487 0.227846 0.160864 0.182403 225 11 0.676091 0.103819 0.0169937 0.0614628 0.0620449 0.0285208 227 11 0.836888 0.133117 0.00276834 0.0760807 0.0623357 0.0418682 234 9 0.480181 0.105484 0.00812004 0.0533535 0.0472527 0.0335266 260 28 7.3507 0.678176 0.0142468 0.262525 0.201865 0.19629 261 29 5.60889 0.598305 0.0101011 0.19341 0.0687763 0.209668 504 72 13.2985 0.760668 0.00129845 0.184701 0.140172 0.163804 514 110 15.3388 0.57686 0.00156149 0.139443 0.110011 0.104227 145 10 1.13301 0.235862 0.0297739 0.113301 0.120259 0.0586797 169 9 0.64907 0.124763 0.0181233 0.0721188 0.0715222 0.0358725 267 11 1.35786 0.171955 0.0621656 0.123442 0.128815 0.0397678 268 41 3.51328 0.28112 0.00307267 0.0856898 0.0674236 0.0643193 535 90 18.6754 0.609318 0.00793125 0.207504 0.184549 0.129913 240 14 2.72748 0.591175 0.019467 0.19482 0.178095 0.157683 241 5 0.35351 0.110417 0.0246295 0.0707019 0.0859196 0.037625 281 13 1.30062 0.162086 0.00836744 0.100047 0.10946 0.0540437 266 11 1.13073 0.180085 0.0247077 0.102794 0.115367 0.060018 538 133 34.3272 0.696513 0.00045855 0.258099 0.229654 0.174955 245 33 9.00915 0.658681 0.031597 0.273004 0.246385 0.173966 246 17 4.66469 0.608964 0.053839 0.274393 0.209849 0.168156 247 8 2.05785 0.296914 0.2147 0.257232 0.250559 0.0329572 542 158 26.9509 0.527214 0.000259529 0.170575 0.164414 0.113005 544 140 24.7326 0.529299 0.00122117 0.176661 0.162201 0.1204 249 33 2.88075 0.174998 0.00408304 0.0872956 0.0915028 0.0491099 250 42 8.89956 0.687781 0.0122126 0.211894 0.166806 0.173113 565 8 0.835856 0.198992 0.0258065 0.104482 0.0871187 0.0716995 566 5 0.816181 0.236119 0.106308 0.163236 0.158481 0.0478505 567 7 1.73213 0.47157 0.0139612 0.247447 0.267166 0.138807 568 5 0.34272 0.112038 0.0268984 0.0685441 0.0615934 0.0330948 545 185 27.2286 0.46175 0.000713091 0.147182 0.108693 0.123298 252 48 4.81114 0.589501 0.0052355 0.100232 0.0619115 0.112303 253 45 7.52086 0.297128 0.00254063 0.16713 0.196078 0.0837008 1601 42 6.86696 0.464406 0.00421236 0.163499 0.127831 0.122127 -1601 39 6.74395 0.309336 0.00674658 0.172922 0.186832 0.0690571 1602 159 24.4635 0.692061 0.000133448 0.153859 0.0931861 0.161336 -1602 880 63.6188 0.616821 0.000108862 0.0722941 0.0499074 0.0903712 highlightrange: {{0.7, 1.}} highlighted data {102, BcdF2dCor} {x, Q, value} {0.45, 7.036, 0.722051} {0.45, 8.66, 0.768359} {0.65, 4.95, 0.730103} {108, cdhswf2} {x, Q, value} {0.35, 6.084, 0.701989} {0.35, 6.937, 0.712436} {0.35, 7.909, 0.721686} {0.35, 9.018, 0.729933} {0.35, 10.28, 0.737313} {0.45, 3.14, 0.844138} {0.45, 3.581, 0.866586} {0.45, 4.082, 0.884804} {0.45, 4.654, 0.899083} {0.45, 5.307, 0.909879} {0.45, 6.051, 0.91789} {0.45, 6.899, 0.923289} {0.45, 7.865, 0.926824} {0.45, 8.968, 0.928884} {0.45, 10.22, 0.929644} {0.45, 11.66, 0.929299} {0.55, 3.957, 0.930136} {0.55, 4.511, 0.934173} {0.55, 5.144, 0.935112} {0.55, 5.867, 0.934197} {0.55, 6.689, 0.932061} {0.55, 7.626, 0.92894} {0.55, 8.695, 0.925131} {0.55, 9.914, 0.920925} {0.55, 11.3, 0.916574} {0.55, 12.89, 0.912069} {0.65, 4.906, 0.854764} {0.65, 5.594, 0.853734} {0.65, 6.377, 0.852285} {0.65, 7.271, 0.85009} {0.65, 8.291, 0.848113} {0.65, 9.453, 0.845944} {0.65, 10.78, 0.843651} {0.65, 12.29, 0.84128} {0.65, 14.01, 0.83968} {109, cdhswf3} {x, Q, value} {0.45, 6.899, 0.700301} {0.45, 7.865, 0.709312} {0.45, 8.968, 0.717821} {0.45, 10.22, 0.725502} {0.45, 11.66, 0.73292} {0.55, 3.957, 0.845991} {0.55, 4.511, 0.849992} {0.55, 5.144, 0.851868} {0.55, 5.867, 0.854559} {0.55, 6.689, 0.856188} {0.55, 7.626, 0.857762} {0.55, 8.695, 0.859305} {0.55, 9.914, 0.860536} {0.55, 11.3, 0.861606} {0.55, 12.89, 0.862484} {0.65, 4.906, 0.838706} {0.65, 5.594, 0.838416} {0.65, 6.377, 0.838021} {0.65, 7.271, 0.837794} {0.65, 8.291, 0.837404} {0.65, 9.453, 0.837029} {0.65, 10.78, 0.836713} {0.65, 12.29, 0.835859} {0.65, 14.01, 0.83604} {110, ccfrf2.mi} {x, Q, value} {0.08, 5.623, 0.736319} {0.08, 7.08, 0.842712} {0.125, 7.08, 0.78232} {0.125, 8.912, 0.856635} {0.175, 8.912, 0.780996} {0.45, 11.22, 0.852489} {0.55, 8.912, 0.726053} {0.55, 14.12, 0.796723} {111, ccfrf3.md} {x, Q, value} {0.45, 7.078, 0.702087} {0.45, 8.911, 0.717323} {0.45, 11.22, 0.730853} {0.45, 14.12, 0.743246} {0.55, 4.472, 0.84906} {0.55, 5.621, 0.853493} {0.55, 7.078, 0.856912} {0.55, 8.911, 0.859528} {0.55, 11.22, 0.861536} {0.55, 14.12, 0.863487} {0.65, 5.621, 0.838359} {0.65, 7.078, 0.837869} {0.65, 8.911, 0.837188} {0.65, 11.22, 0.83655} {0.75, 7.078, 0.800023} {0.75, 8.911, 0.799075} {0.75, 11.22, 0.798129} {504, cdf2jtCor2} {x, Q, value} {0.4788, 1400., 0.760668} datatype: |Corr(r, f(x,Q))| flavour: 4 〈x 〉T24 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 717.805 DataMax: 0.965015 DataMin: 0.0000513615 DataMean: 0.178514 DataMedian: 0.103892 DataSD: 0.197229 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 103.829 0.787838 0.0000820292 0.0927048 0.0566698 0.123649 101 337 87.6783 0.65779 0.000814241 0.260173 0.221528 0.183576 102 250 83.7387 0.824368 0.0000513615 0.334955 0.258797 0.262969 104 123 11.4457 0.191883 0.000477745 0.0930544 0.095296 0.0550022 108 85 45.5406 0.965015 0.150569 0.535771 0.384761 0.292332 109 96 32.9711 0.927152 0.00279976 0.343449 0.145183 0.335901 110 69 23.5227 0.888654 0.0120368 0.340908 0.266957 0.250524 111 86 25.0105 0.92668 0.00645794 0.290819 0.1424 0.307816 124 38 2.5909 0.112758 0.0111658 0.0681817 0.0751563 0.028782 125 33 2.43473 0.134641 0.00185595 0.0737797 0.0855338 0.0387981 126 40 2.48741 0.108929 0.00241006 0.0621854 0.069874 0.0326877 127 38 2.03952 0.0989834 0.00682744 0.0536715 0.0593054 0.0307605 147 47 2.21779 0.113367 0.001729 0.0471869 0.0395074 0.0340822 201 119 5.42432 0.377032 0.000139933 0.0455826 0.02456 0.0656782 203 15 0.95432 0.109818 0.00446808 0.0636213 0.0719091 0.0349871 204 184 49.634 0.737087 0.00134934 0.26975 0.200539 0.209909 225 11 1.06084 0.16114 0.0120268 0.0964403 0.0959705 0.0498396 227 11 1.19576 0.153494 0.00939057 0.108706 0.124457 0.0453206 234 9 0.734735 0.188102 0.00566803 0.0816373 0.0555079 0.0649091 260 28 8.46221 0.809377 0.00800903 0.302222 0.226475 0.235944 261 29 6.61822 0.728895 0.00558765 0.228215 0.0827883 0.257348 504 72 13.537 0.814894 0.000574802 0.188014 0.142536 0.175408 514 110 14.8855 0.553404 0.00196337 0.135322 0.114852 0.100385 145 10 0.861649 0.181973 0.0147528 0.0861649 0.0836294 0.0486903 169 9 0.45168 0.080169 0.0140767 0.0501867 0.0512468 0.0225196 267 11 1.52461 0.210516 0.0519819 0.138601 0.145246 0.0581018 268 41 3.72358 0.314559 0.00351015 0.0908189 0.0759669 0.0716811 535 90 18.4256 0.667964 0.00965902 0.204729 0.181859 0.128453 240 14 2.78159 0.685563 0.00552788 0.198685 0.151376 0.166574 241 5 0.527927 0.171416 0.0172009 0.105585 0.124885 0.0623735 281 13 1.86533 0.206002 0.0201024 0.143487 0.173525 0.0616232 266 11 1.28594 0.227542 0.00690623 0.116904 0.139285 0.0855119 538 133 33.0914 0.755115 0.00329335 0.248808 0.221515 0.18563 245 33 10.1466 0.79384 0.0409308 0.307472 0.238586 0.210429 246 17 5.57606 0.75221 0.0231394 0.328004 0.282052 0.213494 247 8 1.59856 0.239569 0.137079 0.19982 0.205055 0.0311384 542 158 26.0098 0.589698 0.00128439 0.164619 0.153335 0.117921 544 140 24.7546 0.527512 0.00517883 0.176818 0.161885 0.116289 249 33 3.16462 0.20095 0.0011985 0.0958976 0.105405 0.057578 250 42 10.2582 0.779841 0.00633194 0.244243 0.166544 0.202608 565 8 0.632059 0.175409 0.0105613 0.0790073 0.050373 0.0689262 566 5 0.482213 0.174026 0.0580235 0.0964426 0.0799115 0.0472348 567 7 1.24503 0.361543 0.0185812 0.177861 0.198195 0.112396 568 5 0.23255 0.134793 0.0143305 0.0465099 0.0183604 0.05103 545 185 31.2104 0.52981 0.00215636 0.168705 0.133328 0.144444 252 48 4.89116 0.70226 0.00164729 0.101899 0.0574281 0.135548 253 45 5.0496 0.24222 0.00581277 0.112213 0.122489 0.0607318 1601 42 7.76878 0.513251 0.0123402 0.184971 0.147735 0.132753 -1601 39 5.67011 0.260966 0.0290405 0.145388 0.156781 0.0616526 1602 159 25.7844 0.787838 0.00326591 0.162166 0.0914333 0.187053 -1602 880 64.6061 0.707176 0.0000820292 0.073416 0.047878 0.102044 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 89.44, 0.716252} {0.65, 109.5, 0.739631} {0.65, 141.4, 0.745153} {0.65, 173.2, 0.76864} {0.65, 223.6, 0.787838} {0.65, 109.5, 0.70538} {0.65, 173.2, 0.707176} {102, BcdF2dCor} {x, Q, value} {0.45, 8.66, 0.772342} {0.55, 3.873, 0.771388} {0.55, 4.123, 0.783882} {0.55, 4.359, 0.75431} {0.55, 4.636, 0.722751} {0.55, 7.036, 0.769482} {0.55, 7.55, 0.753454} {0.55, 8.093, 0.743249} {0.55, 8.66, 0.731701} {0.55, 9.273, 0.725842} {0.65, 4.95, 0.71001} {0.55, 9.273, 0.766517} {0.55, 9.95, 0.742134} {0.55, 10.75, 0.72989} {0.55, 11.73, 0.715524} {0.65, 5.701, 0.824368} {0.65, 6.124, 0.785929} {0.65, 7.036, 0.746469} {108, cdhswf2} {x, Q, value} {0.45, 3.14, 0.750871} {0.45, 3.581, 0.777525} {0.45, 4.082, 0.800338} {0.45, 4.654, 0.819583} {0.45, 5.307, 0.835547} {0.45, 6.051, 0.848891} {0.45, 6.899, 0.859541} {0.45, 7.865, 0.868302} {0.45, 8.968, 0.875528} {0.45, 10.22, 0.881269} {0.45, 11.66, 0.885715} {0.55, 3.957, 0.946597} {0.55, 4.511, 0.954929} {0.55, 5.144, 0.960082} {0.55, 5.867, 0.963223} {0.55, 6.689, 0.964749} {0.55, 7.626, 0.965015} {0.55, 8.695, 0.964473} {0.55, 9.914, 0.963229} {0.55, 11.3, 0.961654} {0.55, 12.89, 0.95974} {0.65, 4.906, 0.936958} {0.65, 5.594, 0.937842} {0.65, 6.377, 0.937929} {0.65, 7.271, 0.937392} {0.65, 8.291, 0.93666} {0.65, 9.453, 0.935731} {0.65, 10.78, 0.934606} {0.65, 12.29, 0.933384} {0.65, 14.01, 0.932567} {109, cdhswf3} {x, Q, value} {0.45, 11.66, 0.708018} {0.55, 3.957, 0.874503} {0.55, 4.511, 0.881118} {0.55, 5.144, 0.885496} {0.55, 5.867, 0.890594} {0.55, 6.689, 0.894106} {0.55, 7.626, 0.897528} {0.55, 8.695, 0.90085} {0.55, 9.914, 0.903724} {0.55, 11.3, 0.906377} {0.55, 12.89, 0.90874} {0.65, 4.906, 0.923954} {0.65, 5.594, 0.92445} {0.65, 6.377, 0.925101} {0.65, 7.271, 0.925594} {0.65, 8.291, 0.92599} {0.65, 9.453, 0.926323} {0.65, 10.78, 0.926658} {0.65, 12.29, 0.926541} {0.65, 14.01, 0.927152} {110, ccfrf2.mi} {x, Q, value} {0.08, 7.08, 0.788619} {0.125, 7.08, 0.789606} {0.125, 8.912, 0.754263} {0.175, 8.912, 0.774511} {0.45, 11.22, 0.850981} {0.55, 8.912, 0.840079} {0.55, 14.12, 0.888654} {111, ccfrf3.md} {x, Q, value} {0.45, 11.22, 0.705422} {0.45, 14.12, 0.721263} {0.55, 4.472, 0.880092} {0.55, 5.621, 0.888623} {0.55, 7.078, 0.895605} {0.55, 8.911, 0.901372} {0.55, 11.22, 0.906217} {0.55, 14.12, 0.910587} {0.65, 5.621, 0.924606} {0.65, 7.078, 0.925517} {0.65, 8.911, 0.926183} {0.65, 11.22, 0.92668} {0.75, 7.078, 0.90928} {0.75, 8.911, 0.908559} {0.75, 11.22, 0.907812} {204, e866ppxf} {x, Q, value} {0.7339, 8.43, 0.707848} {0.7734, 7.95, 0.717995} {0.7776, 8.42, 0.734059} {0.8301, 11.28, 0.711151} {0.8179, 7.45, 0.710215} {0.8232, 7.93, 0.726534} {0.8331, 8.47, 0.737087} {0.8646, 11.39, 0.709333} {0.06448, 8.43, 0.707848} {0.05442, 7.95, 0.717995} {0.06071, 8.42, 0.734059} {0.102, 11.28, 0.711151} {0.04518, 7.45, 0.710215} {0.05087, 7.93, 0.726534} {0.05734, 8.47, 0.737087} {0.09991, 11.39, 0.709333} {260, ZyD02a} {x, Q, value} {0.5391, 91.19, 0.701252} {0.5958, 91.19, 0.749895} {0.6585, 91.19, 0.783646} {0.7277, 91.19, 0.809377} {0.004014, 91.19, 0.701252} {0.003632, 91.19, 0.749895} {0.003287, 91.19, 0.783646} {0.002974, 91.19, 0.809377} {261, ZyCDF2} {x, Q, value} {0.5391, 91.19, 0.728895} {0.5958, 91.19, 0.725404} {0.004014, 91.19, 0.728895} {0.003632, 91.19, 0.725404} {504, cdf2jtCor2} {x, Q, value} {0.8022, 1054., 0.736252} {0.3604, 1054., 0.736252} {0.4788, 1400., 0.814894} {538, CMS7jtR7v2} {x, Q, value} {0.03405, 1372., 0.70142} {0.03659, 1474., 0.735098} {0.03922, 1580., 0.755115} {0.042, 1692., 0.727696} {0.04493, 1810., 0.73351} {0.04801, 1934., 0.735065} {245, LHCb7ZWrap} {x, Q, value} {0.6684, 91.19, 0.730768} {0.8059, 91.19, 0.79384} {0.0002538, 91.19, 0.730768} {0.0002105, 91.19, 0.79384} {246, LHCb8Zeer} {x, Q, value} {0.7052, 91.19, 0.75221} {0.0001842, 91.19, 0.75221} {250, LHCb8WZ} {x, Q, value} {0.7052, 91.19, 0.76821} {0.9055, 91.19, 0.779841} {0.0001842, 91.19, 0.76821} {0.0001434, 91.19, 0.779841} {252, ATL8DY2D} {x, Q, value} {0.01385, 1000., 0.70226} datatype: |Corr(r, f(x,Q))| flavour: 5 〈x 〉T24 Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 715.983 DataMax: 0.966338 DataMin: -6 6.61824 10 DataMean: 0.178061 DataMedian: 0.0997525 DataSD: 0.203844 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 103.694 0.826573 6.618E-6 0.0925836 0.0535345 0.129073 101 337 91.1007 0.680497 0.000734056 0.270328 0.207996 0.196308 102 250 85.8149 0.880208 0.000774395 0.34326 0.213733 0.288438 104 123 11.289 0.189767 0.00167143 0.0917807 0.093349 0.0567083 108 85 39.6315 0.966338 0.113443 0.466253 0.270012 0.328003 109 96 31.8617 0.958475 0.0049721 0.331893 0.144283 0.336624 110 69 23.4362 0.91781 0.0121739 0.339656 0.271753 0.254841 111 86 24.329 0.957217 0.00176314 0.282895 0.140966 0.309764 124 38 2.07996 0.0889373 0.00948683 0.0547358 0.0654074 0.0269701 125 33 1.67743 0.0945312 0.0052289 0.0508312 0.0563427 0.0253163 126 40 2.18386 0.0893574 0.003431 0.0545964 0.0643876 0.0277303 127 38 1.53657 0.0687973 0.00453515 0.0404362 0.0460655 0.0192362 147 47 1.95238 0.103209 0.000670834 0.04154 0.0382031 0.027953 201 119 5.49593 0.409561 0.000145209 0.0461843 0.0223125 0.0722174 203 15 0.956229 0.116833 0.0054385 0.0637486 0.0670701 0.0352424 204 184 52.7216 0.778327 0.00118518 0.286531 0.207832 0.22349 225 11 1.35 0.22743 0.0182135 0.122727 0.0870962 0.0794139 227 11 1.4371 0.217367 0.0230897 0.130646 0.126117 0.0663147 234 9 0.907616 0.245599 0.0100911 0.100846 0.049034 0.0890135 260 28 8.87169 0.872945 0.00306331 0.316846 0.232348 0.254248 261 29 7.07782 0.788612 0.0073575 0.244063 0.0851391 0.279086 504 72 13.5018 0.8317 0.00496887 0.187525 0.12951 0.180245 514 110 14.2 0.524237 0.00438739 0.129091 0.111527 0.0954775 145 10 0.728848 0.151334 0.00947471 0.0728848 0.0651247 0.0446152 169 9 0.330126 0.0554764 0.0107591 0.0366807 0.0388154 0.0149677 267 11 1.55883 0.226392 0.0421938 0.141712 0.148288 0.067814 268 41 3.72648 0.318139 0.000637297 0.0908896 0.0736729 0.0759339 535 90 18.3707 0.688834 0.00304391 0.204119 0.191888 0.124336 240 14 2.85118 0.722693 0.0386204 0.203656 0.183615 0.171151 241 5 0.651277 0.210988 0.0134979 0.130255 0.142475 0.0790195 281 13 2.21659 0.24814 0.0185447 0.170507 0.193594 0.0698928 266 11 1.33837 0.248431 0.000780583 0.12167 0.147698 0.0971753 538 133 31.6696 0.77817 0.000394848 0.238117 0.204042 0.188845 245 33 10.6636 0.859922 0.0149679 0.323139 0.23756 0.226577 246 17 5.96289 0.821618 0.0681439 0.350758 0.286162 0.233469 247 8 1.31162 0.202668 0.0833526 0.163953 0.171292 0.0351035 542 158 24.8277 0.620509 0.00347003 0.157137 0.145114 0.119406 544 140 24.2432 0.512318 0.00448063 0.173165 0.159528 0.112603 249 33 3.29945 0.211518 0.000901922 0.0999832 0.109435 0.0614751 250 42 10.9932 0.829658 0.0112742 0.261743 0.181164 0.214309 565 8 0.741747 0.181056 0.00161361 0.0927184 0.0801622 0.0617651 566 5 0.237722 0.128945 0.00727452 0.0475444 0.0223284 0.0490918 567 7 0.938607 0.28961 0.000526494 0.134087 0.158813 0.101753 568 5 0.249067 0.166337 0.000192124 0.0498133 0.0190391 0.0678584 545 185 33.3789 0.570586 0.000741176 0.180426 0.136114 0.154586 252 48 4.82053 0.748367 0.00638716 0.100428 0.0464787 0.14584 253 45 3.7658 0.208136 0.00012201 0.0836843 0.0825723 0.0497647 1601 42 8.18072 0.529206 0.00767409 0.194779 0.152794 0.137544 -1601 39 4.95261 0.217465 0.00571305 0.12699 0.134401 0.0647211 1602 159 25.7045 0.826573 0.00193336 0.161664 0.0887901 0.19816 -1602 880 64.8557 0.74768 6.618E-6 0.0736997 0.0459747 0.106372 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 70.7, 0.727967} {0.65, 89.44, 0.755181} {0.65, 109.5, 0.77503} {0.65, 141.4, 0.776341} {0.65, 173.2, 0.804843} {0.65, 223.6, 0.826573} {0.65, 70.7, 0.708087} {0.65, 89.44, 0.706416} {0.65, 109.5, 0.740582} {0.65, 141.4, 0.700342} {0.65, 173.2, 0.74768} {102, BcdF2dCor} {x, Q, value} {0.45, 8.66, 0.743393} {0.55, 3.873, 0.844237} {0.55, 4.123, 0.854681} {0.55, 4.359, 0.793086} {0.55, 4.636, 0.745786} {0.55, 7.036, 0.786162} {0.55, 7.55, 0.7811} {0.55, 8.093, 0.780734} {0.55, 8.66, 0.777318} {0.55, 9.273, 0.774757} {0.65, 7.55, 0.736025} {0.65, 8.093, 0.731684} {0.65, 8.66, 0.768478} {0.65, 9.273, 0.760082} {0.65, 9.95, 0.752515} {0.75, 7.036, 0.718241} {0.75, 7.55, 0.742514} {0.75, 8.093, 0.757579} {0.75, 8.66, 0.773131} {0.75, 9.273, 0.784589} {0.75, 9.95, 0.773409} {0.55, 5.701, 0.732518} {0.55, 8.66, 0.701823} {0.55, 9.273, 0.796375} {0.55, 9.95, 0.780606} {0.55, 10.75, 0.777083} {0.55, 11.73, 0.770352} {0.65, 5.701, 0.880208} {0.65, 6.124, 0.84605} {0.65, 9.273, 0.730879} {0.65, 9.95, 0.742379} {0.65, 10.75, 0.729975} {0.65, 11.73, 0.759953} {0.75, 9.95, 0.724899} {0.75, 10.75, 0.773044} {0.75, 11.73, 0.766591} {0.45, 13.23, 0.701033} {0.55, 15.17, 0.750547} {0.65, 7.036, 0.754658} {0.65, 11.73, 0.721504} {0.65, 13.23, 0.774908} {0.65, 15.17, 0.757182} {0.75, 7.55, 0.705117} {0.75, 11.73, 0.741715} {0.75, 13.23, 0.775715} {0.75, 15.17, 0.779761} {108, cdhswf2} {x, Q, value} {0.45, 4.082, 0.720468} {0.45, 4.654, 0.742353} {0.45, 5.307, 0.761197} {0.45, 6.051, 0.777616} {0.45, 6.899, 0.791366} {0.45, 7.865, 0.803273} {0.45, 8.968, 0.813656} {0.45, 10.22, 0.822474} {0.45, 11.66, 0.829914} {0.55, 3.957, 0.92569} {0.55, 4.511, 0.93677} {0.55, 5.144, 0.944669} {0.55, 5.867, 0.95051} {0.55, 6.689, 0.954551} {0.55, 7.626, 0.957152} {0.55, 8.695, 0.958885} {0.55, 9.914, 0.959744} {0.55, 11.3, 0.960152} {0.55, 12.89, 0.960097} {0.65, 4.906, 0.961827} {0.65, 5.594, 0.964151} {0.65, 6.377, 0.965366} {0.65, 7.271, 0.966052} {0.65, 8.291, 0.966307} {0.65, 9.453, 0.966338} {0.65, 10.78, 0.966128} {0.65, 12.29, 0.965795} {0.65, 14.01, 0.965628} {109, cdhswf3} {x, Q, value} {0.55, 3.957, 0.861642} {0.55, 4.511, 0.869945} {0.55, 5.144, 0.875945} {0.55, 5.867, 0.882604} {0.55, 6.689, 0.88737} {0.55, 7.626, 0.892011} {0.55, 8.695, 0.896519} {0.55, 9.914, 0.900485} {0.55, 11.3, 0.904199} {0.55, 12.89, 0.907558} {0.65, 4.906, 0.950669} {0.65, 5.594, 0.951796} {0.65, 6.377, 0.953239} {0.65, 7.271, 0.954317} {0.65, 8.291, 0.955309} {0.65, 9.453, 0.956198} {0.65, 10.78, 0.957052} {0.65, 12.29, 0.957491} {0.65, 14.01, 0.958475} {110, ccfrf2.mi} {x, Q, value} {0.08, 7.08, 0.736378} {0.125, 7.08, 0.767937} {0.175, 8.912, 0.743731} {0.45, 11.22, 0.817526} {0.55, 8.912, 0.881934} {0.55, 14.12, 0.91781} {111, ccfrf3.md} {x, Q, value} {0.55, 4.472, 0.868862} {0.55, 5.621, 0.880054} {0.55, 7.078, 0.889374} {0.55, 8.911, 0.897235} {0.55, 11.22, 0.903977} {0.55, 14.12, 0.909991} {0.65, 5.621, 0.952098} {0.65, 7.078, 0.954116} {0.65, 8.911, 0.955822} {0.65, 11.22, 0.957217} {0.75, 7.078, 0.956506} {0.75, 8.911, 0.956081} {0.75, 11.22, 0.9556} {204, e866ppxf} {x, Q, value} {0.7276, 7.95, 0.718023} {0.7339, 8.43, 0.742349} {0.7824, 11.3, 0.710291} {0.7731, 7.41, 0.726722} {0.7734, 7.95, 0.75703} {0.7776, 8.42, 0.772471} {0.8301, 11.28, 0.750371} {0.8066, 6.94, 0.727379} {0.8179, 7.45, 0.753168} {0.8232, 7.93, 0.768561} {0.8331, 8.47, 0.778327} {0.8646, 11.39, 0.749518} {0.05784, 7.95, 0.718023} {0.06448, 8.43, 0.742349} {0.1086, 11.3, 0.710291} {0.04729, 7.41, 0.726722} {0.05442, 7.95, 0.75703} {0.06071, 8.42, 0.772471} {0.102, 11.28, 0.750371} {0.03976, 6.94, 0.727379} {0.04518, 7.45, 0.753168} {0.05087, 7.93, 0.768561} {0.05734, 8.47, 0.778327} {0.09991, 11.39, 0.749518} {260, ZyD02a} {x, Q, value} {0.5391, 91.19, 0.749486} {0.5958, 91.19, 0.805503} {0.6585, 91.19, 0.844957} {0.7277, 91.19, 0.872945} {0.004014, 91.19, 0.749486} {0.003632, 91.19, 0.805503} {0.003287, 91.19, 0.844957} {0.002974, 91.19, 0.872945} {261, ZyCDF2} {x, Q, value} {0.4878, 91.19, 0.734643} {0.5391, 91.19, 0.787475} {0.5958, 91.19, 0.788612} {0.7277, 91.19, 0.703008} {0.004437, 91.19, 0.734643} {0.004014, 91.19, 0.787475} {0.003632, 91.19, 0.788612} {0.002974, 91.19, 0.703008} {504, cdf2jtCor2} {x, Q, value} {0.8022, 1054., 0.754951} {0.3604, 1054., 0.754951} {0.4788, 1400., 0.8317} {240, LHCb7_WZ1} {x, Q, value} {0.5269, 91.19, 0.722693} {0.000322, 91.19, 0.722693} {538, CMS7jtR7v2} {x, Q, value} {0.03405, 1372., 0.730212} {0.03659, 1474., 0.762505} {0.03922, 1580., 0.77817} {0.042, 1692., 0.745283} {0.04493, 1810., 0.74966} {0.04801, 1934., 0.753042} {245, LHCb7ZWrap} {x, Q, value} {0.5893, 91.19, 0.737258} {0.6684, 91.19, 0.79979} {0.8059, 91.19, 0.859922} {0.0002879, 91.19, 0.737258} {0.0002538, 91.19, 0.79979} {0.0002105, 91.19, 0.859922} {246, LHCb8Zeer} {x, Q, value} {0.5849, 91.19, 0.747469} {0.7052, 91.19, 0.821618} {0.0002221, 91.19, 0.747469} {0.0001842, 91.19, 0.821618} {250, LHCb8WZ} {x, Q, value} {0.5849, 91.19, 0.726537} {0.7052, 91.19, 0.829658} {0.9055, 91.19, 0.824164} {0.0002221, 91.19, 0.726537} {0.0001842, 91.19, 0.829658} {0.0001434, 91.19, 0.824164} {252, ATL8DY2D} {x, Q, value} {0.01385, 1000., 0.748367} datatype: |Corr(r, f(x,Q))| flavour: 0 〈x 〉S-D Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 360.361 DataMax: 0.878148 DataMin: -6 2.42804 10 DataMean: 0.0896198 DataMedian: 0.0517994 DataSD: 0.120949 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 58.8713 0.5066 2.428E-6 0.0525636 0.0406229 0.0476743 101 337 9.95901 0.146336 0.000351159 0.029552 0.0246576 0.0239169 102 250 8.69839 0.153367 0.000315828 0.0347936 0.024417 0.032446 104 123 5.40612 0.174339 0.0000171272 0.0439522 0.0328647 0.0367754 108 85 4.87807 0.254157 0.00145362 0.057389 0.0368053 0.0642341 109 96 1.30781 0.0237464 0.000127065 0.013623 0.0137767 0.00686866 110 69 9.25417 0.47146 0.0106274 0.134118 0.118837 0.0968154 111 86 1.30203 0.0238836 0.000154169 0.0151398 0.0167352 0.00706171 124 38 17.8373 0.845816 0.0653111 0.469402 0.487777 0.254415 125 33 16.0578 0.878148 0.0607839 0.486599 0.595091 0.287996 126 40 21.2506 0.799759 0.297178 0.531266 0.479028 0.135688 127 38 14.0088 0.742671 0.0259589 0.368653 0.449502 0.232668 147 47 2.8342 0.302934 0.00178994 0.060302 0.0463898 0.0533089 201 119 19.6385 0.2192 0.0144841 0.165029 0.175652 0.0418228 203 15 0.641781 0.132379 0.00482244 0.0427854 0.0407089 0.0296935 204 184 13.0149 0.231705 0.00177759 0.0707333 0.0638109 0.055349 225 11 0.543794 0.0799708 0.0058535 0.0494359 0.0497466 0.0246335 227 11 0.564053 0.0807398 0.00223051 0.0512776 0.0531804 0.0241235 234 9 0.74509 0.126494 0.00263795 0.0827878 0.101255 0.0462976 260 28 7.13669 0.395665 0.0381758 0.254882 0.267502 0.0981139 261 29 5.61571 0.381936 0.0383581 0.193645 0.178419 0.0908783 504 72 6.13543 0.276176 0.000112919 0.0852143 0.0818397 0.0518424 514 110 11.917 0.237701 0.00133673 0.108336 0.11894 0.0551015 145 10 0.730541 0.136127 0.00462039 0.0730541 0.074882 0.0421091 169 9 0.976117 0.136067 0.0559508 0.108457 0.115054 0.0280183 267 11 0.887532 0.108319 0.0259288 0.0806847 0.0951365 0.0288459 268 41 15.4533 0.696496 0.0200289 0.37691 0.40816 0.201248 535 90 7.84946 0.22677 0.00251685 0.0872162 0.081493 0.055997 240 14 2.07435 0.440154 0.0107772 0.148168 0.120364 0.125823 241 5 0.536688 0.164603 0.0600501 0.107338 0.119545 0.0424918 281 13 0.84991 0.0982042 0.0260237 0.0653777 0.0694686 0.0248909 266 11 1.01764 0.137719 0.0126791 0.0925127 0.115266 0.0420998 538 133 7.26926 0.23149 0.00048157 0.0546561 0.0437785 0.0471177 245 33 4.43548 0.29343 0.01045 0.134409 0.125203 0.0799977 246 17 3.09459 0.294556 0.0145218 0.182035 0.192009 0.090785 247 8 1.31359 0.27785 0.0729085 0.164199 0.154604 0.0790362 542 158 11.1431 0.172908 0.00135962 0.0705261 0.0649494 0.0477063 544 140 10.6028 0.18365 0.000088258 0.0757342 0.0723889 0.0479009 249 33 10.1941 0.680636 0.00361233 0.308911 0.335443 0.195725 250 42 5.85035 0.371535 0.0111707 0.139294 0.0833841 0.118974 565 8 1.09331 0.255537 0.018928 0.136663 0.126641 0.0702896 566 5 0.480073 0.218909 0.00030787 0.0960146 0.0718231 0.0897997 567 7 1.02325 0.222594 0.0513521 0.146178 0.123766 0.0697747 568 5 0.283388 0.152684 0.0083972 0.0566777 0.0329137 0.0585625 545 185 11.4014 0.174725 0.00026588 0.0616293 0.0569906 0.043949 252 48 14.9376 0.529875 0.00173206 0.3112 0.361464 0.17204 253 45 9.24485 0.366454 0.013947 0.205441 0.206855 0.109455 1601 42 3.64163 0.5066 0.000865528 0.0867056 0.0534021 0.10412 -1601 39 4.40037 0.358147 0.00176841 0.11283 0.101721 0.10037 1602 159 7.47936 0.1397 0.000136046 0.04704 0.0370975 0.0339247 -1602 880 43.3499 0.311631 2.428E-6 0.0492612 0.0400225 0.0388853 highlightrange: {{0.7, 1.}} highlighted data {124, NuTvNuChXN} {x, Q, value} {0.101, 2.328, 0.734806} {0.101, 3.055, 0.753918} {0.101, 3.592, 0.738189} {0.101, 3.271, 0.817732} {0.101, 4.293, 0.812264} {0.101, 5.046, 0.792828} {0.101, 3.894, 0.845816} {0.101, 5.11, 0.84027} {0.021, 2.739, 0.728359} {0.101, 6.007, 0.823606} {125, NuTvNbChXN} {x, Q, value} {0.072, 2.468, 0.767656} {0.072, 2.857, 0.720016} {0.072, 2.603, 0.81059} {0.114, 3.276, 0.737789} {0.072, 3.353, 0.728286} {0.114, 4.219, 0.807519} {0.114, 4.884, 0.808443} {0.114, 4.115, 0.851785} {0.114, 5.299, 0.878148} {0.015, 2.225, 0.828601} {0.114, 6.135, 0.873958} {126, CcfrNuChXN} {x, Q, value} {0.1, 2.563, 0.734823} {0.1, 3.421, 0.732752} {0.1, 4.041, 0.719532} {0.1, 3.55, 0.773784} {0.1, 4.737, 0.7679} {0.1, 5.595, 0.75719} {0.1, 4.469, 0.799759} {0.1, 5.965, 0.796645} {0.1, 7.044, 0.784602} {127, CcfrNbChXN} {x, Q, value} {0.018, 2.085, 0.705158} {0.018, 2.313, 0.716775} {0.018, 2.683, 0.742671} datatype: |Corr(r, f(x,Q))| flavour: 1 〈x 〉S-D Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 441.143 DataMax: 0.666515 DataMin: -6 8.38489 10 DataMean: 0.10971 DataMedian: 0.0900877 DataSD: 0.098445 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 107.787 0.509753 8.385E-6 0.0962381 0.0801656 0.0767517 101 337 32.6637 0.314924 0.000741513 0.0969249 0.0770433 0.0750198 102 250 44.524 0.517001 0.000317411 0.178096 0.147897 0.123349 104 123 18.9956 0.352385 0.00102704 0.154436 0.14502 0.0955746 108 85 13.5331 0.368279 0.00458062 0.159213 0.159312 0.077008 109 96 8.61635 0.144621 0.000764221 0.0897537 0.0988536 0.0465779 110 69 8.79952 0.464668 0.0032917 0.127529 0.117601 0.0924028 111 86 8.01527 0.143921 0.000395563 0.0932008 0.105839 0.042721 124 38 10.8932 0.459192 0.00860602 0.286662 0.315202 0.154169 125 33 10.2049 0.522556 0.0129859 0.309239 0.353136 0.142005 126 40 14.4002 0.46624 0.201806 0.360006 0.369544 0.0756829 127 38 15.939 0.666515 0.00457566 0.419448 0.484631 0.210263 147 47 3.04506 0.115526 0.00638153 0.0647884 0.0671969 0.029984 201 119 13.5553 0.145825 0.0135719 0.11391 0.115879 0.022395 203 15 0.719861 0.133755 0.00164852 0.0479908 0.0491776 0.0358259 204 184 19.2736 0.183218 0.000971173 0.104748 0.113719 0.0472979 225 11 1.37059 0.146254 0.104597 0.124599 0.12291 0.0146335 227 11 1.49274 0.160008 0.104878 0.135704 0.133255 0.0178406 234 9 1.10099 0.137889 0.105479 0.122332 0.125328 0.0123323 260 28 2.73639 0.149206 0.00441185 0.0977283 0.0920366 0.0326665 261 29 2.32282 0.125434 0.00596123 0.0800972 0.0932655 0.0371838 504 72 3.71576 0.141873 0.000155607 0.0516078 0.0431469 0.0427664 514 110 7.61231 0.169889 0.0000418355 0.0692028 0.0689426 0.0418741 145 10 0.618796 0.11693 0.00375991 0.0618796 0.062735 0.0377587 169 9 0.471851 0.0677572 0.0214814 0.0524279 0.0566905 0.0167151 267 11 1.49399 0.259484 0.00569712 0.135818 0.137565 0.0997045 268 41 3.72195 0.434091 0.00195709 0.0907792 0.0593685 0.0894247 535 90 7.9867 0.304694 0.00210525 0.0887411 0.0856195 0.0525368 240 14 1.69314 0.352186 0.00128864 0.120939 0.0995215 0.102047 241 5 0.313507 0.112927 0.00429227 0.0627013 0.0617385 0.0458889 281 13 1.08293 0.151409 0.02538 0.0833025 0.0809493 0.0476944 266 11 1.66921 0.263886 0.0302317 0.151746 0.134894 0.0899424 538 133 5.95443 0.174327 0.000110437 0.0447702 0.0392464 0.0357233 245 33 2.82878 0.172687 0.00654923 0.0857205 0.0874387 0.0483449 246 17 2.26473 0.250563 0.0114115 0.133219 0.136641 0.0710034 247 8 1.9645 0.325349 0.126917 0.245562 0.268034 0.0803271 542 158 8.81721 0.171184 0.000354299 0.0558051 0.0527668 0.0365797 544 140 8.61406 0.187119 0.000153743 0.061529 0.0594025 0.040886 249 33 2.89986 0.230636 0.000126287 0.0878744 0.0808396 0.0732174 250 42 3.0512 0.197896 0.00199291 0.0726476 0.0660111 0.0541205 565 8 1.71421 0.333154 0.13709 0.214276 0.206229 0.0708955 566 5 0.401227 0.103014 0.0219226 0.0802453 0.0963294 0.0341086 567 7 0.77138 0.162242 0.0399919 0.110197 0.147892 0.0545118 568 5 0.356765 0.107906 0.00974563 0.0713531 0.0824676 0.0376925 545 185 9.69284 0.178543 0.000415327 0.0523937 0.0435314 0.0398982 252 48 11.8755 0.620699 0.00747839 0.247406 0.222695 0.162277 253 45 9.56705 0.644468 0.00758491 0.212601 0.166028 0.158896 1601 42 11.616 0.477451 0.0281344 0.276572 0.290128 0.121869 -1601 39 6.79434 0.509753 0.00326058 0.174214 0.140608 0.125172 1602 159 17.3467 0.242412 0.00228604 0.109099 0.108601 0.0620643 -1602 880 72.0296 0.249362 8.385E-6 0.0818519 0.0697095 0.0581031 highlightrange: {{0.7, 1.}} highlighted data datatype: |Corr(r, f(x,Q))| flavour: 2 〈x 〉S-D Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 443.505 DataMax: 0.649906 DataMin: 0.0000422938 DataMean: 0.110297 DataMedian: 0.0765242 DataSD: 0.103744 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 89.5355 0.403804 0.000104931 0.0799424 0.0536087 0.0776277 101 337 37.9488 0.351424 0.000437255 0.112608 0.104143 0.0701787 102 250 46.1724 0.501809 0.000985399 0.18469 0.182444 0.115655 104 123 27.0696 0.430383 0.000268525 0.220078 0.230974 0.130719 108 85 20.7103 0.423085 0.0454523 0.243651 0.255791 0.0896605 109 96 14.9745 0.288397 0.00234761 0.155984 0.162498 0.0905182 110 69 9.98865 0.459026 0.000826234 0.144763 0.13174 0.102165 111 86 13.2128 0.287409 0.000149972 0.153637 0.167398 0.0786197 124 38 8.55655 0.444459 0.0111111 0.225172 0.205052 0.114948 125 33 13.3341 0.569046 0.078434 0.404064 0.450321 0.152244 126 40 10.1014 0.538639 0.0363329 0.252535 0.190235 0.159286 127 38 12.628 0.649906 0.000427895 0.332315 0.278699 0.226192 147 47 1.50868 0.0613208 0.000132112 0.0320995 0.0363903 0.0166348 201 119 14.8029 0.157078 0.00283917 0.124394 0.127742 0.0247345 203 15 1.4911 0.166619 0.0040618 0.0994067 0.10197 0.0612375 204 184 31.3462 0.34891 0.00413009 0.17036 0.157147 0.0917064 225 11 1.73137 0.278111 0.0791133 0.157397 0.139919 0.0724309 227 11 1.60365 0.276628 0.074558 0.145786 0.1204 0.072653 234 9 0.777464 0.183882 0.0350742 0.0863848 0.0658065 0.0541292 260 28 2.48487 0.166193 0.00710414 0.0887454 0.0774098 0.0444478 261 29 2.07275 0.14023 0.00891161 0.0714741 0.0627805 0.0329658 504 72 2.93084 0.116814 0.000144944 0.0407061 0.0383755 0.0261449 514 110 4.20563 0.111133 0.000422245 0.038233 0.0355451 0.0259175 145 10 0.416945 0.0586272 0.0153776 0.0416945 0.0513748 0.0185222 169 9 0.640979 0.0853006 0.0525509 0.0712199 0.0716947 0.010762 267 11 1.16165 0.179524 0.00742437 0.105605 0.115966 0.065066 268 41 3.58227 0.255344 0.00323488 0.0873723 0.0897091 0.0608245 535 90 5.02516 0.302046 0.000170048 0.0558351 0.0428125 0.0474308 240 14 2.07034 0.454157 0.00165812 0.147881 0.11196 0.132237 241 5 0.730987 0.309979 0.00315721 0.146197 0.121695 0.12599 281 13 2.01841 0.403416 0.010456 0.155262 0.151621 0.126805 266 11 1.12099 0.172222 0.0127971 0.101908 0.109492 0.0608742 538 133 8.37687 0.176648 0.000491373 0.062984 0.0571546 0.0427399 245 33 3.80855 0.446812 0.0000422938 0.115411 0.0915365 0.085582 246 17 1.87768 0.165418 0.0211005 0.110452 0.123135 0.04444 247 8 1.89712 0.284361 0.0616348 0.23714 0.264979 0.0733897 542 158 7.65105 0.138222 0.000443891 0.0484244 0.0424941 0.0309784 544 140 6.80208 0.124192 0.00102129 0.0485863 0.0444929 0.0312935 249 33 1.77211 0.127463 0.00124172 0.0537004 0.0430855 0.034562 250 42 4.55259 0.430111 0.000697672 0.108395 0.0925311 0.0882476 565 8 0.894195 0.238849 0.0504975 0.111774 0.0871512 0.0636575 566 5 0.369711 0.111233 0.0535814 0.0739422 0.0609856 0.0241276 567 7 0.263914 0.0710778 0.000578638 0.037702 0.0468906 0.0296879 568 5 0.157279 0.0523362 0.0137824 0.0314559 0.0308253 0.0148749 545 185 7.28365 0.135403 0.000325186 0.0393711 0.035676 0.0262938 252 48 5.81703 0.535592 0.0078258 0.121188 0.0667057 0.140946 253 45 6.02492 0.532448 0.0054909 0.133887 0.110259 0.100516 1601 42 10.7965 0.403804 0.0129575 0.257058 0.293579 0.113216 -1601 39 6.73293 0.389874 0.00665158 0.172639 0.168779 0.119078 1602 159 16.5308 0.275318 0.000591596 0.103967 0.089284 0.0754699 -1602 880 55.4753 0.258551 0.000104931 0.0630401 0.0461042 0.0562686 highlightrange: {{0.7, 1.}} highlighted data datatype: |Corr(r, f(x,Q))| flavour: 3 〈x 〉S-D Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 441.548 DataMax: 0.692049 DataMin: 0.0000359633 DataMean: 0.109811 DataMedian: 0.0837423 DataSD: 0.0986987 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 84.9168 0.566655 0.000417001 0.0758186 0.0530414 0.0770454 101 337 46.5821 0.350864 0.000443239 0.138226 0.142086 0.0736253 102 250 44.6722 0.44144 0.00362974 0.178689 0.181934 0.0854806 104 123 26.3657 0.692049 0.00807279 0.214355 0.154708 0.198968 108 85 20.2279 0.391456 0.128012 0.237975 0.213076 0.0819138 109 96 16.1627 0.358234 0.00207884 0.168361 0.136051 0.112645 110 69 8.32898 0.33183 0.00342712 0.12071 0.114319 0.0873433 111 86 13.5333 0.358831 0.00426015 0.157364 0.143136 0.0991978 124 38 5.36846 0.361965 0.00662873 0.141275 0.117846 0.118072 125 33 9.9205 0.430496 0.052124 0.300621 0.333652 0.11731 126 40 5.70394 0.389216 0.0216781 0.142598 0.0930721 0.124653 127 38 8.50768 0.463766 0.00388997 0.223886 0.184151 0.144916 147 47 1.30734 0.0683843 0.00226668 0.0278157 0.0260526 0.0155595 201 119 12.9555 0.146469 0.0162811 0.10887 0.112285 0.0228043 203 15 1.66424 0.18477 0.0193652 0.110949 0.108171 0.0656461 204 184 30.8164 0.376129 0.00354909 0.167481 0.167096 0.103502 225 11 0.931765 0.293901 0.00732201 0.0847059 0.0240588 0.09997 227 11 0.845901 0.296691 0.00148306 0.0769001 0.0239051 0.0988258 234 9 0.315886 0.111587 0.00102494 0.0350984 0.025225 0.0322359 260 28 3.00184 0.308244 0.000359223 0.107209 0.0647088 0.100154 261 29 2.64263 0.312351 0.00107687 0.0911253 0.0316817 0.108829 504 72 4.17016 0.146032 0.000187609 0.0579189 0.0563463 0.0331665 514 110 6.35528 0.13644 0.000359047 0.0577752 0.0553333 0.0364796 145 10 0.4161 0.0694007 0.0052202 0.04161 0.0434309 0.0233777 169 9 0.426866 0.056859 0.0334666 0.0474296 0.0483714 0.00798798 267 11 1.0068 0.1526 0.0456854 0.091527 0.0764025 0.0419003 268 41 1.97397 0.113131 0.00294037 0.0481456 0.0449117 0.0297118 535 90 5.93714 0.286955 0.00180921 0.0659682 0.0490811 0.0592483 240 14 2.10177 0.590515 0.0015056 0.150127 0.098566 0.162495 241 5 0.801824 0.389362 0.00781419 0.160365 0.10087 0.15767 281 13 2.27848 0.536665 0.00442384 0.175268 0.14423 0.166708 266 11 0.794083 0.141447 0.0124804 0.0721893 0.0630665 0.050952 538 133 11.6663 0.237352 0.0000651543 0.0877164 0.0693765 0.0611163 245 33 4.71609 0.596654 0.00436449 0.142912 0.12597 0.121665 246 17 1.87534 0.290471 0.0047647 0.110314 0.0806895 0.0995067 247 8 1.76191 0.24699 0.0949037 0.220239 0.240401 0.0517197 542 158 11.0195 0.173241 0.000396088 0.0697436 0.06103 0.0454467 544 140 9.17007 0.187781 0.0000359633 0.0655005 0.0626603 0.0466336 249 33 1.33214 0.0980764 0.00110649 0.0403679 0.0420284 0.0282341 250 42 5.30771 0.543239 0.00146658 0.126374 0.100086 0.116282 565 8 0.636064 0.164674 0.0269702 0.079508 0.0471906 0.0554891 566 5 0.491885 0.120369 0.0770153 0.098377 0.10342 0.0192288 567 7 0.494863 0.118147 0.0119148 0.0706947 0.0672471 0.0415842 568 5 0.220888 0.0935001 0.00566638 0.0441776 0.0429119 0.0359602 545 185 13.5019 0.2089 0.00225869 0.072983 0.0734967 0.0402731 252 48 4.66 0.367698 0.0125395 0.0970834 0.0761159 0.0839124 253 45 3.65934 0.394808 0.00189736 0.0813186 0.0604699 0.0696778 1601 42 9.25874 0.464833 0.0148812 0.220446 0.196707 0.117505 -1601 39 6.24664 0.566655 0.0144581 0.16017 0.106971 0.16432 1602 159 16.2367 0.298769 0.00131886 0.102118 0.074195 0.0771408 -1602 880 53.1748 0.316617 0.000417001 0.0604259 0.0450475 0.054757 highlightrange: {{0.7, 1.}} highlighted data datatype: |Corr(r, f(x,Q))| flavour: 4 〈x 〉S-D Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 424.752 DataMax: 0.846203 DataMin: 0.0000497726 DataMean: 0.105633 DataMedian: 0.0764794 DataSD: 0.101525 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 76.6586 0.610468 0.0000497726 0.0684452 0.0477744 0.0747752 101 337 50.2501 0.343922 0.00362767 0.14911 0.150606 0.0870977 102 250 46.5619 0.390339 0.000420274 0.186248 0.196171 0.107881 104 123 24.8558 0.846203 0.00103615 0.202079 0.103784 0.247642 108 85 16.9033 0.397075 0.054461 0.198863 0.165312 0.1178 109 96 16.3041 0.389209 0.002974 0.169835 0.142796 0.117462 110 69 9.33601 0.354961 0.00214662 0.135305 0.12799 0.0904067 111 86 12.7903 0.387868 0.000586604 0.148724 0.128718 0.109493 124 38 4.62878 0.2497 0.00120459 0.12181 0.095058 0.0773474 125 33 6.15985 0.275304 0.0477595 0.186662 0.219274 0.0799128 126 40 4.60524 0.244986 0.00343601 0.115131 0.105679 0.0669336 127 38 5.38347 0.277129 0.00781371 0.14167 0.128476 0.0886294 147 47 1.45741 0.0739936 0.00346265 0.0310087 0.0281396 0.0175336 201 119 9.07605 0.119186 0.0193879 0.0762693 0.0778386 0.017158 203 15 1.61565 0.177733 0.0136985 0.10771 0.103122 0.0616812 204 184 27.8136 0.350418 0.00044003 0.151161 0.145097 0.10073 225 11 0.711295 0.216123 0.0118345 0.0646632 0.0564362 0.0584902 227 11 0.661446 0.223187 0.00234525 0.0601314 0.0344175 0.0630755 234 9 0.402744 0.062163 0.0116147 0.0447493 0.0474531 0.016167 260 28 3.41402 0.389923 0.00282939 0.121929 0.0891745 0.128222 261 29 4.30097 0.421595 0.000793878 0.148309 0.10802 0.137638 504 72 4.23748 0.15428 0.003101 0.0588539 0.0607588 0.035239 514 110 6.72402 0.143441 0.00120499 0.0611274 0.0565995 0.0390072 145 10 0.470416 0.080998 0.00335811 0.0470416 0.0497802 0.0285594 169 9 0.290032 0.0358185 0.0240212 0.0322257 0.0344109 0.00401911 267 11 0.788054 0.133021 0.0107971 0.0716413 0.0748028 0.0439007 268 41 1.54792 0.133392 0.00360649 0.0377542 0.0307661 0.0281598 535 90 5.75843 0.264417 0.00121231 0.0639826 0.0408735 0.0623589 240 14 1.90565 0.578589 0.010544 0.136118 0.0842707 0.162925 241 5 0.675868 0.367538 0.0342315 0.135174 0.0425296 0.146225 281 13 2.12743 0.543917 0.00826814 0.163649 0.0991619 0.159252 266 11 0.659514 0.125109 0.0110422 0.0599558 0.0440341 0.0441138 538 133 12.0895 0.27942 0.000344213 0.0908986 0.0712535 0.0685686 245 33 4.96678 0.594057 0.011663 0.150509 0.103999 0.140915 246 17 2.45185 0.386896 0.0108649 0.144226 0.104561 0.122227 247 8 1.62101 0.227742 0.0942313 0.202626 0.218137 0.044591 542 158 11.5104 0.194541 0.00129684 0.0728509 0.0651687 0.0504613 544 140 10.0154 0.20491 0.000057554 0.0715389 0.0647815 0.0520189 249 33 1.63005 0.10251 0.00580522 0.0493955 0.0462572 0.0302729 250 42 5.50206 0.513897 0.00838635 0.131001 0.0750307 0.122371 565 8 0.550189 0.15333 0.0216228 0.0687736 0.0533112 0.0428396 566 5 0.376436 0.11821 0.0457688 0.0752873 0.0674866 0.0283358 567 7 0.502169 0.167056 0.00489486 0.0717384 0.0622785 0.0594984 568 5 0.261806 0.134852 0.0231204 0.0523611 0.0253594 0.0479439 545 185 16.5079 0.243443 0.00769039 0.0892319 0.0864645 0.0484524 252 48 4.4223 0.252414 0.000480161 0.0921313 0.0877488 0.0615378 253 45 3.26886 0.277534 0.00241492 0.0726413 0.0605112 0.0534115 1601 42 7.61436 0.444954 0.00834685 0.181294 0.137619 0.139027 -1601 39 5.67483 0.610468 0.00297984 0.145509 0.112072 0.180547 1602 159 14.5207 0.307672 0.0000783275 0.0913253 0.0676925 0.0762868 -1602 880 48.8487 0.311925 0.0000497726 0.0555099 0.0424274 0.0512535 highlightrange: {{0.7, 1.}} highlighted data {104, NmcRatCor} {x, Q, value} {0.55, 3.854, 0.764779} {0.55, 4.442, 0.823418} {0.55, 5.16, 0.831362} {0.55, 5.964, 0.826022} {0.55, 6.867, 0.837691} {0.55, 7.972, 0.846203} {0.55, 9.941, 0.845303} {0.675, 5.147, 0.803286} {0.675, 5.95, 0.786523} {0.675, 6.858, 0.782387} {0.675, 7.971, 0.778957} {0.675, 9.951, 0.773566} datatype: |Corr(r, f(x,Q))| flavour: 5 〈x 〉S-D Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 415.756 DataMax: 0.896374 DataMin: -6 2.57229 10 DataMean: 0.103396 DataMedian: 0.0695169 DataSD: 0.105354 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 68.8665 0.590674 2.572E-6 0.061488 0.0419901 0.0715867 101 337 50.7356 0.345062 0.000187028 0.150551 0.143153 0.0953475 102 250 52.6148 0.419184 0.00188609 0.210459 0.20842 0.11747 104 123 26.4126 0.896374 0.00259855 0.214737 0.11871 0.259644 108 85 14.1309 0.405528 0.000911535 0.166246 0.167547 0.143405 109 96 16.4263 0.406338 0.00120736 0.171108 0.159724 0.118975 110 69 10.8609 0.399374 0.00265371 0.157404 0.158939 0.0993187 111 86 12.6181 0.405449 0.000413047 0.146722 0.132412 0.113009 124 38 3.88453 0.175069 0.00282379 0.102225 0.0995072 0.0458657 125 33 3.63356 0.169814 0.0134821 0.110108 0.135604 0.0567017 126 40 3.81791 0.15058 0.0267999 0.0954478 0.104363 0.0293821 127 38 3.56694 0.157596 0.0035099 0.0938669 0.107409 0.050708 147 47 1.59033 0.0785937 0.00178025 0.0338369 0.0311164 0.0198306 201 119 6.28011 0.113434 0.00174664 0.052774 0.0532887 0.0184578 203 15 1.58267 0.172667 0.00625965 0.105511 0.0973832 0.0589418 204 184 25.6011 0.32987 0.000233435 0.139136 0.12864 0.0930424 225 11 0.828685 0.133416 0.0194233 0.075335 0.076599 0.0473686 227 11 0.759995 0.141398 0.00247984 0.0690904 0.0555535 0.0538863 234 9 0.624832 0.100809 0.0344433 0.0694258 0.0652856 0.0248617 260 28 3.86199 0.428235 0.00779114 0.137928 0.0970372 0.134164 261 29 5.39489 0.482078 0.00974367 0.186031 0.117837 0.149362 504 72 3.98912 0.156999 0.000381565 0.0554045 0.0558305 0.0356426 514 110 6.41827 0.171767 0.000998226 0.0583479 0.0535963 0.0404727 145 10 0.517793 0.0878263 0.00989793 0.0517793 0.0616222 0.0298955 169 9 0.209005 0.0273514 0.0168707 0.0232228 0.0236479 0.00347242 267 11 0.698881 0.13322 0.00425419 0.0635347 0.0627729 0.0471277 268 41 1.65375 0.151024 0.00140845 0.0403354 0.025936 0.0337785 535 90 5.7198 0.264246 0.00116864 0.0635533 0.0436226 0.060667 240 14 1.87171 0.521462 0.02754 0.133693 0.0900739 0.148868 241 5 0.563241 0.317558 0.0196313 0.112648 0.0596671 0.121452 281 13 1.86123 0.505652 0.00808826 0.143171 0.0968888 0.152977 266 11 0.737095 0.122618 0.013009 0.0670086 0.0575153 0.0392931 538 133 11.9582 0.303518 0.000123467 0.0899111 0.0686846 0.0714754 245 33 5.13567 0.5415 0.00672895 0.155626 0.102544 0.146827 246 17 2.89544 0.438908 0.016833 0.17032 0.130949 0.133143 247 8 1.50581 0.213359 0.0860137 0.188227 0.202588 0.0420671 542 158 11.336 0.205847 0.00158692 0.0717466 0.0617427 0.0514111 544 140 10.2595 0.224376 0.00111069 0.0732821 0.0656403 0.0537073 249 33 1.98305 0.139424 0.000247404 0.0600924 0.0593822 0.036566 250 42 5.568 0.447263 0.00935647 0.132572 0.0918482 0.12372 565 8 0.520826 0.13893 0.00552971 0.0651033 0.0570092 0.042244 566 5 0.245952 0.107917 0.0148334 0.0491903 0.0338 0.0361715 567 7 0.492018 0.175878 0.0000608822 0.0702883 0.0576753 0.0611058 568 5 0.295192 0.159032 0.00192098 0.0590385 0.0473819 0.0589939 545 185 17.6302 0.259478 0.00409098 0.0952984 0.0890644 0.053643 252 48 4.25006 0.194249 0.00108481 0.0885428 0.0905145 0.0591036 253 45 3.34682 0.200028 0.00113964 0.0743737 0.0699233 0.0474939 1601 42 6.51858 0.482543 0.00312263 0.155204 0.0861521 0.14845 -1601 39 6.02185 0.590674 0.00134749 0.154406 0.108293 0.165189 1602 159 12.5826 0.323747 0.000122929 0.079136 0.054115 0.0740686 -1602 880 43.7435 0.284618 2.572E-6 0.0497085 0.0381033 0.0482927 highlightrange: {{0.7, 1.}} highlighted data {104, NmcRatCor} {x, Q, value} {0.55, 3.854, 0.814894} {0.55, 4.442, 0.871626} {0.55, 5.16, 0.885716} {0.55, 5.964, 0.882638} {0.55, 6.867, 0.890805} {0.55, 7.972, 0.894238} {0.55, 9.941, 0.896374} {0.675, 5.147, 0.894049} {0.675, 5.95, 0.881433} {0.675, 6.858, 0.877386} {0.675, 7.971, 0.874435} {0.675, 9.951, 0.869282} datatype: |Corr(r, f(x,Q))| flavour: 0 〈x 〉C-S Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 378.842 DataMax: 0.878088 DataMin: 0.0000110672 DataMean: 0.0942158 DataMedian: 0.057944 DataSD: 0.120472 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 74.5797 0.511681 0.0000596094 0.066589 0.0517889 0.0568817 101 337 11.6886 0.156796 0.0000110672 0.0346842 0.0306793 0.0256654 102 250 9.12796 0.152114 0.000178431 0.0365119 0.0282407 0.0302817 104 123 5.04014 0.161658 0.000423905 0.0409768 0.0338872 0.0329385 108 85 5.38869 0.263075 0.00313225 0.0633963 0.0360329 0.0666703 109 96 1.88358 0.0327846 0.000153528 0.0196206 0.0219047 0.00938375 110 69 9.45502 0.490918 0.000154911 0.137029 0.125682 0.0995404 111 86 1.72332 0.0324216 0.000141035 0.0200386 0.0227017 0.00957053 124 38 17.9745 0.849401 0.0629026 0.473012 0.495147 0.256717 125 33 16.1123 0.878088 0.067119 0.488252 0.592161 0.28913 126 40 21.407 0.80455 0.298257 0.535176 0.478946 0.136176 127 38 14.105 0.742449 0.0205657 0.371184 0.455338 0.236481 147 47 2.41144 0.294436 0.000014004 0.0513073 0.0431135 0.0529659 201 119 15.6868 0.172512 0.00974984 0.131822 0.140902 0.0292733 203 15 0.582141 0.118113 0.0092481 0.0388094 0.0362103 0.0252821 204 184 13.6247 0.234995 0.0000910881 0.0740471 0.0621994 0.0580542 225 11 0.645126 0.102555 0.00309186 0.0586478 0.0537569 0.0356093 227 11 0.627649 0.0962727 0.0124238 0.057059 0.0478251 0.0308684 234 9 0.800116 0.129137 0.00883771 0.0889018 0.107166 0.0439569 260 28 6.61555 0.37577 0.0276624 0.23627 0.242821 0.0925779 261 29 5.16439 0.353125 0.0161693 0.178083 0.164974 0.0867647 504 72 6.4621 0.264732 0.00150382 0.0897514 0.0833181 0.053304 514 110 12.4624 0.236524 0.00164089 0.113294 0.118128 0.0580688 145 10 0.589477 0.115286 0.0141153 0.0589477 0.0563928 0.0348857 169 9 0.790687 0.118485 0.0401253 0.0878541 0.0919213 0.0265486 267 11 0.836595 0.111104 0.0123735 0.0760541 0.0847182 0.0304988 268 41 15.6205 0.702669 0.014443 0.380988 0.411717 0.204135 535 90 8.33356 0.232288 0.000451174 0.0925951 0.0847228 0.0568169 240 14 2.11597 0.434681 0.00222149 0.151141 0.129628 0.124811 241 5 0.516026 0.158205 0.0621537 0.103205 0.108713 0.0412626 281 13 0.894433 0.106306 0.0291205 0.0688025 0.0761072 0.0295957 266 11 0.970615 0.130762 0.016923 0.0882377 0.107936 0.0419653 538 133 7.40594 0.220675 0.000139261 0.0556837 0.0452181 0.0460901 245 33 4.46543 0.310178 0.013535 0.135316 0.130106 0.0824677 246 17 3.15902 0.311032 0.00402641 0.185825 0.200186 0.0906022 247 8 1.30304 0.277663 0.0719883 0.16288 0.151593 0.0789344 542 158 11.7411 0.175568 0.000971957 0.0743109 0.0732889 0.0487283 544 140 11.2854 0.177279 0.000585312 0.08061 0.0744635 0.0505145 249 33 10.2827 0.692662 0.00603516 0.311597 0.334535 0.198536 250 42 5.86876 0.368229 0.00568753 0.139732 0.0864896 0.119135 565 8 1.18702 0.265451 0.0249184 0.148377 0.143125 0.0689562 566 5 0.556692 0.218383 0.0244678 0.111338 0.0905438 0.0816225 567 7 1.0119 0.226093 0.0727727 0.144556 0.130043 0.066975 568 5 0.340468 0.171926 0.00505715 0.0680937 0.0531161 0.0670308 545 185 12.0745 0.18206 0.00046455 0.0652676 0.0593492 0.0454356 252 48 14.7139 0.53888 0.00144247 0.30654 0.351069 0.16962 253 45 9.2097 0.362963 0.0152015 0.20466 0.20692 0.108181 1601 42 4.02961 0.511681 0.0064819 0.0959432 0.0582308 0.106387 -1601 39 4.24411 0.358855 0.000184258 0.108823 0.10308 0.0983045 1602 159 9.15123 0.159955 0.000393687 0.0575549 0.0517188 0.0370799 -1602 880 57.1548 0.335032 0.0000596094 0.0649486 0.0508449 0.0528046 highlightrange: {{0.7, 1.}} highlighted data {124, NuTvNuChXN} {x, Q, value} {0.101, 2.328, 0.742678} {0.101, 3.055, 0.76074} {0.101, 3.592, 0.745165} {0.101, 3.271, 0.823018} {0.101, 4.293, 0.817022} {0.101, 5.046, 0.798355} {0.101, 3.894, 0.849401} {0.101, 5.11, 0.843385} {0.021, 2.739, 0.725972} {0.101, 6.007, 0.827482} {125, NuTvNbChXN} {x, Q, value} {0.072, 2.468, 0.774861} {0.072, 2.857, 0.727192} {0.072, 2.603, 0.81322} {0.114, 3.276, 0.742856} {0.072, 3.353, 0.729656} {0.114, 4.219, 0.811335} {0.114, 4.884, 0.8124} {0.114, 4.115, 0.852914} {0.114, 5.299, 0.878088} {0.015, 2.225, 0.831864} {0.114, 6.135, 0.874183} {126, CcfrNuChXN} {x, Q, value} {0.1, 2.563, 0.742398} {0.1, 3.421, 0.739916} {0.1, 4.041, 0.727123} {0.1, 3.55, 0.779818} {0.1, 4.737, 0.773578} {0.1, 5.595, 0.763329} {0.1, 4.469, 0.80455} {0.1, 5.965, 0.801039} {0.1, 7.044, 0.789314} {127, CcfrNbChXN} {x, Q, value} {0.018, 2.085, 0.703021} {0.018, 2.313, 0.716977} {0.018, 2.683, 0.742449} {268, ATL7_WZ} {x, Q, value} {0.02395, 80.39, 0.702669} {0.005506, 80.39, 0.702669} datatype: |Corr(r, f(x,Q))| flavour: 1 〈x 〉C-S Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 348.545 DataMax: 0.78682 DataMin: 0.0000112621 DataMean: 0.0866811 DataMedian: 0.0605889 DataSD: 0.100181 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 79.8368 0.621494 0.0000112621 0.0712829 0.0555382 0.0703205 101 337 19.0696 0.19126 0.000944852 0.0565863 0.0464201 0.0423751 102 250 21.0534 0.307288 0.000595709 0.0842136 0.0640871 0.0694201 104 123 9.25834 0.179519 0.00281936 0.075271 0.0738557 0.0393222 108 85 10.8895 0.375374 0.000541676 0.128111 0.0987232 0.102932 109 96 1.73658 0.035261 0.00177996 0.0180894 0.0159656 0.00989082 110 69 7.76767 0.401716 0.00575122 0.112575 0.095335 0.0785111 111 86 1.7201 0.0355103 0.00111288 0.0200012 0.0216375 0.0103829 124 38 10.9278 0.470521 0.0186519 0.287573 0.311825 0.152141 125 33 11.1646 0.559906 0.0090588 0.338322 0.398575 0.170372 126 40 14.4511 0.479967 0.198033 0.361276 0.370111 0.0792467 127 38 17.5256 0.737013 0.0597088 0.461201 0.517487 0.224928 147 47 2.13274 0.123881 0.00232483 0.0453774 0.038037 0.0335919 201 119 10.3276 0.134839 0.0063105 0.0867865 0.0913803 0.0243678 203 15 0.29555 0.0312692 0.000963119 0.0197033 0.0214727 0.0108562 204 184 8.66447 0.0973224 0.000842599 0.0470895 0.047607 0.0283771 225 11 0.881657 0.111727 0.0195201 0.0801506 0.0872249 0.0304583 227 11 1.01113 0.13069 0.0273711 0.0919206 0.0987536 0.0324513 234 9 1.18159 0.150102 0.105685 0.131288 0.132209 0.0146864 260 28 2.53096 0.112793 0.0141121 0.0903914 0.0992697 0.0250741 261 29 2.22369 0.111049 0.0153512 0.0766791 0.0844389 0.0275727 504 72 4.14136 0.190748 0.000127735 0.0575189 0.0468021 0.0487747 514 110 9.02878 0.205906 0.000784044 0.0820798 0.082604 0.0470846 145 10 0.824252 0.19375 0.0195133 0.0824252 0.0824695 0.0476127 169 9 0.194537 0.0422252 0.000983036 0.0216152 0.0210116 0.0137536 267 11 0.746085 0.114394 0.00845773 0.0678259 0.0757831 0.0336437 268 41 4.30503 0.50725 0.00788918 0.105001 0.0633157 0.0980876 535 90 7.85437 0.283822 0.000389121 0.0872708 0.0888184 0.0601925 240 14 1.35355 0.270824 0.00541572 0.0966819 0.0686487 0.0846644 241 5 0.305212 0.0752697 0.0369605 0.0610425 0.0662769 0.0155132 281 13 0.610818 0.146504 0.00293846 0.046986 0.0479987 0.0383165 266 11 0.900974 0.12938 0.0123677 0.0819067 0.0968529 0.0426117 538 133 6.74972 0.172838 0.0000329369 0.0507498 0.0418814 0.040542 245 33 4.20759 0.349634 0.00137935 0.127503 0.110487 0.103544 246 17 2.75 0.255082 0.0223387 0.161765 0.173195 0.0664984 247 8 0.781554 0.309284 0.00197682 0.0976942 0.0693684 0.109314 542 158 8.22248 0.173413 0.00048043 0.052041 0.0441413 0.0405433 544 140 9.23796 0.175628 0.000420688 0.0659854 0.063042 0.0435157 249 33 3.01567 0.215108 0.00124509 0.0913839 0.083425 0.0662186 250 42 3.33174 0.210716 0.00356989 0.079327 0.0565568 0.0689558 565 8 1.15334 0.331979 0.0272091 0.144167 0.150341 0.104864 566 5 0.5954 0.251018 0.0106089 0.11908 0.109914 0.0867618 567 7 1.54685 0.375253 0.128924 0.220979 0.218252 0.0863938 568 5 0.253002 0.102174 0.00616763 0.0506004 0.0342696 0.0385243 545 185 10.2929 0.177456 0.00139259 0.0556375 0.0476871 0.0381042 252 48 16.2166 0.603966 0.026862 0.337846 0.385304 0.147421 253 45 15.2744 0.78682 0.0174317 0.339432 0.309344 0.210665 1601 42 8.93967 0.557179 0.0000615355 0.212849 0.150354 0.152916 -1601 39 9.38418 0.621494 0.00223879 0.24062 0.216828 0.138639 1602 159 9.66382 0.147603 0.0000112621 0.0607788 0.0595528 0.0376441 -1602 880 51.8491 0.217657 0.000225981 0.0589195 0.0509119 0.0414239 highlightrange: {{0.7, 1.}} highlighted data {127, CcfrNbChXN} {x, Q, value} {0.111, 2.542, 0.723021} {0.21, 3.496, 0.70921} {0.21, 4.53, 0.727452} {0.21, 5.255, 0.737013} {0.21, 6.139, 0.707098} {0.21, 7.122, 0.713869} {253, ATL8ZpTv3} {x, Q, value} {0.009291, 74.33, 0.763518} {0.01047, 83.81, 0.71005} {0.01278, 102.3, 0.78682} {0.01025, 82.07, 0.776031} datatype: |Corr(r, f(x,Q))| flavour: 2 〈x 〉C-S Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 329.622 DataMax: 0.932969 DataMin: -6 9.45942 10 DataMean: 0.081975 DataMedian: 0.0566301 DataSD: 0.10296 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 68.4173 0.495879 0.0000936168 0.0610868 0.0469635 0.0606586 101 337 17.9159 0.171447 0.0000367755 0.0531628 0.0435488 0.03876 102 250 21.7299 0.328683 0.000409129 0.0869195 0.0681872 0.0711823 104 123 9.65381 0.191993 0.000918783 0.0784863 0.0820914 0.0474032 108 85 14.927 0.368404 0.0119741 0.175611 0.174705 0.106212 109 96 1.85774 0.0455619 0.00245853 0.0193514 0.0148187 0.012369 110 69 9.33388 0.411247 0.00097457 0.135274 0.128635 0.0871927 111 86 1.82321 0.0480116 0.000775595 0.0212001 0.0229075 0.012821 124 38 10.1312 0.567807 0.0127333 0.26661 0.229497 0.149524 125 33 18.284 0.800609 0.0937623 0.554061 0.652726 0.223509 126 40 11.8035 0.712378 0.00287729 0.295088 0.22301 0.211445 127 38 17.084 0.932969 0.0231008 0.449579 0.36238 0.320827 147 47 2.53444 0.132543 0.00274965 0.0539242 0.0522153 0.0284444 201 119 9.66032 0.127077 9.459E-6 0.0811792 0.0851801 0.0240873 203 15 0.399233 0.0417561 0.0035521 0.0266155 0.0287273 0.0117165 204 184 10.7636 0.106776 0.000114106 0.058498 0.0640776 0.0318122 225 11 0.609858 0.0792506 0.0152962 0.0554417 0.0624435 0.0229325 227 11 0.669914 0.0886799 0.0219886 0.0609013 0.0614177 0.0224309 234 9 0.800729 0.101915 0.073199 0.0889699 0.0885478 0.00982589 260 28 0.856887 0.0891626 0.000328915 0.0306031 0.0230163 0.0259927 261 29 0.833918 0.0724671 0.00078679 0.0287558 0.0236343 0.0199563 504 72 3.83142 0.242643 0.00211973 0.0532142 0.04072 0.0481065 514 110 7.17766 0.183666 0.00121786 0.0652515 0.062798 0.0444131 145 10 0.646056 0.147698 0.0263727 0.0646056 0.0503029 0.0400505 169 9 0.201681 0.0411544 0.00533037 0.022409 0.0188684 0.0126341 267 11 0.445669 0.0757068 0.00431744 0.0405153 0.0407871 0.0222898 268 41 3.07663 0.391769 0.00621047 0.0750397 0.0586532 0.0711302 535 90 7.89549 0.20716 0.00175929 0.0877277 0.0839267 0.0566853 240 14 1.43129 0.253044 0.0246728 0.102235 0.0993721 0.0668876 241 5 0.244396 0.133889 0.000914569 0.0488793 0.0295867 0.0567915 281 13 0.507748 0.124471 0.00560516 0.0390575 0.0384291 0.0308559 266 11 0.559921 0.0856041 0.00057502 0.0509019 0.0543431 0.0277804 538 133 9.37917 0.170186 0.00398162 0.0705201 0.0699431 0.0405296 245 33 3.53309 0.257737 0.00285668 0.107063 0.0945995 0.0802074 246 17 1.69063 0.146684 0.0265461 0.0994485 0.0979991 0.0307131 247 8 0.54985 0.217735 0.00523234 0.0687313 0.058405 0.0669156 542 158 8.57795 0.163144 0.0000724234 0.0542908 0.0448537 0.0421688 544 140 8.26094 0.17241 0.000261828 0.0590067 0.0453089 0.0441108 249 33 1.40331 0.102132 0.0013931 0.0425247 0.0370008 0.0336796 250 42 2.94992 0.207986 0.0018429 0.0702362 0.0739268 0.0457153 565 8 1.40177 0.359695 0.00802336 0.175221 0.168407 0.103107 566 5 0.714833 0.190648 0.0631697 0.142967 0.149481 0.0477067 567 7 1.54356 0.35917 0.0617009 0.220508 0.21426 0.110808 568 5 0.454163 0.173493 0.0393748 0.0908325 0.0797672 0.0501139 545 185 9.89342 0.175645 0.000556442 0.053478 0.0457903 0.0378402 252 48 11.285 0.506253 0.0103309 0.235103 0.237502 0.12704 253 45 11.8759 0.682416 0.00193825 0.263908 0.221558 0.184516 1601 42 7.80447 0.449644 0.0135188 0.185821 0.146875 0.124621 -1601 39 8.4357 0.495879 0.00444178 0.2163 0.221794 0.107749 1602 159 8.48568 0.140253 0.00115226 0.053369 0.0477515 0.0346056 -1602 880 43.6914 0.177224 0.0000936168 0.0496493 0.0421246 0.0358956 highlightrange: {{0.7, 1.}} highlighted data {125, NuTvNbChXN} {x, Q, value} {0.114, 2.411, 0.766953} {0.207, 3.248, 0.785401} {0.207, 4.184, 0.792604} {0.207, 4.845, 0.800609} {0.207, 4.414, 0.743673} {0.207, 5.685, 0.741322} {0.207, 6.582, 0.748208} {0.042, 2.497, 0.794387} {0.042, 3.217, 0.787591} {0.042, 3.724, 0.74753} {0.207, 8.267, 0.701191} {126, CcfrNuChXN} {x, Q, value} {0.167, 5.221, 0.712378} {127, CcfrNbChXN} {x, Q, value} {0.111, 2.542, 0.74342} {0.21, 3.496, 0.907868} {0.21, 4.53, 0.924954} {0.21, 5.255, 0.932969} {0.21, 4.738, 0.904751} {0.21, 6.139, 0.912545} {0.21, 7.122, 0.918205} {0.21, 6.097, 0.888877} {0.21, 7.899, 0.894103} {0.21, 9.164, 0.899265} datatype: |Corr(r, f(x,Q))| flavour: 3 〈x 〉C-S Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 348.069 DataMax: 0.964844 DataMin: 0.0000202815 DataMean: 0.0865627 DataMedian: 0.0604451 DataSD: 0.104204 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 65.0791 0.356298 0.0000646094 0.0581064 0.0457745 0.0505564 101 337 16.4625 0.14444 0.000249335 0.0488502 0.0408925 0.0366479 102 250 20.9954 0.351919 0.000315815 0.0839816 0.0649018 0.068691 104 123 8.99183 0.188205 0.000702082 0.0731043 0.0777383 0.0487535 108 85 17.1678 0.338789 0.0321003 0.201975 0.213066 0.0933638 109 96 2.05975 0.0397881 0.000125362 0.0214557 0.0242337 0.0100957 110 69 9.63047 0.313743 0.00138011 0.139572 0.1264 0.0769672 111 86 1.90128 0.0499027 0.0000501495 0.022108 0.0230778 0.0126772 124 38 9.0369 0.693472 0.000179965 0.237813 0.164857 0.220655 125 33 19.9246 0.904043 0.131864 0.603777 0.702688 0.264627 126 40 9.41736 0.715224 0.0152345 0.235434 0.139772 0.227528 127 38 16.7021 0.964844 0.0141365 0.439529 0.328855 0.312206 147 47 3.7454 0.152097 0.0029591 0.0796894 0.0840142 0.0413818 201 119 11.6665 0.149684 0.000405674 0.098038 0.106515 0.0304071 203 15 0.533844 0.0575106 0.00525574 0.0355896 0.0382011 0.0146821 204 184 9.07816 0.108809 0.000208692 0.0493379 0.0453059 0.0318351 225 11 0.229814 0.0365676 0.00836987 0.0208922 0.0158479 0.0105637 227 11 0.276404 0.0451582 0.00775594 0.0251276 0.024133 0.0127867 234 9 0.281574 0.0471461 0.0104273 0.031286 0.0337112 0.0149618 260 28 1.1401 0.0800483 0.00592763 0.0407177 0.0389873 0.0173861 261 29 1.07914 0.0774007 0.00255702 0.0372116 0.0321005 0.0221247 504 72 6.05746 0.257534 0.0077937 0.0841313 0.0683487 0.0615937 514 110 11.0237 0.254212 0.000265167 0.100215 0.0896754 0.0624477 145 10 0.775906 0.138731 0.0166866 0.0775906 0.084114 0.0447303 169 9 0.213624 0.0402398 0.00213683 0.023736 0.0250367 0.0128661 267 11 0.423119 0.0665907 0.00382259 0.0384654 0.042541 0.0191204 268 41 2.90719 0.307042 0.000856467 0.070907 0.0698414 0.0604607 535 90 10.8503 0.274081 0.0027807 0.120559 0.114246 0.071941 240 14 1.43905 0.283757 0.0212681 0.102789 0.0856031 0.069672 241 5 0.265832 0.150255 0.00711019 0.0531665 0.0248613 0.0608927 281 13 0.310418 0.0845819 0.000371087 0.0238783 0.0181978 0.0260457 266 11 0.548544 0.079367 0.0071201 0.0498676 0.0577307 0.0234307 538 133 13.1957 0.230739 0.0000202815 0.0992159 0.102591 0.0591701 245 33 3.22579 0.282308 0.00337794 0.0977511 0.075998 0.0700171 246 17 1.69529 0.139937 0.0262756 0.0997232 0.10638 0.0288363 247 8 0.61563 0.238222 0.0153543 0.0769538 0.0627432 0.0718879 542 158 13.1637 0.236903 0.000549484 0.0833148 0.0729708 0.0588372 544 140 11.1085 0.237809 0.00100313 0.0793465 0.0642752 0.062935 249 33 2.13564 0.160748 0.00087937 0.0647162 0.0603522 0.0470183 250 42 3.124 0.229076 0.000279397 0.0743811 0.0796326 0.0447878 565 8 1.97088 0.423359 0.0571715 0.24636 0.253328 0.104429 566 5 1.03253 0.249807 0.133408 0.206506 0.219102 0.0443083 567 7 1.55904 0.382804 0.00410493 0.222721 0.305405 0.152137 568 5 0.815007 0.250525 0.0925327 0.163001 0.160712 0.0580982 545 185 12.565 0.219007 0.000437349 0.0679188 0.0566998 0.0489412 252 48 10.7035 0.438154 0.00736952 0.22299 0.243197 0.104205 253 45 10.943 0.562005 0.0200378 0.243178 0.217734 0.144771 1601 42 5.69462 0.321761 0.0106099 0.135586 0.104511 0.0953782 -1601 39 6.89254 0.356298 0.0197832 0.176732 0.186676 0.0783026 1602 159 9.22142 0.154539 0.000957164 0.0579963 0.0546733 0.0375941 -1602 880 43.2705 0.186222 0.0000646094 0.0491711 0.0413843 0.0363217 highlightrange: {{0.7, 1.}} highlighted data {125, NuTvNbChXN} {x, Q, value} {0.207, 3.248, 0.895607} {0.207, 4.184, 0.898673} {0.207, 4.845, 0.904043} {0.207, 4.414, 0.861886} {0.042, 2.561, 0.753601} {0.207, 5.685, 0.861185} {0.042, 2.965, 0.702688} {0.207, 6.582, 0.867438} {0.042, 2.497, 0.845245} {0.072, 3.27, 0.760979} {0.207, 5.544, 0.824133} {0.042, 3.217, 0.807027} {0.072, 4.212, 0.822539} {0.207, 7.141, 0.824772} {0.042, 3.724, 0.769737} {0.072, 4.875, 0.79756} {0.207, 8.267, 0.833826} {126, CcfrNuChXN} {x, Q, value} {0.167, 3.312, 0.715224} {0.167, 5.221, 0.702758} {127, CcfrNbChXN} {x, Q, value} {0.21, 3.496, 0.955957} {0.21, 4.53, 0.961207} {0.21, 5.255, 0.964844} {0.21, 4.738, 0.946627} {0.21, 6.139, 0.951252} {0.21, 7.122, 0.955767} {0.21, 6.097, 0.934541} {0.21, 7.899, 0.940283} {0.21, 9.164, 0.945462} datatype: |Corr(r, f(x,Q))| flavour: 4 〈x 〉C-S Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 390.166 DataMax: 0.931718 DataMin: -7 1.60212 10 DataMean: 0.0970322 DataMedian: 0.0685973 DataSD: 0.108013 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 69.825 0.289282 0.0000131746 0.0623438 0.0515729 0.0478136 101 337 16.2704 0.151771 0.000102774 0.04828 0.0402656 0.0369182 102 250 20.9482 0.372442 0.000348984 0.0837927 0.0694175 0.0674925 104 123 8.64794 0.184834 0.0013867 0.0703084 0.0728384 0.0478513 108 85 18.1115 0.345129 0.0441826 0.213077 0.231631 0.0888441 109 96 2.63589 0.0617463 0.00019367 0.0274572 0.0223174 0.0169529 110 69 9.55765 0.29986 0.0020223 0.138517 0.127996 0.0838621 111 86 2.26774 0.0604979 0.000478145 0.0263691 0.0222793 0.0173733 124 38 11.5512 0.715292 0.0267299 0.303978 0.205738 0.208872 125 33 19.8035 0.911108 0.0469425 0.600107 0.703945 0.289216 126 40 11.1427 0.686732 0.034391 0.278566 0.211937 0.190056 127 38 16.5409 0.931718 0.0331887 0.435287 0.351029 0.302232 147 47 4.98162 0.213371 0.00342636 0.105992 0.117427 0.0559025 201 119 12.3282 0.165845 0.00142756 0.103598 0.115177 0.0364731 203 15 0.627782 0.0677238 0.00905195 0.0418521 0.0460611 0.0167838 204 184 8.53007 0.106508 0.0000373091 0.0463591 0.0457778 0.0288754 225 11 0.149087 0.0284647 0.000197258 0.0135534 0.0106263 0.00870104 227 11 0.192053 0.0285558 0.00147116 0.0174594 0.0163339 0.00824637 234 9 0.204185 0.0367265 0.00726489 0.0226872 0.0249696 0.0105911 260 28 1.55153 0.0808042 0.00621159 0.0554117 0.0552605 0.0164607 261 29 1.4321 0.0932584 0.00160065 0.0493829 0.0505757 0.0288008 504 72 8.31739 0.289733 1.602E-7 0.115519 0.105949 0.0803826 514 110 16.0356 0.335363 0.000602624 0.145779 0.138305 0.0834041 145 10 1.01383 0.183668 0.0200345 0.101383 0.110168 0.0503583 169 9 0.253365 0.0446625 0.00212897 0.0281516 0.0295718 0.0148879 267 11 0.430483 0.0661733 0.00497573 0.0391348 0.0450103 0.0189381 268 41 4.31707 0.262502 0.0079345 0.105294 0.0918369 0.0641319 535 90 14.1405 0.332866 0.000382755 0.157116 0.1487 0.0904111 240 14 1.42497 0.274776 0.0275141 0.101784 0.0855744 0.0657445 241 5 0.258298 0.14128 0.0133472 0.0516596 0.0221903 0.0544241 281 13 0.412627 0.0796165 0.00763877 0.0317405 0.0276998 0.0206237 266 11 0.560095 0.0799181 0.00789707 0.0509177 0.0598593 0.0234358 538 133 16.385 0.29658 0.000736943 0.123196 0.119167 0.0780609 245 33 3.07809 0.276052 0.00305592 0.0932755 0.0850258 0.0629461 246 17 1.76844 0.151652 0.0285668 0.104026 0.111987 0.0311549 247 8 0.703276 0.268799 0.0193885 0.0879095 0.0687865 0.080219 542 158 18.0544 0.314547 0.00449977 0.114269 0.0957866 0.0758135 544 140 14.9161 0.313587 0.000709556 0.106544 0.0866061 0.0835157 249 33 3.02125 0.21132 0.00137915 0.0915531 0.0838089 0.0621109 250 42 3.3737 0.220435 0.00160564 0.0803262 0.0799069 0.0500404 565 8 2.43573 0.47532 0.102754 0.304467 0.329701 0.109293 566 5 1.32431 0.32785 0.188743 0.264862 0.265625 0.0514363 567 7 1.65272 0.398746 0.00139122 0.236102 0.318325 0.172871 568 5 1.07709 0.306463 0.120536 0.215418 0.210203 0.0714934 545 185 16.6054 0.268128 0.000335062 0.0897588 0.0774635 0.0636096 252 48 10.6586 0.403129 0.00389425 0.222055 0.245713 0.0949315 253 45 10.6487 0.47734 0.0065958 0.236638 0.233477 0.129967 1601 42 4.32553 0.253899 0.00123247 0.102989 0.0854415 0.075024 -1601 39 5.69729 0.289282 0.00259449 0.146084 0.151392 0.0702246 1602 159 11.1829 0.167162 0.000238728 0.0703325 0.0680048 0.0448982 -1602 880 48.6194 0.196217 0.0000131746 0.0552493 0.0463246 0.0402524 highlightrange: {{0.7, 1.}} highlighted data {124, NuTvNuChXN} {x, Q, value} {0.167, 4.618, 0.715292} {125, NuTvNbChXN} {x, Q, value} {0.207, 3.248, 0.906242} {0.207, 4.184, 0.906996} {0.207, 4.845, 0.911108} {0.207, 4.414, 0.876907} {0.042, 2.561, 0.757773} {0.207, 5.685, 0.877715} {0.042, 2.965, 0.703945} {0.207, 6.582, 0.883973} {0.042, 2.497, 0.819609} {0.072, 3.27, 0.823723} {0.207, 5.544, 0.8467} {0.042, 3.217, 0.763407} {0.072, 4.212, 0.87042} {0.207, 7.141, 0.84983} {0.042, 3.724, 0.727759} {0.072, 4.875, 0.851079} {0.207, 8.267, 0.858747} {127, CcfrNbChXN} {x, Q, value} {0.21, 3.496, 0.93098} {0.21, 4.53, 0.930012} {0.21, 5.255, 0.931718} {0.21, 4.738, 0.91756} {0.21, 6.139, 0.921062} {0.21, 7.122, 0.925493} {0.21, 6.097, 0.907345} {0.21, 7.899, 0.914115} {0.21, 9.164, 0.919827} datatype: |Corr(r, f(x,Q))| flavour: 5 〈x 〉C-S Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 435.958 DataMax: 0.887662 DataMin: 0.0000255976 DataMean: 0.10842 DataMedian: 0.0769119 DataSD: 0.113366 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 78.1194 0.324224 0.0000586733 0.0697495 0.0593904 0.0503417 101 337 17.0166 0.174348 0.000182817 0.0504945 0.0445095 0.039163 102 250 21.4108 0.392823 0.000205465 0.0856432 0.0649739 0.0686654 104 123 8.61672 0.185299 0.000187347 0.0700546 0.0709522 0.0472471 108 85 18.5462 0.347265 0.0114288 0.21819 0.228823 0.0875792 109 96 3.41648 0.0914739 0.000168053 0.0355883 0.0255099 0.0288184 110 69 9.43613 0.315624 0.0014882 0.136755 0.133303 0.0891358 111 86 2.83833 0.0902033 0.0000255976 0.0330038 0.0217981 0.0258729 124 38 12.6735 0.703153 0.00483288 0.333513 0.266846 0.201611 125 33 19.0774 0.885852 0.00374638 0.578102 0.699995 0.301365 126 40 12.1054 0.647221 0.0283749 0.302635 0.268556 0.163985 127 38 16.0306 0.887662 0.00120363 0.421858 0.356311 0.297407 147 47 6.28361 0.265812 0.000326293 0.133694 0.153459 0.0689601 201 119 12.3793 0.180728 0.000783002 0.104028 0.115859 0.0414334 203 15 0.68442 0.0738094 0.00805363 0.045628 0.0478386 0.0190003 204 184 8.76779 0.104033 0.0000457928 0.047651 0.0468956 0.0278657 225 11 0.237193 0.0543621 0.00244705 0.021563 0.0107909 0.0204423 227 11 0.269537 0.0539918 0.000127703 0.0245033 0.0186883 0.0183901 234 9 0.321938 0.0680247 0.00487527 0.0357709 0.0315455 0.0240586 260 28 1.90944 0.101797 0.00285647 0.0681942 0.0690707 0.021274 261 29 1.82537 0.116906 0.00586951 0.0629439 0.0657899 0.0343237 504 72 10.5921 0.369434 0.00310314 0.147112 0.135962 0.0995688 514 110 21.3308 0.413253 0.0123536 0.193917 0.186232 0.10616 145 10 1.26289 0.231244 0.0133517 0.126289 0.127774 0.0655455 169 9 0.325238 0.0546202 0.00688088 0.0361375 0.0399329 0.0173143 267 11 0.437946 0.0698163 0.00268439 0.0398133 0.0439368 0.0202866 268 41 5.21536 0.261288 0.00103823 0.127204 0.121412 0.0752996 535 90 17.5716 0.391042 0.000512552 0.19524 0.187954 0.10796 240 14 1.3609 0.251055 0.0144599 0.097207 0.0947486 0.0619828 241 5 0.227431 0.122053 0.0145296 0.0454863 0.0189941 0.045614 281 13 0.497526 0.103781 0.00262957 0.0382712 0.0341448 0.0303545 266 11 0.571452 0.0830777 0.00566069 0.0519502 0.0619766 0.0249615 538 133 19.2226 0.3643 0.000886488 0.144531 0.132909 0.0966518 245 33 2.96921 0.25526 0.00337954 0.0899762 0.0856618 0.0591546 246 17 1.84567 0.162529 0.0359622 0.108569 0.115541 0.0342274 247 8 0.801385 0.301526 0.0217649 0.100173 0.0817217 0.0891284 542 158 22.7098 0.388768 0.00158554 0.143733 0.132823 0.0947225 544 140 19.1545 0.384253 0.00183974 0.136818 0.101544 0.106717 249 33 3.53043 0.241848 0.0138907 0.106983 0.0985803 0.0703717 250 42 3.53577 0.201143 0.00586887 0.0841849 0.0758092 0.0531107 565 8 2.83371 0.52232 0.142544 0.354214 0.391251 0.115646 566 5 1.58602 0.39537 0.232353 0.317204 0.318878 0.0595564 567 7 1.82315 0.442538 0.0352268 0.260451 0.318476 0.180461 568 5 1.27038 0.348122 0.13137 0.254076 0.243702 0.0908047 545 185 21.6495 0.322368 0.000694853 0.117024 0.108707 0.0809524 252 48 10.8179 0.393542 0.0178394 0.225372 0.24415 0.0918197 253 45 10.849 0.473959 0.000169638 0.24109 0.250131 0.130021 1601 42 3.65862 0.240955 0.0079932 0.08711 0.0756472 0.0610817 -1601 39 4.9215 0.324224 0.0000586733 0.126192 0.127402 0.0715505 1602 159 13.3524 0.195547 0.000433177 0.0839773 0.0795932 0.0535902 -1602 880 56.1869 0.212829 0.000088534 0.0638488 0.0551251 0.0456886 highlightrange: {{0.7, 1.}} highlighted data {124, NuTvNuChXN} {x, Q, value} {0.167, 4.618, 0.703153} {125, NuTvNbChXN} {x, Q, value} {0.207, 3.248, 0.881249} {0.207, 4.184, 0.881794} {0.207, 4.845, 0.885852} {0.207, 4.414, 0.854656} {0.042, 2.561, 0.73422} {0.072, 3.353, 0.711239} {0.207, 5.685, 0.857151} {0.207, 6.582, 0.863902} {0.042, 2.497, 0.779215} {0.072, 3.27, 0.833222} {0.207, 5.544, 0.828813} {0.042, 3.217, 0.714385} {0.072, 4.212, 0.870165} {0.207, 7.141, 0.834045} {0.072, 4.875, 0.853698} {0.207, 8.267, 0.843303} {127, CcfrNbChXN} {x, Q, value} {0.21, 3.496, 0.887662} {0.21, 4.53, 0.88467} {0.21, 5.255, 0.886121} {0.21, 4.738, 0.872301} {0.21, 6.139, 0.876156} {0.21, 7.122, 0.881143} {0.21, 6.097, 0.862967} {0.21, 7.899, 0.871048} {0.21, 9.164, 0.877556} datatype: |Corr(r, f(x,Q))| flavour: 0 〈x 〉B-C Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 486.656 DataMax: 0.92608 DataMin: -6 6.37181 10 DataMean: 0.121029 DataMedian: 0.0238654 DataSD: 0.194298 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 359.789 0.87166 0.0000365066 0.32124 0.288091 0.234345 101 337 3.46323 0.0607523 0.0000586349 0.0102766 0.00665428 0.0107351 102 250 2.65288 0.0603032 6.372E-6 0.0106115 0.00698582 0.0110171 104 123 0.57071 0.0123736 0.0000509957 0.00463992 0.00423469 0.00290511 108 85 0.467976 0.017194 0.0000793816 0.0055056 0.00450152 0.00385852 109 96 0.186126 0.00487945 0.0000111592 0.00193881 0.00187372 0.00134401 110 69 0.905021 0.0454113 0.000174606 0.0131162 0.0099959 0.0111809 111 86 0.182073 0.00523642 0.000178068 0.00211712 0.00188401 0.00142756 124 38 0.635948 0.0335633 0.000452783 0.0167355 0.0187893 0.00899621 125 33 0.472731 0.0340131 0.000770476 0.0143252 0.0125736 0.0111657 126 40 0.733681 0.0323824 0.00181243 0.018342 0.0192639 0.00723251 127 38 0.456348 0.0284732 0.000127032 0.0120092 0.0137742 0.00944703 147 47 19.2099 0.92608 0.00347489 0.408722 0.365669 0.300928 201 119 0.40839 0.0297391 0.0000152547 0.00343184 0.00250495 0.00409371 203 15 0.0573245 0.00805964 0.00029017 0.00382164 0.0034769 0.00280567 204 184 0.893185 0.0220811 0.0000183145 0.00485427 0.0043024 0.00381838 225 11 0.0661672 0.010969 0.0012489 0.0060152 0.00686924 0.00363395 227 11 0.161421 0.0219641 0.00854663 0.0146746 0.0150603 0.0049848 234 9 0.130587 0.0204023 0.00808618 0.0145097 0.0146458 0.00492633 260 28 0.819147 0.0592603 0.000132709 0.0292552 0.0297343 0.0147643 261 29 0.585139 0.0529157 0.000132179 0.0201772 0.0187771 0.0144654 504 72 2.21317 0.115355 0.00209743 0.0307385 0.0238668 0.0248982 514 110 2.99058 0.15272 0.000582926 0.0271871 0.0190396 0.0265872 145 10 2.11176 0.375512 0.00145751 0.211176 0.23023 0.0976012 169 9 6.25619 0.91461 0.34781 0.695132 0.733054 0.184773 267 11 0.751797 0.105072 0.0364794 0.0683451 0.0627088 0.0263819 268 41 7.23813 0.376973 0.00527014 0.17654 0.188296 0.0901622 535 90 5.75012 0.369477 0.00102689 0.0638902 0.049171 0.0618334 240 14 3.13444 0.460922 0.0394363 0.223889 0.213271 0.112104 241 5 0.633847 0.229165 0.0217189 0.126769 0.126455 0.0880006 281 13 0.121176 0.0249355 0.00111873 0.00932124 0.00868131 0.00724641 266 11 0.562921 0.0936944 0.0157652 0.0511747 0.0503791 0.0311352 538 133 5.67081 0.169253 0.00125073 0.0426377 0.0329445 0.0364257 245 33 8.19397 0.522095 0.0186954 0.248302 0.198216 0.150101 246 17 6.38052 0.511066 0.0415486 0.375325 0.447828 0.135867 247 8 0.983934 0.142969 0.0761808 0.122992 0.129668 0.0218159 542 158 6.30525 0.258031 0.000296377 0.0399066 0.0331823 0.0349283 544 140 4.05336 0.135033 0.000198856 0.0289525 0.0223835 0.0231216 249 33 4.06275 0.253851 0.00471855 0.123113 0.105127 0.0742948 250 42 10.2567 0.524765 0.0183309 0.244207 0.217785 0.144137 565 8 0.663205 0.288087 0.0340118 0.0829006 0.0597016 0.0839606 566 5 0.446911 0.135181 0.0248338 0.0893822 0.11955 0.0545921 567 7 0.924368 0.261842 0.0110284 0.132053 0.125671 0.0992798 568 5 0.387263 0.110195 0.0514712 0.0774526 0.061562 0.0278626 545 185 5.07282 0.098494 0.000249087 0.0274206 0.0216843 0.0236138 252 48 4.46126 0.403902 0.00201706 0.092943 0.067953 0.0833661 253 45 4.18203 0.216274 0.00510431 0.0929339 0.0785658 0.0547862 1601 42 7.06805 0.689158 0.000892124 0.168287 0.102041 0.199916 -1601 39 5.67112 0.526352 0.00251206 0.145413 0.111002 0.13863 1602 159 24.2657 0.752666 0.0000365066 0.152615 0.0997235 0.157575 -1602 880 322.784 0.87166 0.000428514 0.3668 0.365049 0.230311 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.0008, 7.746, 0.752666} {0.4, 22.36, 0.722195} {0.000116, 2.236, 0.860294} {0.000183, 2.55, 0.729825} {0.00024, 2.915, 0.757609} {0.0003422, 2.915, 0.78779} {0.000343, 3.464, 0.776756} {0.0003642, 3.464, 0.700687} {0.0004831, 3.464, 0.75064} {0.000592, 3.464, 0.739843} {0.0004552, 3.873, 0.713142} {0.000607, 4.472, 0.700521} {0.002466, 5., 0.717375} {0.0008123, 5.916, 0.717002} {0.0000931, 2.236, 0.712469} {0.000258, 2.915, 0.702954} {0.0003422, 2.915, 0.779767} {0.0003155, 3.464, 0.762874} {0.0003642, 3.464, 0.811101} {0.0004831, 3.464, 0.808511} {0.000592, 3.464, 0.715501} {0.0007636, 3.464, 0.701414} {0.0003115, 3.873, 0.714099} {0.0003481, 3.873, 0.827065} {0.0003945, 3.873, 0.829421} {0.0004552, 3.873, 0.815945} {0.0005289, 3.873, 0.805709} {0.0006039, 3.873, 0.794281} {0.0004642, 4.472, 0.826339} {0.0008052, 4.472, 0.736859} {0.00057, 5., 0.709044} {0.0007, 5., 0.739089} {0.00184, 5., 0.709413} {0.002466, 5., 0.797189} {0.0006514, 5.916, 0.778407} {0.0008375, 6.708, 0.761592} {0.001117, 7.746, 0.709931} {0.0000986, 2.55, 0.741113} {0.0002, 2.915, 0.738846} {0.0002, 3.162, 0.729805} {0.00032, 3.464, 0.776969} {0.00032, 3.873, 0.768653} {0.0032, 10.95, 0.741093} {0.0005, 2.55, 0.729008} {0.00032, 2.915, 0.768366} {0.0005, 2.915, 0.767019} {0.0005, 3.162, 0.745396} {0.00032, 3.464, 0.783152} {0.0005, 3.464, 0.793405} {0.0001741, 3.873, 0.777528} {0.0002, 3.873, 0.827397} {0.0002276, 3.873, 0.87166} {0.0005, 3.873, 0.803723} {0.0008, 3.873, 0.714251} {0.000209, 4.243, 0.817589} {0.000237, 4.243, 0.774972} {0.0005, 4.243, 0.814009} {0.0008, 4.243, 0.716554} {0.00032, 4.69, 0.784259} {0.000345, 4.69, 0.770539} {0.0005, 4.69, 0.739645} {0.000355, 5.196, 0.79402} {0.0005, 5.916, 0.808437} {0.000531, 5.916, 0.746937} {0.000616, 5.916, 0.791334} {0.000657, 5.916, 0.714455} {0.0007, 6.708, 0.806174} {0.00092, 6.708, 0.737748} {0.0032, 6.708, 0.750273} {0.0008, 7.746, 0.739973} {0.00086, 7.746, 0.74227} {0.00094, 7.746, 0.737984} {0.0032, 7.746, 0.766802} {0.0032, 9.487, 0.723459} {0.00212, 10.95, 0.763656} {0.0027, 10.95, 0.723318} {147, Hn1X0c} {x, Q, value} {0.00018, 2.236, 0.871892} {0.0001299, 2.646, 0.860229} {0.0002999, 2.646, 0.823839} {0.00032, 3.464, 0.92608} {0.0005, 3.464, 0.736406} {0.00035, 4.243, 0.834695} {0.0008, 5.657, 0.769064} {0.002399, 5.657, 0.763755} {0.0014, 7.746, 0.903882} {0.002, 10.95, 0.805509} {169, H1FL10} {x, Q, value} {0.000129, 2.236, 0.91461} {0.000169, 2.55, 0.873347} {0.000224, 2.915, 0.827684} {0.000319, 3.464, 0.771205} {0.000402, 3.873, 0.733054} datatype: |Corr(r, f(x,Q))| flavour: 1 〈x 〉B-C Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 543.081 DataMax: 0.856225 DataMin: 0.0000313618 DataMean: 0.135061 DataMedian: 0.0946543 DataSD: 0.135682 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 114.906 0.553659 0.0000534537 0.102595 0.0837944 0.0807189 101 337 55.3969 0.506724 0.000644576 0.164383 0.145967 0.116175 102 250 63.0753 0.636226 0.000128008 0.252301 0.253155 0.143192 104 123 14.0149 0.270599 0.000603385 0.113943 0.110515 0.0719188 108 85 53.9655 0.787265 0.301884 0.634888 0.683747 0.14317 109 96 20.2574 0.429734 0.0032144 0.211015 0.192415 0.145731 110 69 18.7506 0.856225 0.0152426 0.271747 0.269718 0.173642 111 86 14.4424 0.431274 0.00123952 0.167935 0.0966616 0.139126 124 38 3.12699 0.219023 0.000943895 0.0822892 0.0848984 0.0516453 125 33 5.00478 0.319833 0.00303346 0.15166 0.152789 0.081576 126 40 3.57082 0.233599 0.00532657 0.0892706 0.100298 0.0571947 127 38 6.7242 0.318061 0.0295379 0.176953 0.183294 0.0864506 147 47 7.20644 0.344003 0.0050873 0.153329 0.148172 0.0900165 201 119 3.90627 0.144342 0.00132305 0.0328258 0.0256821 0.0278121 203 15 0.600908 0.104329 0.00746013 0.0400605 0.041265 0.0223629 204 184 7.91926 0.177567 0.000287412 0.0430395 0.0309701 0.0356274 225 11 0.237271 0.0560438 0.0101853 0.0215701 0.0131532 0.0156297 227 11 0.225531 0.0478501 0.00330379 0.0205029 0.0200326 0.012901 234 9 0.163745 0.0352429 0.000941439 0.0181939 0.0142106 0.0119152 260 28 3.31222 0.202963 0.00334418 0.118294 0.13274 0.0617504 261 29 3.41824 0.226855 0.00453972 0.11787 0.132761 0.0525736 504 72 6.82412 0.365293 0.00464682 0.0947794 0.080719 0.0715845 514 110 9.69222 0.361748 0.000150735 0.0881111 0.0719428 0.0695867 145 10 2.63026 0.464976 0.0693486 0.263026 0.281128 0.132132 169 9 1.72116 0.255726 0.094861 0.19124 0.200266 0.0558773 267 11 0.471596 0.0702251 0.0147709 0.0428724 0.0474401 0.0203199 268 41 4.8162 0.300329 0.01344 0.117468 0.098836 0.0705015 535 90 11.7768 0.307545 0.0000432277 0.130853 0.122728 0.0690239 240 14 2.8867 0.314494 0.0963473 0.206193 0.20447 0.0634622 241 5 0.15613 0.0617368 0.00232745 0.031226 0.0335716 0.0248115 281 13 0.451465 0.0883912 0.00608222 0.0347281 0.0318186 0.0225062 266 11 0.395445 0.0736868 0.0000313618 0.0359496 0.0391343 0.0293906 538 133 16.1333 0.393535 0.00128227 0.121303 0.116336 0.0728215 245 33 4.12477 0.328104 0.000408615 0.124993 0.107872 0.0972295 246 17 1.57756 0.238274 0.00384813 0.0927976 0.0853744 0.0759528 247 8 5.16036 0.729452 0.51536 0.645044 0.644496 0.0745441 542 158 13.3691 0.289045 0.0030018 0.0846146 0.0800672 0.0539629 544 140 10.4033 0.258418 0.000519961 0.0743092 0.0625443 0.0570694 249 33 2.64918 0.19258 0.00096546 0.0802782 0.0683499 0.0573935 250 42 3.38948 0.264597 0.00718249 0.0807019 0.0608808 0.0643197 565 8 1.31505 0.362889 0.000862993 0.164381 0.172482 0.138835 566 5 0.687849 0.43784 0.0190642 0.13757 0.0843667 0.170519 567 7 2.45031 0.604739 0.101065 0.350045 0.302126 0.182046 568 5 0.599211 0.281016 0.00121958 0.119842 0.124388 0.108027 545 185 11.5927 0.23306 0.000657215 0.0626632 0.0584498 0.0451812 252 48 10.6062 0.412562 0.00203635 0.220962 0.256735 0.128127 253 45 16.9744 0.676643 0.00480907 0.37721 0.403995 0.171665 1601 42 6.78722 0.553659 0.00328574 0.1616 0.149154 0.109886 -1601 39 8.84522 0.452549 0.0156723 0.2268 0.251819 0.104765 1602 159 20.3075 0.342621 0.000305045 0.12772 0.117601 0.0875673 -1602 880 78.9664 0.372146 0.0000534537 0.0897345 0.0742904 0.0689049 highlightrange: {{0.7, 1.}} highlighted data {108, cdhswf2} {x, Q, value} {0.08, 2.238, 0.754067} {0.08, 2.551, 0.766128} {0.08, 2.909, 0.775107} {0.08, 3.317, 0.782222} {0.08, 3.782, 0.787265} {0.125, 2.152, 0.732737} {0.125, 2.454, 0.751064} {0.125, 2.796, 0.762577} {0.125, 3.189, 0.769707} {0.125, 3.636, 0.773536} {0.125, 4.144, 0.774991} {0.125, 4.727, 0.774969} {0.175, 2.546, 0.717486} {0.175, 2.902, 0.737619} {0.175, 3.309, 0.752924} {0.175, 3.774, 0.763664} {0.175, 4.301, 0.770593} {0.175, 4.905, 0.775604} {0.175, 5.593, 0.778621} {0.225, 3.291, 0.714478} {0.225, 3.752, 0.730055} {0.225, 4.277, 0.741798} {0.225, 4.877, 0.750695} {0.225, 5.561, 0.75747} {0.225, 6.341, 0.762461} {0.225, 7.23, 0.766032} {0.275, 4.148, 0.7032} {0.275, 4.73, 0.71427} {0.275, 5.393, 0.723159} {0.275, 6.149, 0.729939} {0.275, 7.011, 0.735043} {0.275, 7.993, 0.738902} {0.275, 9.114, 0.741562} {0.35, 6.937, 0.703088} {0.35, 7.909, 0.705784} {0.35, 9.018, 0.707065} {0.35, 10.28, 0.707032} {110, ccfrf2.mi} {x, Q, value} {0.08, 5.623, 0.707668} {0.08, 7.08, 0.759374} {0.125, 8.912, 0.856225} {247, ATL7Zpt} {x, Q, value} {0.01599, 111.9, 0.704621} {0.01686, 118., 0.721451} {0.0183, 128.1, 0.729452} datatype: |Corr(r, f(x,Q))| flavour: 2 〈x 〉B-C Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 0. DataMax: 0. DataMin: 0. DataMean: 0. DataMedian: 0. DataSD: 0. data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 101 337 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 102 250 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 104 123 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 108 85 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 109 96 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 110 69 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 111 86 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 124 38 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 125 33 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 126 40 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 127 38 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 147 47 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 201 119 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 203 15 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 204 184 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 225 11 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 227 11 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 234 9 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 260 28 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 261 29 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 504 72 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 514 110 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 145 10 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 169 9 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 267 11 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 268 41 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 535 90 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 240 14 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 241 5 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 281 13 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 266 11 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 538 133 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 245 33 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 246 17 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 247 8 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 542 158 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 544 140 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 249 33 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 250 42 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 565 8 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 566 5 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 567 7 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 568 5 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 545 185 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 252 48 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 253 45 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 1601 42 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 -1601 39 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 1602 159 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 -1602 880 0.E0 0.E0 0.E0 0.E0 0.E0 0.E0 highlightrange: {{0.7, 1.}} highlighted data datatype: |Corr(r, f(x,Q))| flavour: 3 〈x 〉B-C Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 750.023 DataMax: 0.920827 DataMin: -6 2.38212 10 DataMean: 0.186527 DataMedian: 0.129279 DataSD: 0.178476 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 147.727 0.651784 0.0000972218 0.131899 0.104884 0.104546 101 337 31.472 0.372065 0.00019855 0.0933887 0.0740729 0.073215 102 250 35.2542 0.581771 0.000427527 0.141017 0.123702 0.0981723 104 123 11.3753 0.239736 0.000561434 0.0924824 0.0929805 0.0615171 108 85 24.1628 0.534842 0.0660009 0.284268 0.3011 0.121818 109 96 19.0268 0.347223 0.05671 0.198196 0.181459 0.0877222 110 69 11.0715 0.366721 0.00165257 0.160457 0.129832 0.107066 111 86 13.8969 0.347007 0.00253904 0.161592 0.131265 0.0939894 124 38 2.84794 0.249395 0.00149218 0.0749457 0.0665734 0.0596558 125 33 2.81901 0.217355 0.00613909 0.0854244 0.0653887 0.0630742 126 40 3.56616 0.260667 0.00432231 0.0891539 0.0625466 0.0705525 127 38 2.94029 0.234656 2.382E-6 0.0773762 0.0572891 0.0623281 147 47 15.7591 0.637777 0.00408573 0.335299 0.365982 0.167303 201 119 8.21462 0.2676 0.000289862 0.0690304 0.0384093 0.0708697 203 15 0.211555 0.0370972 0.00218905 0.0141037 0.0128141 0.00872473 204 184 22.5341 0.321484 0.00346941 0.122468 0.110639 0.0837006 225 11 1.02904 0.141414 0.0440378 0.0935494 0.0964187 0.0350864 227 11 0.628773 0.099429 0.00445403 0.0571612 0.0630419 0.0357935 234 9 0.390348 0.0885913 0.00215604 0.043372 0.0402037 0.0343704 260 28 3.10055 0.188485 0.0101368 0.110734 0.105642 0.052909 261 29 3.32563 0.21555 0.0155352 0.114677 0.0963298 0.0641474 504 72 24.0981 0.84429 0.00793368 0.334697 0.305843 0.219724 514 110 49.3858 0.918791 0.00766709 0.448962 0.448094 0.246333 145 10 3.49103 0.635834 0.0530638 0.349103 0.37335 0.19082 169 9 0.778478 0.195781 0.0119227 0.0864976 0.0984782 0.055056 267 11 0.63638 0.14346 0.00359362 0.0578527 0.0258846 0.0535032 268 41 5.7651 0.260204 0.014706 0.140612 0.141705 0.0738244 535 90 41.8972 0.891446 0.013377 0.465524 0.485932 0.24903 240 14 1.52692 0.212556 0.0096885 0.109066 0.100436 0.0649909 241 5 0.476613 0.19946 0.0013161 0.0953226 0.0955209 0.0818524 281 13 1.28826 0.208825 0.0192402 0.0990966 0.114339 0.0550415 266 11 0.793476 0.158146 0.00464876 0.0721342 0.0574575 0.0531096 538 133 45.2733 0.858788 0.0022219 0.3404 0.295002 0.228012 245 33 2.85334 0.190433 0.00443166 0.0864649 0.081406 0.048357 246 17 2.0027 0.16812 0.017947 0.117806 0.132821 0.0447683 247 8 1.87185 0.660737 0.0169435 0.233982 0.225614 0.19441 542 158 54.7789 0.906344 0.00102308 0.346702 0.314195 0.224612 544 140 44.7874 0.895708 0.00065575 0.31991 0.26309 0.253451 249 33 3.31901 0.26197 0.00440959 0.100576 0.0815158 0.0722363 250 42 4.228 0.188785 0.0064154 0.100667 0.0960904 0.0474413 565 8 5.15161 0.89157 0.285546 0.643952 0.699834 0.248912 566 5 3.51566 0.839353 0.591642 0.703132 0.720348 0.103709 567 7 3.16892 0.920827 0.00743539 0.452702 0.44735 0.343486 568 5 2.57483 0.776574 0.295404 0.514967 0.45092 0.185141 545 185 53.0668 0.740003 0.00261534 0.286847 0.263599 0.1885 252 48 10.5032 0.482995 0.00255601 0.218817 0.211751 0.11651 253 45 21.4368 0.731347 0.00318595 0.476373 0.555616 0.205302 1601 42 4.38318 0.22408 0.00550322 0.104361 0.106291 0.0573298 -1601 39 5.12525 0.530878 0.00292674 0.131417 0.0944338 0.119809 1602 159 26.8622 0.442979 0.000366311 0.168945 0.155026 0.106811 -1602 880 111.356 0.651784 0.0000972218 0.126541 0.101077 0.103809 highlightrange: {{0.7, 1.}} highlighted data {504, cdf2jtCor2} {x, Q, value} {0.5621, 448., 0.826712} {0.8633, 688., 0.84429} {0.9938, 792., 0.829996} {0.09293, 448., 0.826712} {0.1427, 688., 0.84429} {0.1642, 792., 0.829996} {0.1895, 914., 0.827748} {0.2186, 1054., 0.815945} {0.03593, 448., 0.812882} {514, d02jtCor2} {x, Q, value} {0.6107, 980., 0.848464} {0.673, 1080., 0.88328} {0.8288, 1330., 0.857713} {0.2231, 240., 0.749856} {0.2974, 320., 0.700393} {0.4927, 530., 0.777199} {0.7437, 800., 0.716769} {0.8273, 890., 0.918791} {0.9203, 990., 0.876164} {0.3051, 220., 0.70401} {0.527, 380., 0.763521} {0.3724, 180., 0.776977} {0.8642, 280., 0.737315} {0.9876, 320., 0.750096} {0.9209, 200., 0.712052} {0.4093, 980., 0.848464} {0.4511, 1080., 0.88328} {0.5555, 1330., 0.857713} {0.0672, 240., 0.749856} {0.0896, 320., 0.700393} {0.1484, 530., 0.777199} {0.224, 800., 0.716769} {0.2492, 890., 0.918791} {0.2772, 990., 0.876164} {0.3556, 1270., 0.826593} {0.04129, 220., 0.70401} {0.07132, 380., 0.763521} {0.1557, 830., 0.754337} {0.1952, 1040., 0.740379} {0.02264, 180., 0.776977} {0.06668, 530., 0.723187} {0.07297, 580., 0.716621} {0.02361, 280., 0.737315} {0.02698, 320., 0.750096} {0.02951, 350., 0.753775} {0.0113, 200., 0.712052} {0.01243, 220., 0.725292} {0.01809, 320., 0.754843} {0.01978, 350., 0.770467} {0.02261, 400., 0.725451} {535, ATL7jtR6} {x, Q, value} {0.01991, 120., 0.721078} {0.01485, 60., 0.714054} {0.08543, 220., 0.74878} {0.2019, 520., 0.843205} {0.3883, 1000., 0.831282} {0.08926, 120., 0.731655} {0.1636, 220., 0.710664} {0.595, 800., 0.788479} {0.7438, 1000., 0.708352} {0.3642, 220., 0.798468} {0.4205, 120., 0.737104} {0.01475, 120., 0.721078} {0.004945, 60., 0.714054} {0.01156, 220., 0.74878} {0.02732, 520., 0.843205} {0.05255, 1000., 0.831282} {0.1576, 3000., 0.853526} {0.003292, 120., 0.731655} {0.006035, 220., 0.710664} {0.02194, 800., 0.788479} {0.02743, 1000., 0.708352} {0.05487, 2000., 0.802548} {0.06584, 2400., 0.875637} {0.002712, 220., 0.798468} {0.01232, 1000., 0.820777} {0.0006987, 120., 0.737104} {0.003028, 520., 0.72361} {0.00361, 620., 0.823226} {0.0005756, 220., 0.715348} {0.0008372, 320., 0.891446} {538, CMS7jtR7v2} {x, Q, value} {0.1525, 306., 0.716813} {0.6362, 1276., 0.785542} {0.7694, 936., 0.766282} {0.8335, 1014., 0.858788} {0.901, 1096., 0.855452} {0.9733, 1184., 0.856283} {0.01252, 306., 0.716813} {0.05222, 1276., 0.785542} {0.09593, 2344., 0.708505} {0.1378, 3368., 0.839257} {0.02323, 936., 0.766282} {0.02517, 1014., 0.858788} {0.0272, 1096., 0.855452} {0.02939, 1184., 0.856283} {0.01526, 1014., 0.732447} {0.0165, 1096., 0.761473} {0.01782, 1184., 0.77076} {0.01921, 1276., 0.727001} {542, CMS7jtR7y6} {x, Q, value} {0.08376, 168., 0.705357} {0.1136, 228., 0.746626} {0.1326, 266., 0.728563} {0.5464, 1096., 0.750577} {0.5903, 1184., 0.770015} {0.6362, 1276., 0.715562} {0.9025, 1810., 0.759737} {0.9643, 1934., 0.827769} {0.7069, 860., 0.733535} {0.7694, 936., 0.873645} {0.8335, 1014., 0.852139} {0.901, 1096., 0.710986} {0.006876, 168., 0.705357} {0.009331, 228., 0.746626} {0.01088, 266., 0.728563} {0.04485, 1096., 0.750577} {0.04846, 1184., 0.770015} {0.05222, 1276., 0.715562} {0.07408, 1810., 0.759737} {0.07915, 1934., 0.827769} {0.08447, 2064., 0.857117} {0.09012, 2202., 0.906344} {0.02134, 860., 0.733535} {0.02323, 936., 0.873645} {0.02517, 1014., 0.852139} {0.0272, 1096., 0.710986} {0.03922, 1580., 0.729267} {0.042, 1692., 0.744328} {0.0165, 1096., 0.780559} {0.01782, 1184., 0.791718} {0.006611, 724., 0.703646} {544, ATL7jtR6u} {x, Q, value} {0.4262, 2324., 0.752013} {0.4805, 2620., 0.838549} {0.1156, 232., 0.895708} {0.1336, 268., 0.768073} {0.1907, 232., 0.855901} {0.2585, 2324., 0.752013} {0.2914, 2620., 0.838549} {0.009495, 232., 0.895708} {0.01096, 268., 0.768073} {0.005759, 232., 0.855901} {0.03415, 1376., 0.773796} {0.03654, 1472., 0.826655} {0.04438, 1788., 0.871413} {0.0989, 3984., 0.736027} {0.01439, 956., 0.709391} {0.01553, 1032., 0.765426} {0.01674, 1112., 0.802054} {0.01933, 1284., 0.860579} {0.02692, 1788., 0.864404} {0.006867, 752., 0.879121} {565, ATL8ttpt} {x, Q, value} {0.05, 400., 0.853478} {0.08, 640., 0.89157} {0.1, 800., 0.828383} {0.125, 1000., 0.866896} {566, ATL8ttya} {x, Q, value} {0.07459, 400., 0.720348} {0.1112, 400., 0.755845} {0.2736, 400., 0.839353} {0.03351, 400., 0.720348} {0.02246, 400., 0.755845} {0.009134, 400., 0.839353} {567, ATL8ttmtt} {x, Q, value} {0.08125, 650., 0.78141} {0.1375, 1100., 0.920827} {568, ATL8ttytt} {x, Q, value} {0.224, 400., 0.776574} {0.01115, 400., 0.776574} {545, CMS8jtR7v5} {x, Q, value} {0.1208, 168., 0.740003} {0.003649, 168., 0.740003} {253, ATL8ZpTv3} {x, Q, value} {0.01383, 110.6, 0.731347} {0.01416, 113.3, 0.721511} datatype: |Corr(r, f(x,Q))| flavour: 4 〈x 〉B-C Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 757.133 DataMax: 0.934246 DataMin: 0.000112998 DataMean: 0.188295 DataMedian: 0.126985 DataSD: 0.185223 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 149.914 0.691453 0.000528412 0.133851 0.109848 0.104629 101 337 30.8956 0.356574 0.000338652 0.0916784 0.0744784 0.0719286 102 250 30.8481 0.538906 0.00071091 0.123392 0.109759 0.0935344 104 123 9.67404 0.220573 0.000188022 0.0786507 0.0763153 0.0537765 108 85 18.8234 0.480863 0.0449062 0.221452 0.227667 0.102232 109 96 17.1184 0.329499 0.0665041 0.178317 0.165283 0.0872045 110 69 9.18109 0.297404 0.000192305 0.133059 0.131769 0.0899885 111 86 12.51 0.32934 0.0162984 0.145466 0.102429 0.0887854 124 38 2.97079 0.249279 0.00879484 0.0781786 0.0666677 0.0568523 125 33 2.60887 0.201817 0.00165184 0.0790567 0.0594797 0.0586741 126 40 3.66954 0.261483 0.0134358 0.0917384 0.0692349 0.0699855 127 38 2.76779 0.23281 0.00110725 0.0728366 0.0502598 0.0622678 147 47 15.6846 0.608212 0.000911962 0.333714 0.368181 0.163435 201 119 8.96014 0.274571 0.000112998 0.0752953 0.048206 0.072471 203 15 0.279852 0.0376108 0.00575567 0.0186568 0.0184638 0.00814995 204 184 19.6203 0.292525 0.000242339 0.106632 0.0938999 0.0773226 225 11 0.907289 0.143998 0.0205476 0.0824808 0.0865933 0.0446319 227 11 0.611549 0.105532 0.011652 0.0555954 0.0488012 0.0378822 234 9 0.411501 0.0975325 0.00563439 0.0457223 0.0397054 0.0381923 260 28 3.31294 0.199022 0.00899627 0.118319 0.11429 0.0566946 261 29 3.56431 0.224524 0.0124344 0.122907 0.104768 0.0668587 504 72 26.6987 0.896428 0.000463426 0.370816 0.335113 0.227 514 110 55.0109 0.934246 0.00691858 0.500099 0.502711 0.262907 145 10 3.30249 0.615522 0.00120482 0.330249 0.371637 0.204154 169 9 0.895491 0.140821 0.0246721 0.099499 0.113992 0.0435488 267 11 0.606409 0.135293 0.00606537 0.0551281 0.0294257 0.0513959 268 41 5.92283 0.270644 0.00116313 0.144459 0.136889 0.0826677 535 90 43.973 0.929078 0.0285109 0.488589 0.522045 0.241503 240 14 1.57702 0.224276 0.00594458 0.112644 0.117627 0.0572016 241 5 0.510128 0.214571 0.0213027 0.102026 0.0902827 0.0804274 281 13 1.3728 0.223514 0.0123755 0.1056 0.126095 0.0629785 266 11 0.697971 0.147749 0.00237756 0.063452 0.0396436 0.0513136 538 133 44.7885 0.893036 0.0003655 0.336756 0.29912 0.225657 245 33 3.37091 0.179355 0.00781528 0.102149 0.0977189 0.049207 246 17 2.38112 0.212246 0.0325072 0.140066 0.159252 0.0540732 247 8 1.81876 0.607749 0.042921 0.227345 0.211372 0.177928 542 158 58.0666 0.91938 0.00326764 0.36751 0.342343 0.230748 544 140 49.9901 0.920402 0.00211312 0.357072 0.302717 0.26679 249 33 3.29042 0.251025 0.00269625 0.0997096 0.0932893 0.0711282 250 42 4.73988 0.205387 0.000175944 0.112854 0.109658 0.0503922 565 8 5.16379 0.858704 0.318168 0.645474 0.697076 0.227789 566 5 3.47318 0.84002 0.561211 0.694635 0.695898 0.101902 567 7 3.13326 0.864983 0.0776566 0.447609 0.380177 0.288207 568 5 2.49375 0.830481 0.232588 0.498751 0.417048 0.226036 545 185 59.3571 0.777642 0.00264135 0.320849 0.305536 0.203931 252 48 10.6703 0.487696 0.00423969 0.222298 0.218504 0.11764 253 45 19.4942 0.699317 0.0334823 0.433204 0.516025 0.192396 1601 42 4.51974 0.216652 0.00376171 0.107613 0.115179 0.0596234 -1601 39 5.35672 0.526674 0.00367158 0.137352 0.102066 0.117935 1602 159 26.7657 0.421299 0.000948852 0.168338 0.156883 0.10773 -1602 880 113.271 0.691453 0.000528412 0.128718 0.105838 0.103961 highlightrange: {{0.7, 1.}} highlighted data {504, cdf2jtCor2} {x, Q, value} {0.5621, 448., 0.83929} {0.7479, 596., 0.709007} {0.8633, 688., 0.896428} {0.9938, 792., 0.886887} {0.09293, 448., 0.83929} {0.1236, 596., 0.709007} {0.1427, 688., 0.896428} {0.1642, 792., 0.886887} {0.1895, 914., 0.891156} {0.2186, 1054., 0.881236} {0.03593, 448., 0.841987} {514, d02jtCor2} {x, Q, value} {0.08724, 140., 0.757796} {0.6107, 980., 0.825053} {0.673, 1080., 0.907296} {0.8288, 1330., 0.910312} {0.2231, 240., 0.824888} {0.2974, 320., 0.784511} {0.3718, 400., 0.749603} {0.409, 440., 0.70134} {0.4927, 530., 0.837061} {0.8273, 890., 0.934246} {0.9203, 990., 0.928173} {0.2496, 180., 0.782229} {0.3051, 220., 0.786365} {0.527, 380., 0.796896} {0.5824, 420., 0.773626} {0.6934, 500., 0.731018} {0.3724, 180., 0.849127} {0.7716, 250., 0.723015} {0.8642, 280., 0.822751} {0.9876, 320., 0.833561} {0.9209, 200., 0.798587} {0.05848, 140., 0.757796} {0.4093, 980., 0.825053} {0.4511, 1080., 0.907296} {0.5555, 1330., 0.910312} {0.0672, 240., 0.824888} {0.0896, 320., 0.784511} {0.112, 400., 0.749603} {0.1232, 440., 0.70134} {0.1484, 530., 0.837061} {0.2492, 890., 0.934246} {0.2772, 990., 0.928173} {0.3556, 1270., 0.896507} {0.03378, 180., 0.782229} {0.04129, 220., 0.786365} {0.07132, 380., 0.796896} {0.07883, 420., 0.773626} {0.09384, 500., 0.731018} {0.1557, 830., 0.816722} {0.1952, 1040., 0.817907} {0.02264, 180., 0.849127} {0.06668, 530., 0.771557} {0.07297, 580., 0.798584} {0.08177, 650., 0.786152} {0.1044, 830., 0.705414} {0.02108, 250., 0.723015} {0.02361, 280., 0.822751} {0.02698, 320., 0.833561} {0.02951, 350., 0.829757} {0.03963, 470., 0.742038} {0.0113, 200., 0.798587} {0.01243, 220., 0.81596} {0.01356, 240., 0.710323} {0.01809, 320., 0.813367} {0.01978, 350., 0.839401} {0.02261, 400., 0.802337} {535, ATL7jtR6} {x, Q, value} {0.08543, 220., 0.714342} {0.2019, 520., 0.835085} {0.3883, 1000., 0.825738} {0.08926, 120., 0.7658} {0.595, 800., 0.810218} {0.7438, 1000., 0.794646} {0.3642, 220., 0.849878} {0.3154, 90., 0.70777} {0.4205, 120., 0.787848} {0.01156, 220., 0.714342} {0.02732, 520., 0.835085} {0.05255, 1000., 0.825738} {0.1576, 3000., 0.78891} {0.003292, 120., 0.7658} {0.02194, 800., 0.810218} {0.02743, 1000., 0.794646} {0.05487, 2000., 0.746657} {0.06584, 2400., 0.84977} {0.002712, 220., 0.849878} {0.01232, 1000., 0.836977} {0.000524, 90., 0.70777} {0.0006987, 120., 0.787848} {0.001863, 320., 0.762076} {0.002445, 420., 0.715955} {0.003028, 520., 0.737399} {0.00361, 620., 0.89124} {0.0005756, 220., 0.795627} {0.0008372, 320., 0.929078} {538, CMS7jtR7v2} {x, Q, value} {0.1326, 266., 0.747469} {0.1525, 306., 0.765597} {0.6362, 1276., 0.860928} {0.7069, 860., 0.720966} {0.7694, 936., 0.793122} {0.8335, 1014., 0.880909} {0.901, 1096., 0.893036} {0.9733, 1184., 0.863408} {0.01088, 266., 0.747469} {0.01252, 306., 0.765597} {0.05222, 1276., 0.860928} {0.1378, 3368., 0.850108} {0.02134, 860., 0.720966} {0.02323, 936., 0.793122} {0.02517, 1014., 0.880909} {0.0272, 1096., 0.893036} {0.02939, 1184., 0.863408} {0.01526, 1014., 0.720298} {0.0165, 1096., 0.757793} {0.01782, 1184., 0.771529} {0.01921, 1276., 0.731135} {542, CMS7jtR7y6} {x, Q, value} {0.08376, 168., 0.771548} {0.09673, 194., 0.753104} {0.1136, 228., 0.803754} {0.1326, 266., 0.784154} {0.5464, 1096., 0.777525} {0.5903, 1184., 0.819032} {0.6362, 1276., 0.807063} {0.9025, 1810., 0.723779} {0.9643, 1934., 0.808263} {0.7069, 860., 0.774559} {0.7694, 936., 0.91938} {0.8335, 1014., 0.901915} {0.901, 1096., 0.752437} {0.006876, 168., 0.771548} {0.00794, 194., 0.753104} {0.009331, 228., 0.803754} {0.01088, 266., 0.784154} {0.04485, 1096., 0.777525} {0.04846, 1184., 0.819032} {0.05222, 1276., 0.807063} {0.07408, 1810., 0.723779} {0.07915, 1934., 0.808263} {0.08447, 2064., 0.853369} {0.09012, 2202., 0.914796} {0.02134, 860., 0.774559} {0.02323, 936., 0.91938} {0.02517, 1014., 0.901915} {0.0272, 1096., 0.752437} {0.03922, 1580., 0.7919} {0.042, 1692., 0.812322} {0.0165, 1096., 0.809171} {0.01782, 1184., 0.833996} {0.006611, 724., 0.754202} {544, ATL7jtR6u} {x, Q, value} {0.3947, 2152., 0.709537} {0.4262, 2324., 0.812753} {0.4805, 2620., 0.895017} {0.1156, 232., 0.869079} {0.1336, 268., 0.753896} {0.1907, 232., 0.866944} {0.7267, 884., 0.707414} {0.2394, 2152., 0.709537} {0.2585, 2324., 0.812753} {0.2914, 2620., 0.895017} {0.009495, 232., 0.869079} {0.01096, 268., 0.753896} {0.163, 3984., 0.739265} {0.005759, 232., 0.866944} {0.02194, 884., 0.707414} {0.03415, 1376., 0.751517} {0.03654, 1472., 0.807165} {0.04438, 1788., 0.920402} {0.0989, 3984., 0.823235} {0.01439, 956., 0.753449} {0.01553, 1032., 0.815452} {0.01674, 1112., 0.866499} {0.01933, 1284., 0.908184} {0.02692, 1788., 0.900295} {0.006867, 752., 0.903422} {565, ATL8ttpt} {x, Q, value} {0.05, 400., 0.838837} {0.08, 640., 0.843837} {0.1, 800., 0.828117} {0.125, 1000., 0.858704} {566, ATL8ttya} {x, Q, value} {0.1112, 400., 0.723437} {0.2736, 400., 0.84002} {0.02246, 400., 0.723437} {0.009134, 400., 0.84002} {567, ATL8ttmtt} {x, Q, value} {0.08125, 650., 0.74537} {0.1375, 1100., 0.864983} {568, ATL8ttytt} {x, Q, value} {0.224, 400., 0.830481} {0.01115, 400., 0.830481} {545, CMS8jtR7v5} {x, Q, value} {0.5165, 1184., 0.72438} {0.5567, 1276., 0.75308} {0.5985, 1372., 0.777642} {0.643, 1474., 0.767159} {0.1208, 168., 0.73772} {0.0424, 1184., 0.72438} {0.04569, 1276., 0.75308} {0.04913, 1372., 0.777642} {0.05278, 1474., 0.767159} {0.003649, 168., 0.73772} datatype: |Corr(r, f(x,Q))| flavour: 5 〈x 〉B-C Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 758.916 DataMax: 0.949365 DataMin: 0.0000580476 DataMean: 0.188738 DataMedian: 0.125127 DataSD: 0.188463 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 152.881 0.707544 0.0000580476 0.136501 0.111992 0.104682 101 337 30.7146 0.395381 0.0000788555 0.0911412 0.0754596 0.0731715 102 250 27.9133 0.495855 0.00086188 0.111653 0.0889387 0.0902109 104 123 8.48578 0.210033 0.000115709 0.0689901 0.0653484 0.0472974 108 85 15.5997 0.43995 0.044356 0.183526 0.175126 0.0889904 109 96 15.8688 0.317154 0.0571314 0.1653 0.142041 0.0877085 110 69 8.04294 0.249088 0.00619743 0.116564 0.107387 0.0774627 111 86 11.6243 0.317045 0.0159025 0.135166 0.0863576 0.0862069 124 38 3.02111 0.247935 0.0158197 0.0795029 0.0667654 0.0553495 125 33 2.48516 0.190918 0.000150941 0.0753078 0.0575657 0.0561743 126 40 3.6893 0.261052 0.0140154 0.0922326 0.0695801 0.0701075 127 38 2.68873 0.229924 0.00181124 0.0707561 0.0499864 0.0616754 147 47 15.7624 0.589363 0.00412361 0.335371 0.365027 0.159273 201 119 9.89015 0.27188 0.00973975 0.0831105 0.0536314 0.0693869 203 15 0.323829 0.035248 0.0119753 0.0215886 0.0214426 0.0074958 204 184 18.1215 0.277338 0.000957196 0.0984862 0.0823628 0.0718721 225 11 0.808372 0.144572 0.00290292 0.0734884 0.0791988 0.051398 227 11 0.610681 0.109661 0.00371102 0.0555165 0.0463974 0.0382071 234 9 0.448615 0.103417 0.00522075 0.0498461 0.0395901 0.038866 260 28 3.53349 0.210693 0.00499967 0.126196 0.123135 0.0610468 261 29 3.823 0.233636 0.00850345 0.131828 0.118829 0.0697491 504 72 27.649 0.914458 0.00427547 0.384014 0.344942 0.233681 514 110 57.7631 0.949365 0.00190102 0.525119 0.554704 0.274872 145 10 3.25715 0.604956 0.0204074 0.325715 0.370864 0.201389 169 9 0.989249 0.158515 0.0257223 0.109917 0.117263 0.0475408 267 11 0.596692 0.129808 0.00148366 0.0542447 0.0326717 0.0492256 268 41 6.09612 0.282913 0.000955699 0.148686 0.144541 0.0847827 535 90 44.209 0.937833 0.019359 0.491211 0.51887 0.237337 240 14 1.59713 0.226698 0.00238546 0.114081 0.11493 0.0604294 241 5 0.522853 0.2217 0.0332889 0.104571 0.0850099 0.0795244 281 13 1.41049 0.23045 0.000862984 0.108499 0.120299 0.0690784 266 11 0.646749 0.141037 0.0055271 0.0587954 0.0303055 0.0498094 538 133 43.5838 0.901239 0.00638983 0.327698 0.296694 0.223282 245 33 3.61292 0.199648 0.00343527 0.109482 0.103414 0.0539469 246 17 2.58022 0.236623 0.0223953 0.151778 0.173968 0.0611791 247 8 1.7592 0.580831 0.0398086 0.219899 0.202891 0.170462 542 158 58.6536 0.930483 0.00219372 0.371225 0.341962 0.234733 544 140 53.5196 0.941169 0.0000999672 0.382283 0.34976 0.270931 249 33 3.34184 0.24443 0.00298786 0.101268 0.10096 0.0693615 250 42 4.98748 0.227738 0.0129971 0.11875 0.110123 0.0545198 565 8 5.02511 0.832199 0.290789 0.628139 0.684971 0.216587 566 5 3.34684 0.812013 0.517573 0.669369 0.679071 0.10499 567 7 3.02653 0.816953 0.106928 0.432361 0.3953 0.258252 568 5 2.30895 0.838963 0.164114 0.461789 0.386286 0.252556 545 185 62.8371 0.815453 0.00400817 0.33966 0.319999 0.211498 252 48 10.7771 0.488411 0.00116256 0.224522 0.221768 0.118582 253 45 18.4811 0.679869 0.029824 0.410692 0.490478 0.185187 1601 42 4.6276 0.222515 0.000318996 0.110181 0.121684 0.0625758 -1601 39 5.52891 0.515177 0.00325372 0.141767 0.103863 0.115173 1602 159 27.0213 0.409104 0.0027191 0.169945 0.158504 0.108012 -1602 880 115.703 0.707544 0.0000580476 0.131481 0.108121 0.104093 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.4, 173.2, 0.707544} {504, cdf2jtCor2} {x, Q, value} {0.5621, 448., 0.824822} {0.7479, 596., 0.726983} {0.8633, 688., 0.909041} {0.9938, 792., 0.902705} {0.8241, 254., 0.703558} {0.09293, 448., 0.824822} {0.1236, 596., 0.726983} {0.1427, 688., 0.909041} {0.1642, 792., 0.902705} {0.1895, 914., 0.914458} {0.2186, 1054., 0.907573} {0.02037, 254., 0.703558} {0.03593, 448., 0.835696} {514, d02jtCor2} {x, Q, value} {0.08724, 140., 0.782311} {0.6107, 980., 0.790855} {0.673, 1080., 0.905568} {0.8288, 1330., 0.929036} {0.2231, 240., 0.868625} {0.2974, 320., 0.822165} {0.3718, 400., 0.80299} {0.409, 440., 0.753414} {0.4927, 530., 0.859902} {0.8273, 890., 0.927527} {0.9203, 990., 0.949365} {0.2496, 180., 0.818368} {0.3051, 220., 0.837355} {0.527, 380., 0.793942} {0.5824, 420., 0.812076} {0.6934, 500., 0.788067} {0.3724, 180., 0.885343} {0.5793, 280., 0.705225} {0.7716, 250., 0.763934} {0.8642, 280., 0.867719} {0.9876, 320., 0.878769} {0.9209, 200., 0.838573} {0.05848, 140., 0.782311} {0.4093, 980., 0.790855} {0.4511, 1080., 0.905568} {0.5555, 1330., 0.929036} {0.0672, 240., 0.868625} {0.0896, 320., 0.822165} {0.112, 400., 0.80299} {0.1232, 440., 0.753414} {0.1484, 530., 0.859902} {0.2492, 890., 0.927527} {0.2772, 990., 0.949365} {0.3556, 1270., 0.931496} {0.03378, 180., 0.818368} {0.04129, 220., 0.837355} {0.07132, 380., 0.793942} {0.07883, 420., 0.812076} {0.09384, 500., 0.788067} {0.1557, 830., 0.841275} {0.1952, 1040., 0.858901} {0.02264, 180., 0.885343} {0.03522, 280., 0.705225} {0.06668, 530., 0.77754} {0.07297, 580., 0.832847} {0.08177, 650., 0.834245} {0.1044, 830., 0.767636} {0.02108, 250., 0.763934} {0.02361, 280., 0.867719} {0.02698, 320., 0.878769} {0.02951, 350., 0.871758} {0.03963, 470., 0.784665} {0.0113, 200., 0.838573} {0.01243, 220., 0.864139} {0.01356, 240., 0.76885} {0.01809, 320., 0.828166} {0.01978, 350., 0.865014} {0.02261, 400., 0.838338} {535, ATL7jtR6} {x, Q, value} {0.2019, 520., 0.804188} {0.3883, 1000., 0.795943} {0.08926, 120., 0.761818} {0.595, 800., 0.798293} {0.7438, 1000., 0.835351} {0.3642, 220., 0.863995} {0.3154, 90., 0.721724} {0.4205, 120., 0.798394} {0.02732, 520., 0.804188} {0.05255, 1000., 0.795943} {0.1576, 3000., 0.738366} {0.003292, 120., 0.761818} {0.02194, 800., 0.798293} {0.02743, 1000., 0.835351} {0.06584, 2400., 0.819125} {0.002712, 220., 0.863995} {0.01232, 1000., 0.825018} {0.000524, 90., 0.721724} {0.0006987, 120., 0.798394} {0.001863, 320., 0.779937} {0.002445, 420., 0.766516} {0.003028, 520., 0.719177} {0.00361, 620., 0.923672} {0.0005756, 220., 0.84365} {0.0008372, 320., 0.937833} {538, CMS7jtR7v2} {x, Q, value} {0.1326, 266., 0.755631} {0.1525, 306., 0.775175} {0.6362, 1276., 0.901239} {0.7069, 860., 0.712075} {0.7694, 936., 0.788637} {0.8335, 1014., 0.87573} {0.901, 1096., 0.899107} {0.9733, 1184., 0.854047} {0.01088, 266., 0.755631} {0.01252, 306., 0.775175} {0.05222, 1276., 0.901239} {0.1378, 3368., 0.833181} {0.02134, 860., 0.712075} {0.02323, 936., 0.788637} {0.02517, 1014., 0.87573} {0.0272, 1096., 0.899107} {0.02939, 1184., 0.854047} {0.0165, 1096., 0.731535} {0.01782, 1184., 0.752649} {0.01921, 1276., 0.718959} {542, CMS7jtR7y6} {x, Q, value} {0.08376, 168., 0.788785} {0.09673, 194., 0.783085} {0.1136, 228., 0.814991} {0.1326, 266., 0.808095} {0.5464, 1096., 0.769206} {0.5903, 1184., 0.825453} {0.6362, 1276., 0.856728} {0.9643, 1934., 0.769788} {0.7069, 860., 0.774754} {0.7694, 936., 0.930483} {0.8335, 1014., 0.926389} {0.901, 1096., 0.78277} {0.006876, 168., 0.788785} {0.00794, 194., 0.783085} {0.009331, 228., 0.814991} {0.01088, 266., 0.808095} {0.04485, 1096., 0.769206} {0.04846, 1184., 0.825453} {0.05222, 1276., 0.856728} {0.07915, 1934., 0.769788} {0.08447, 2064., 0.825444} {0.09012, 2202., 0.897643} {0.02134, 860., 0.774754} {0.02323, 936., 0.930483} {0.02517, 1014., 0.926389} {0.0272, 1096., 0.78277} {0.03922, 1580., 0.813485} {0.042, 1692., 0.839141} {0.0165, 1096., 0.805311} {0.01782, 1184., 0.841189} {0.006611, 724., 0.773106} {544, ATL7jtR6u} {x, Q, value} {0.4262, 2324., 0.828405} {0.4805, 2620., 0.91423} {0.2467, 816., 0.713996} {0.3363, 1112., 0.705797} {0.1156, 232., 0.838233} {0.1336, 268., 0.749866} {0.6402, 1284., 0.739084} {0.1907, 232., 0.850632} {0.3946, 480., 0.719759} {0.7267, 884., 0.760258} {0.7859, 956., 0.747863} {0.2585, 2324., 0.828405} {0.2914, 2620., 0.91423} {0.05506, 816., 0.713996} {0.07503, 1112., 0.705797} {0.009495, 232., 0.838233} {0.01096, 268., 0.749866} {0.05255, 1284., 0.739084} {0.163, 3984., 0.7754} {0.005759, 232., 0.850632} {0.01191, 480., 0.719759} {0.02194, 884., 0.760258} {0.02373, 956., 0.747863} {0.03415, 1376., 0.717756} {0.03654, 1472., 0.776663} {0.04438, 1788., 0.941169} {0.0989, 3984., 0.867179} {0.01439, 956., 0.755772} {0.01553, 1032., 0.823598} {0.01674, 1112., 0.890639} {0.01933, 1284., 0.926953} {0.02692, 1788., 0.9128} {0.006867, 752., 0.905273} {0.00873, 956., 0.706311} {565, ATL8ttpt} {x, Q, value} {0.05, 400., 0.808636} {0.08, 640., 0.803077} {0.1, 800., 0.803793} {0.125, 1000., 0.832199} {566, ATL8ttya} {x, Q, value} {0.2736, 400., 0.812013} {0.009134, 400., 0.812013} {567, ATL8ttmtt} {x, Q, value} {0.1375, 1100., 0.816953} {568, ATL8ttytt} {x, Q, value} {0.224, 400., 0.838963} {0.01115, 400., 0.838963} {545, CMS8jtR7v5} {x, Q, value} {0.5165, 1184., 0.739212} {0.5567, 1276., 0.778291} {0.5985, 1372., 0.813789} {0.643, 1474., 0.815453} {0.6893, 1580., 0.75189} {0.1208, 168., 0.739009} {0.3524, 490., 0.700904} {0.0424, 1184., 0.739212} {0.04569, 1276., 0.778291} {0.04913, 1372., 0.813789} {0.05278, 1474., 0.815453} {0.05658, 1580., 0.75189} {0.003649, 168., 0.739009} {0.01064, 490., 0.700904} {0.004347, 544., 0.746438} datatype: |Corr(r, f(x,Q))| flavour: 0 〈x 〉(F 2p Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 523.994 DataMax: 0.731121 DataMin: 0.000121199 DataMean: 0.130314 DataMedian: 0.0735076 DataSD: 0.140517 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 260.219 0.616256 0.000585114 0.232338 0.210462 0.155484 101 337 11.9517 0.138593 0.000126812 0.0354649 0.0321291 0.0248354 102 250 10.465 0.125947 0.000195466 0.0418601 0.0364998 0.0287074 104 123 4.04534 0.118473 0.00145798 0.0328889 0.0282813 0.025537 108 85 5.01344 0.229533 0.00131079 0.0589816 0.0400378 0.0589872 109 96 3.07711 0.0479741 0.000648476 0.0320532 0.0389803 0.0142108 110 69 7.95908 0.399815 0.00326566 0.115349 0.111867 0.0822432 111 86 2.72803 0.0474898 0.00392061 0.0317213 0.0387438 0.0139042 124 38 14.6473 0.689098 0.0430785 0.385456 0.411045 0.209371 125 33 12.9786 0.708235 0.0580636 0.393291 0.47673 0.235067 126 40 17.4276 0.656116 0.238729 0.435689 0.385519 0.110218 127 38 11.4489 0.592685 0.00563452 0.301288 0.378407 0.197791 147 47 12.2351 0.731121 0.00126567 0.260322 0.245383 0.186967 201 119 7.21331 0.12157 0.00767001 0.060616 0.0589255 0.0218478 203 15 0.539728 0.0639169 0.00361121 0.0359819 0.0405626 0.0181728 204 184 11.0772 0.18287 0.000712388 0.0602019 0.0433947 0.0460334 225 11 0.599267 0.0954281 0.00496539 0.0544789 0.0620446 0.0369348 227 11 0.460811 0.0728154 0.00294741 0.0418919 0.0417729 0.0262096 234 9 0.648619 0.0943531 0.0201042 0.0720688 0.0854482 0.0271493 260 28 4.30438 0.249749 0.00918167 0.153728 0.156907 0.0592608 261 29 3.38711 0.241712 0.00851455 0.116797 0.107441 0.0579053 504 72 5.33717 0.224531 0.00152357 0.0741274 0.0745811 0.0473354 514 110 10.6528 0.233401 0.00220928 0.0968434 0.10242 0.0520313 145 10 1.51318 0.299582 0.0512749 0.151318 0.154359 0.0736488 169 9 4.26268 0.575157 0.291873 0.473632 0.496297 0.093135 267 11 0.70124 0.122693 0.00721672 0.0637491 0.0595569 0.0399611 268 41 9.97513 0.452443 0.0267186 0.243296 0.236202 0.114326 535 90 7.40625 0.322505 0.000121199 0.0822917 0.0743628 0.0630163 240 14 1.65381 0.368306 0.00150385 0.118129 0.0890622 0.112936 241 5 0.634839 0.2038 0.0528383 0.126968 0.121443 0.0741285 281 13 0.644669 0.0836374 0.0122002 0.0495899 0.052579 0.0239257 266 11 0.822532 0.134739 0.00541681 0.0747757 0.0857268 0.0419911 538 133 7.04245 0.245263 0.000534238 0.0529508 0.0411251 0.0428461 245 33 3.18037 0.319952 0.0125936 0.0963749 0.0861702 0.0747105 246 17 1.97362 0.212748 0.0396997 0.116095 0.115133 0.0463197 247 8 1.51432 0.269044 0.108232 0.189289 0.183615 0.064291 542 158 10.6811 0.204957 0.000219928 0.0676022 0.0666925 0.0486529 544 140 9.81567 0.156665 0.00187573 0.070112 0.0621555 0.0429351 249 33 7.20411 0.486136 0.00809616 0.218306 0.203917 0.139592 250 42 4.65755 0.297467 0.00859318 0.110894 0.0878849 0.0868061 565 8 0.798393 0.204881 0.00598989 0.0997992 0.0926397 0.0609696 566 5 0.514249 0.253404 0.0203309 0.10285 0.0823829 0.096976 567 7 1.23942 0.294032 0.0262293 0.177061 0.17729 0.0873596 568 5 0.208386 0.12472 0.00170086 0.0416772 0.0253442 0.0480323 545 185 10.3867 0.158448 0.000265121 0.0561445 0.0526348 0.0399272 252 48 9.24268 0.397059 0.0034233 0.192556 0.226486 0.106035 253 45 9.50405 0.387053 0.0263155 0.211201 0.197687 0.0977081 1601 42 6.63695 0.586962 0.00113231 0.158023 0.0880782 0.160577 -1601 39 5.74059 0.393448 0.0173954 0.147195 0.129448 0.0902364 1602 159 20.1855 0.520052 0.00124664 0.126953 0.0938185 0.119501 -1602 880 227.656 0.616256 0.000585114 0.2587 0.257464 0.152853 highlightrange: {{0.7, 1.}} highlighted data {125, NuTvNbChXN} {x, Q, value} {0.114, 5.299, 0.708235} {0.114, 6.135, 0.705336} {147, Hn1X0c} {x, Q, value} {0.00035, 4.243, 0.731121} datatype: |Corr(r, f(x,Q))| flavour: 1 〈x 〉(F 2p Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 481.875 DataMax: 0.693264 DataMin: 0.000049216 DataMean: 0.11984 DataMedian: 0.0905755 DataSD: 0.109143 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 83.8075 0.571629 0.000049216 0.0748281 0.060501 0.0618343 101 337 45.7923 0.44974 0.000318214 0.135882 0.132366 0.0867254 102 250 37.2184 0.424387 0.00124953 0.148874 0.13608 0.094469 104 123 8.06842 0.147368 0.00132084 0.065597 0.0623741 0.0418639 108 85 40.3481 0.693264 0.217589 0.474684 0.481977 0.126252 109 96 19.2205 0.332353 0.0641736 0.200214 0.184179 0.080248 110 69 14.4464 0.638242 0.00472399 0.209368 0.190108 0.129548 111 86 14.4109 0.333546 0.00162099 0.167568 0.144803 0.0860466 124 38 7.05231 0.330645 0.00345517 0.185587 0.187933 0.101294 125 33 8.15889 0.434381 0.0334424 0.247239 0.277275 0.121969 126 40 9.20342 0.331151 0.0814399 0.230085 0.237409 0.0677815 127 38 12.463 0.53965 0.0608893 0.327973 0.345186 0.152913 147 47 6.22756 0.301107 0.00218036 0.132501 0.133938 0.081552 201 119 7.94899 0.125378 0.000278655 0.0667982 0.0708353 0.0308044 203 15 1.03532 0.110576 0.0249349 0.0690213 0.0779079 0.0341325 204 184 13.7049 0.149125 0.00106925 0.0744829 0.0688082 0.0386572 225 11 0.599983 0.0708316 0.041259 0.0545439 0.0534378 0.010808 227 11 0.651588 0.0810981 0.0426777 0.0592352 0.0593611 0.0146721 234 9 0.424098 0.092161 0.00879662 0.047122 0.0393483 0.0342902 260 28 4.91674 0.25974 0.00662243 0.175598 0.208616 0.0808868 261 29 4.99618 0.257341 0.00288098 0.172282 0.205311 0.0760823 504 72 6.63489 0.408147 0.000576212 0.0921512 0.0762324 0.078764 514 110 11.2474 0.367444 0.000435928 0.102249 0.0874253 0.0705303 145 10 2.29121 0.429376 0.0168125 0.229121 0.229216 0.115383 169 9 1.38748 0.23933 0.0537888 0.154165 0.158396 0.0632703 267 11 1.03499 0.195751 0.0123402 0.0940903 0.0780509 0.0737848 268 41 4.44094 0.413788 0.00194146 0.108316 0.0901629 0.0913796 535 90 11.5601 0.302323 0.000972254 0.128445 0.117423 0.0741723 240 14 1.70875 0.195933 0.0148368 0.122053 0.122607 0.0559944 241 5 0.225108 0.0642432 0.0143846 0.0450216 0.0563934 0.0216341 281 13 0.379587 0.0657999 0.00118221 0.029199 0.0291165 0.0229678 266 11 1.1943 0.200122 0.0156357 0.108573 0.0759095 0.0711473 538 133 14.8385 0.348543 0.000893066 0.111568 0.106377 0.0668621 245 33 3.33657 0.297281 0.00164004 0.101108 0.075113 0.0831082 246 17 1.30252 0.1796 0.00366772 0.0766187 0.0493177 0.0649367 247 8 3.50889 0.55647 0.330589 0.438612 0.444713 0.0854061 542 158 12.2869 0.260594 0.000994121 0.0777654 0.0684733 0.0533225 544 140 11.609 0.286785 0.00054957 0.0829211 0.0740266 0.0590904 249 33 3.43805 0.26188 0.000687187 0.104183 0.0972372 0.0850129 250 42 2.66134 0.15738 0.0000556684 0.0633653 0.0581413 0.043176 565 8 1.11275 0.349426 0.0152833 0.139094 0.121732 0.109428 566 5 0.760586 0.423445 0.0378409 0.152117 0.0926393 0.154794 567 7 2.46335 0.587088 0.168776 0.351908 0.341546 0.152957 568 5 0.451485 0.209554 0.00749503 0.0902969 0.103502 0.0801706 545 185 12.5592 0.270976 0.000498696 0.0678876 0.0572864 0.0466265 252 48 11.947 0.391614 0.0139628 0.248895 0.279106 0.10296 253 45 16.7988 0.654924 0.041097 0.373308 0.397825 0.159098 1601 42 6.60052 0.571629 0.00743547 0.157155 0.114316 0.133994 -1601 39 6.08891 0.421859 0.00339468 0.156126 0.125245 0.10923 1602 159 11.6786 0.228645 0.00447255 0.0734505 0.0608098 0.0483543 -1602 880 59.4394 0.263189 0.000049216 0.0675448 0.0578423 0.0492274 highlightrange: {{0.7, 1.}} highlighted data datatype: |Corr(r, f(x,Q))| flavour: 2 〈x 〉(F 2p Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 638.714 DataMax: 0.712671 DataMin: 0.0000248127 DataMean: 0.158845 DataMedian: 0.108794 DataSD: 0.144053 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 107.718 0.564014 0.0000445032 0.0961768 0.0710032 0.10376 101 337 80.858 0.667105 0.00405982 0.239935 0.230955 0.147935 102 250 52.8024 0.53297 0.00167173 0.21121 0.220471 0.133601 104 123 8.45581 0.293498 0.000127953 0.0687464 0.0282274 0.085288 108 85 46.51 0.709006 0.250572 0.547177 0.53903 0.099083 109 96 30.3433 0.584716 0.00103548 0.316076 0.282539 0.186446 110 69 17.3854 0.712671 0.00481372 0.251962 0.221707 0.181116 111 86 22.0589 0.583924 0.00326824 0.256499 0.20182 0.188705 124 38 3.79349 0.278921 0.0256823 0.0998286 0.0705843 0.0721081 125 33 8.03357 0.367511 0.0321083 0.243442 0.294092 0.109312 126 40 4.07547 0.318403 0.000538735 0.101887 0.0611665 0.093496 127 38 7.23307 0.419455 0.0227757 0.190344 0.152475 0.139226 147 47 4.59058 0.262225 0.00227134 0.097672 0.0861637 0.0706276 201 119 9.26034 0.221812 0.00297005 0.077818 0.0731414 0.0321918 203 15 1.13171 0.111741 0.0377496 0.0754471 0.0705509 0.0274181 204 184 42.1552 0.536673 0.00209953 0.229104 0.185489 0.15003 225 11 0.926391 0.19187 0.00808718 0.0842173 0.0628372 0.0596375 227 11 0.976679 0.192955 0.0162542 0.088789 0.0762047 0.053937 234 9 0.557058 0.149687 0.0000698766 0.0618954 0.0504231 0.0466705 260 28 3.0138 0.341899 0.000170634 0.107636 0.0911011 0.0955705 261 29 3.48651 0.320114 0.00410551 0.120225 0.0790199 0.0956048 504 72 11.5821 0.632261 0.000489523 0.160862 0.128298 0.136977 514 110 13.4825 0.592966 0.000865667 0.122568 0.0986134 0.103562 145 10 1.53919 0.297146 0.0196869 0.153919 0.155517 0.0852078 169 9 0.759354 0.180497 0.00114908 0.0843726 0.0795373 0.0602573 267 11 2.09002 0.227814 0.105798 0.190002 0.210171 0.0427238 268 41 3.68471 0.216748 0.00131578 0.0898709 0.0764907 0.061625 535 90 16.1831 0.459608 0.00374042 0.179813 0.163053 0.114488 240 14 2.01036 0.323126 0.0118652 0.143597 0.119877 0.108824 241 5 0.593658 0.208226 0.0229016 0.118732 0.124654 0.0800489 281 13 1.89343 0.224718 0.0618924 0.145649 0.166884 0.0561931 266 11 1.73071 0.216426 0.0406041 0.157337 0.178183 0.0543335 538 133 28.6186 0.524821 0.00566251 0.215178 0.212219 0.131223 245 33 5.41203 0.360808 0.00284494 0.164001 0.182213 0.113247 246 17 2.30883 0.288603 0.0288955 0.135813 0.125322 0.0766799 247 8 1.5948 0.331381 0.100267 0.19935 0.192855 0.0825825 542 158 21.661 0.3802 0.0000248127 0.137095 0.125777 0.0904586 544 140 20.3849 0.433652 0.00303178 0.145606 0.123455 0.106878 249 33 3.06672 0.214106 0.000641391 0.0929309 0.068286 0.0666865 250 42 5.78956 0.451667 0.00128503 0.137847 0.132966 0.0997442 565 8 1.19111 0.346439 0.0173348 0.148889 0.149106 0.0973123 566 5 0.852957 0.273062 0.0571163 0.170591 0.185916 0.0813666 567 7 2.20752 0.530872 0.105394 0.31536 0.311263 0.132267 568 5 0.308362 0.110364 0.0366608 0.0616724 0.0581916 0.0300455 545 185 19.9355 0.324014 0.000888798 0.107759 0.0936251 0.0802122 252 48 4.34102 0.45704 0.00222612 0.090438 0.0780459 0.0806671 253 45 10.1267 0.363266 0.011557 0.225037 0.245669 0.103385 1601 42 8.46077 0.559503 0.00226185 0.201447 0.145331 0.17141 -1601 39 4.56932 0.283869 0.00144861 0.117162 0.119037 0.0673403 1602 159 21.8344 0.564014 0.00102741 0.137323 0.0866257 0.150521 -1602 880 72.8535 0.542027 0.0000445032 0.0827881 0.0656058 0.0838566 highlightrange: {{0.7, 1.}} highlighted data {108, cdhswf2} {x, Q, value} {0.45, 5.307, 0.703162} {0.45, 6.051, 0.707408} {0.45, 6.899, 0.709006} {0.45, 7.865, 0.708541} {0.45, 8.968, 0.706556} {0.45, 10.22, 0.703404} {110, ccfrf2.mi} {x, Q, value} {0.125, 8.912, 0.712671} datatype: |Corr(r, f(x,Q))| flavour: 3 〈x 〉(F 2p Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 709.056 DataMax: 0.797953 DataMin: -7 5.20762 10 DataMean: 0.176338 DataMedian: 0.1091 DataSD: 0.176591 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 120.152 0.797953 0.0000508416 0.107278 0.0667432 0.147488 101 337 106.559 0.70507 0.00291354 0.316198 0.278485 0.212873 102 250 61.1494 0.60266 0.000343214 0.244598 0.225096 0.172075 104 123 15.2936 0.449853 0.00139908 0.124338 0.0696827 0.12699 108 85 39.652 0.726459 0.0810613 0.466494 0.432656 0.201077 109 96 30.2008 0.684225 0.0120001 0.314591 0.239635 0.241699 110 69 19.0193 0.688821 0.00886548 0.275642 0.260451 0.196404 111 86 21.633 0.684706 0.000279149 0.251546 0.148898 0.237515 124 38 3.49906 0.177235 0.0032659 0.0920806 0.084395 0.0439591 125 33 4.62615 0.220922 0.00259524 0.140186 0.16916 0.0709976 126 40 3.34643 0.15664 0.000860657 0.0836608 0.084685 0.0348661 127 38 3.69613 0.216308 0.0019259 0.0972665 0.0813327 0.0688598 147 47 3.21455 0.178707 0.00247014 0.0683947 0.0627125 0.0447336 201 119 10.243 0.406479 0.00732659 0.0860753 0.0683834 0.058522 203 15 0.966016 0.110407 0.0130796 0.064401 0.063773 0.0353422 204 184 59.6892 0.76279 0.000498635 0.324398 0.265632 0.220565 225 11 1.38325 0.263906 0.0222103 0.12575 0.118861 0.0729109 227 11 1.47996 0.263442 0.0155148 0.134542 0.137333 0.067301 234 9 0.759285 0.182605 0.0230258 0.084365 0.0838914 0.0499901 260 28 5.52923 0.514756 0.00427625 0.197473 0.162077 0.140681 261 29 4.11515 0.416003 0.00387553 0.141902 0.0690622 0.148869 504 72 12.9947 0.767286 0.00246358 0.180482 0.135747 0.161726 514 110 14.3939 0.617779 0.00011907 0.130854 0.11405 0.106647 145 10 0.97772 0.177338 0.017422 0.097772 0.103486 0.0503752 169 9 0.410919 0.10687 0.00468434 0.0456577 0.0395968 0.0362295 267 11 2.30845 0.237374 0.159074 0.209859 0.218077 0.0253374 268 41 3.83601 0.261143 0.00655488 0.0935611 0.082657 0.06197 535 90 15.887 0.516336 0.00736423 0.176522 0.160557 0.113157 240 14 2.21897 0.390363 0.0173375 0.158498 0.151525 0.129404 241 5 0.789324 0.264249 0.0161969 0.157865 0.176257 0.104312 281 13 2.70021 0.326386 0.102523 0.207708 0.210757 0.0687709 266 11 1.87397 0.223698 0.0951007 0.170361 0.156424 0.0449582 538 133 29.28 0.618724 0.00159548 0.22015 0.201509 0.150729 245 33 7.53331 0.53382 0.0125325 0.228282 0.224631 0.132748 246 17 3.85145 0.448091 0.0353347 0.226556 0.191554 0.109712 247 8 0.804169 0.178115 0.0383208 0.100521 0.0996069 0.0488552 542 158 22.7307 0.469851 0.00354669 0.143865 0.133096 0.098278 544 140 21.1384 0.461846 0.00114288 0.150989 0.130744 0.107737 249 33 3.4148 0.205316 0.000345643 0.103479 0.0917806 0.0556693 250 42 8.12512 0.590909 0.00846908 0.193455 0.176701 0.132857 565 8 0.75575 0.207144 0.0120075 0.0944688 0.0940649 0.0564241 566 5 0.627779 0.177113 0.0566373 0.125556 0.140819 0.0496921 567 7 1.43584 0.377348 0.0489982 0.20512 0.209806 0.101481 568 5 0.262848 0.0699667 0.019703 0.0525696 0.0638267 0.0221547 545 185 24.4189 0.451884 0.000541514 0.131994 0.100251 0.109594 252 48 4.47436 0.710999 0.00109526 0.0932159 0.0379825 0.145894 253 45 5.60574 0.232843 5.208E-7 0.124572 0.140048 0.0592647 1601 42 9.69479 0.76396 0.0000508416 0.230828 0.147781 0.236751 -1601 39 4.04659 0.300398 0.000133519 0.103759 0.0955576 0.0773112 1602 159 29.0342 0.797953 0.00303597 0.182605 0.0988891 0.218947 -1602 880 77.3762 0.779614 0.000492228 0.0879275 0.063377 0.118622 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 70.7, 0.76396} {0.65, 89.44, 0.726037} {0.65, 22.36, 0.787955} {0.65, 28.28, 0.724538} {0.65, 54.77, 0.77788} {0.65, 70.7, 0.775488} {0.65, 89.44, 0.797953} {0.65, 109.5, 0.783459} {0.65, 141.4, 0.772843} {0.65, 173.2, 0.784527} {0.65, 223.6, 0.787618} {0.65, 38.72, 0.706718} {0.65, 54.77, 0.758086} {0.65, 70.7, 0.75874} {0.65, 89.44, 0.757257} {0.65, 109.5, 0.779614} {0.65, 141.4, 0.736705} {0.65, 173.2, 0.777683} {101, BcdF2pCor} {x, Q, value} {0.45, 7.036, 0.702212} {0.55, 9.273, 0.70507} {0.45, 11.73, 0.700246} {108, cdhswf2} {x, Q, value} {0.45, 5.307, 0.707792} {0.45, 6.051, 0.715323} {0.45, 6.899, 0.720448} {0.45, 7.865, 0.72374} {0.45, 8.968, 0.72567} {0.45, 10.22, 0.726459} {0.45, 11.66, 0.726256} {0.55, 3.957, 0.718593} {0.55, 4.511, 0.723766} {0.55, 5.144, 0.725758} {0.55, 5.867, 0.726423} {0.55, 6.689, 0.725566} {0.55, 7.626, 0.723943} {0.55, 8.695, 0.721496} {0.55, 9.914, 0.718684} {0.55, 11.3, 0.71554} {0.55, 12.89, 0.71231} {204, e866ppxf} {x, Q, value} {0.6855, 7.93, 0.709398} {0.6928, 8.449, 0.703084} {0.7242, 7.43, 0.727619} {0.7276, 7.95, 0.745937} {0.7339, 8.43, 0.745988} {0.7624, 6.93, 0.724674} {0.7731, 7.41, 0.749895} {0.7734, 7.95, 0.76279} {0.7776, 8.42, 0.76044} {0.8031, 6.43, 0.717624} {0.8066, 6.94, 0.737636} {0.8179, 7.45, 0.744433} {0.8232, 7.93, 0.743897} {0.8331, 8.47, 0.735707} {0.06108, 7.93, 0.709398} {0.06863, 8.449, 0.703084} {0.05076, 7.43, 0.727619} {0.05784, 7.95, 0.745937} {0.06448, 8.43, 0.745988} {0.04195, 6.93, 0.724674} {0.04729, 7.41, 0.749895} {0.05442, 7.95, 0.76279} {0.06071, 8.42, 0.76044} {0.03428, 6.43, 0.717624} {0.03976, 6.94, 0.737636} {0.04518, 7.45, 0.744433} {0.05087, 7.93, 0.743897} {0.05734, 8.47, 0.735707} {504, cdf2jtCor2} {x, Q, value} {0.4788, 1400., 0.767286} {252, ATL8DY2D} {x, Q, value} {0.01385, 1000., 0.710999} datatype: |Corr(r, f(x,Q))| flavour: 4 〈x 〉(F 2p Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 718.06 DataMax: 0.890781 DataMin: 0.0000216697 DataMean: 0.178578 DataMedian: 0.101453 DataSD: 0.192416 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 123.164 0.890781 0.0000216697 0.109968 0.0631824 0.163827 101 337 117.288 0.791342 0.000885951 0.348036 0.277116 0.244998 102 250 63.8191 0.659607 0.000233557 0.255276 0.196126 0.194253 104 123 17.6639 0.492956 0.000712615 0.143609 0.0921017 0.137961 108 85 34.0395 0.736899 0.0180722 0.400465 0.322907 0.248107 109 96 28.6107 0.712157 0.00322825 0.298028 0.187036 0.256293 110 69 19.5447 0.692513 0.00132237 0.283256 0.253066 0.19876 111 86 21.0426 0.715272 0.00123967 0.244681 0.130203 0.244625 124 38 3.26321 0.129897 0.0170434 0.085874 0.0951452 0.0294332 125 33 2.61388 0.137255 0.00638596 0.0792085 0.095685 0.0408522 126 40 3.04756 0.125324 0.00388216 0.0761891 0.0859774 0.0360352 127 38 2.38947 0.100969 0.00527392 0.0628807 0.0731801 0.0311891 147 47 2.40424 0.131029 0.000947732 0.0511541 0.0452367 0.0324833 201 119 9.06713 0.477104 0.00883755 0.0761944 0.0558821 0.074538 203 15 0.885346 0.105861 0.00851776 0.0590231 0.0564335 0.0359339 204 184 66.1432 0.850014 0.00488867 0.359474 0.291535 0.24999 225 11 1.46586 0.283492 0.0244416 0.13326 0.122676 0.078782 227 11 1.56222 0.281926 0.0135455 0.14202 0.143096 0.0723944 234 9 0.789051 0.197757 0.0179738 0.0876724 0.0837238 0.0557413 260 28 6.72785 0.588313 0.0239599 0.24028 0.201098 0.158388 261 29 4.77756 0.474395 0.00216359 0.164744 0.0958145 0.165707 504 72 13.1489 0.804542 0.00787113 0.182623 0.129658 0.168165 514 110 13.6977 0.595919 0.0013201 0.124525 0.105859 0.102947 145 10 0.702607 0.125262 0.0187803 0.0702607 0.0722185 0.0346685 169 9 0.252074 0.0691411 0.00141977 0.0280082 0.0221376 0.0236978 267 11 2.21647 0.239046 0.151159 0.201497 0.211924 0.0314705 268 41 3.71889 0.296991 0.000341724 0.0907046 0.0728228 0.0644857 535 90 15.1792 0.547256 0.000464447 0.168657 0.156498 0.107475 240 14 2.42818 0.433066 0.0199852 0.173442 0.153579 0.129209 241 5 0.834702 0.27287 0.0177069 0.16694 0.189774 0.108019 281 13 2.83395 0.349934 0.101247 0.217996 0.216793 0.0759215 266 11 1.77304 0.229115 0.0917156 0.161186 0.179758 0.0521435 538 133 27.3195 0.641253 0.0010464 0.20541 0.179887 0.154412 245 33 8.3286 0.606469 0.0154878 0.252382 0.226304 0.144586 246 17 4.50172 0.51891 0.0642964 0.264807 0.23 0.126708 247 8 0.460578 0.0956559 0.0187428 0.0575723 0.0572025 0.0274351 542 158 21.1494 0.50709 0.00241526 0.133857 0.124535 0.0987559 544 140 20.1023 0.442998 0.000842653 0.143588 0.13121 0.100343 249 33 3.3604 0.19039 0.0111577 0.10183 0.101272 0.0498397 250 42 9.05998 0.642755 0.0169816 0.215714 0.187752 0.145187 565 8 0.470116 0.10913 0.00199689 0.0587646 0.0579793 0.0345398 566 5 0.392673 0.123722 0.0296651 0.0785347 0.086967 0.0402923 567 7 0.975954 0.280931 0.0218471 0.139422 0.159085 0.08439 568 5 0.15693 0.0475242 0.0124374 0.0313859 0.0380503 0.0145821 545 185 26.1376 0.497875 0.000341035 0.141285 0.0966277 0.124166 252 48 5.19363 0.805136 0.00234185 0.108201 0.0494628 0.167018 253 45 3.35644 0.17375 0.000487935 0.0745875 0.0749593 0.0436197 1601 42 10.6733 0.844051 0.00515088 0.254126 0.179467 0.246776 -1601 39 3.91912 0.287006 0.00360421 0.10049 0.0811463 0.0770832 1602 159 30.8978 0.890781 0.000163798 0.194326 0.096065 0.24334 -1602 880 77.6734 0.871003 0.0000216697 0.0882652 0.0578362 0.13293 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 70.7, 0.844051} {0.65, 89.44, 0.800832} {0.65, 122.5, 0.76556} {0.18, 20., 0.72416} {0.65, 22.36, 0.878523} {0.65, 28.28, 0.808632} {0.65, 38.72, 0.757523} {0.65, 44.72, 0.755349} {0.65, 54.77, 0.869436} {0.65, 70.7, 0.869216} {0.4, 89.44, 0.715022} {0.65, 89.44, 0.890781} {0.65, 109.5, 0.874457} {0.65, 141.4, 0.852014} {0.65, 173.2, 0.867683} {0.65, 223.6, 0.872273} {0.65, 28.28, 0.704603} {0.65, 22.36, 0.734866} {0.65, 25.5, 0.727136} {0.18, 20., 0.727402} {0.25, 22.36, 0.751736} {0.65, 25.5, 0.780491} {0.65, 28.28, 0.772566} {0.65, 31.62, 0.759126} {0.65, 34.64, 0.732283} {0.65, 38.72, 0.800532} {0.65, 44.72, 0.742984} {0.65, 54.77, 0.8494} {0.65, 70.7, 0.852221} {0.65, 89.44, 0.846834} {0.65, 109.5, 0.871003} {0.65, 141.4, 0.815169} {0.65, 173.2, 0.867915} {101, BcdF2pCor} {x, Q, value} {0.45, 7.55, 0.713249} {0.55, 4.123, 0.747098} {0.55, 6.557, 0.723132} {0.55, 7.036, 0.713919} {0.55, 7.55, 0.717241} {0.65, 8.093, 0.720954} {0.65, 8.66, 0.703348} {0.55, 3.873, 0.77795} {0.55, 4.123, 0.758597} {0.55, 4.359, 0.736807} {0.55, 4.636, 0.752752} {0.55, 7.55, 0.743697} {0.55, 8.093, 0.72755} {0.55, 8.66, 0.707639} {0.55, 9.273, 0.791342} {0.65, 7.036, 0.711615} {0.65, 9.273, 0.738163} {0.65, 9.95, 0.713068} {0.75, 8.093, 0.700681} {0.45, 9.95, 0.714843} {0.55, 10.75, 0.732023} {0.55, 11.73, 0.732397} {0.65, 5.701, 0.786302} {0.75, 6.557, 0.718127} {0.45, 10.75, 0.706954} {0.45, 11.73, 0.726111} {0.45, 13.23, 0.741863} {0.55, 15.17, 0.754033} {108, cdhswf2} {x, Q, value} {0.55, 3.957, 0.72304} {0.55, 4.511, 0.729694} {0.55, 5.144, 0.733368} {0.55, 5.867, 0.735919} {0.55, 6.689, 0.736792} {0.55, 7.626, 0.736899} {0.55, 8.695, 0.736204} {0.55, 9.914, 0.73509} {0.55, 11.3, 0.7336} {0.55, 12.89, 0.731943} {0.65, 4.906, 0.7139} {0.65, 5.594, 0.714763} {0.65, 6.377, 0.715472} {0.65, 7.271, 0.71594} {0.65, 8.291, 0.715731} {0.65, 9.453, 0.715441} {0.65, 10.78, 0.715004} {0.65, 12.29, 0.714819} {0.65, 14.01, 0.714007} {109, cdhswf3} {x, Q, value} {0.55, 8.695, 0.701103} {0.55, 9.914, 0.702959} {0.55, 11.3, 0.704786} {0.55, 12.89, 0.706175} {0.65, 4.906, 0.706369} {0.65, 5.594, 0.707159} {0.65, 6.377, 0.708174} {0.65, 7.271, 0.709366} {0.65, 8.291, 0.709724} {0.65, 9.453, 0.710358} {0.65, 10.78, 0.711115} {0.65, 12.29, 0.710955} {0.65, 14.01, 0.712157} {111, ccfrf3.md} {x, Q, value} {0.55, 8.911, 0.701542} {0.55, 11.22, 0.704602} {0.55, 14.12, 0.707194} {0.65, 5.621, 0.707725} {0.65, 7.078, 0.709013} {0.65, 8.911, 0.710153} {0.65, 11.22, 0.711074} {0.75, 7.078, 0.714372} {0.75, 8.911, 0.714855} {0.75, 11.22, 0.715272} {204, e866ppxf} {x, Q, value} {0.6775, 7.44, 0.7606} {0.6855, 7.93, 0.79207} {0.6928, 8.449, 0.789462} {0.714, 6.94, 0.757989} {0.7242, 7.43, 0.809853} {0.7276, 7.95, 0.832617} {0.7339, 8.43, 0.835619} {0.7824, 11.3, 0.736679} {0.8066, 12.42, 0.704587} {0.7539, 5.94, 0.711405} {0.7565, 6.45, 0.765011} {0.7624, 6.93, 0.805521} {0.7731, 7.41, 0.834461} {0.7734, 7.95, 0.850014} {0.7776, 8.42, 0.849264} {0.8301, 11.28, 0.757868} {0.7933, 5.45, 0.721112} {0.8003, 5.95, 0.768723} {0.8031, 6.43, 0.797589} {0.8066, 6.94, 0.819303} {0.8179, 7.45, 0.827435} {0.8232, 7.93, 0.827186} {0.8331, 8.47, 0.818854} {0.8646, 11.39, 0.742356} {0.0544, 7.44, 0.7606} {0.06108, 7.93, 0.79207} {0.06863, 8.449, 0.789462} {0.04492, 6.94, 0.757989} {0.05076, 7.43, 0.809853} {0.05784, 7.95, 0.832617} {0.06448, 8.43, 0.835619} {0.1086, 11.3, 0.736679} {0.1273, 12.42, 0.704587} {0.03116, 5.94, 0.711405} {0.03662, 6.45, 0.765011} {0.04195, 6.93, 0.805521} {0.04729, 7.41, 0.834461} {0.05442, 7.95, 0.850014} {0.06071, 8.42, 0.849264} {0.102, 11.28, 0.757868} {0.02493, 5.45, 0.721112} {0.02945, 5.95, 0.768723} {0.03428, 6.43, 0.797589} {0.03976, 6.94, 0.819303} {0.04518, 7.45, 0.827435} {0.05087, 7.93, 0.827186} {0.05734, 8.47, 0.818854} {0.09991, 11.39, 0.742356} {504, cdf2jtCor2} {x, Q, value} {0.8022, 1054., 0.702705} {0.3604, 1054., 0.702705} {0.4788, 1400., 0.804542} {252, ATL8DY2D} {x, Q, value} {0.01385, 1000., 0.805136} datatype: |Corr(r, f(x,Q))| flavour: 5 〈x 〉(F 2p Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 714.784 DataMax: 0.929827 DataMin: 0.00011777 DataMean: 0.177763 DataMedian: 0.0967951 DataSD: 0.199891 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 123.729 0.929827 0.000234441 0.110472 0.0617578 0.169804 101 337 121.533 0.840201 0.00166137 0.360631 0.280386 0.260596 102 250 64.9166 0.689179 0.000957851 0.259667 0.185326 0.206574 104 123 18.2697 0.498774 0.000399799 0.148534 0.0986279 0.139163 108 85 30.6474 0.73376 0.00841082 0.360558 0.260414 0.26889 109 96 27.5048 0.731341 0.00203344 0.286508 0.148901 0.258365 110 69 19.6191 0.693807 0.00198994 0.284335 0.263071 0.200725 111 86 20.8157 0.745898 0.00109233 0.242043 0.132586 0.242749 124 38 2.6992 0.104096 0.00687355 0.0710317 0.0874183 0.032242 125 33 1.59341 0.0877923 0.0011302 0.048285 0.047615 0.0206328 126 40 2.74611 0.10822 0.00260956 0.0686527 0.0874322 0.0355617 127 38 1.72832 0.0758929 0.000819835 0.0454821 0.0468406 0.0189137 147 47 1.94607 0.106212 0.000141204 0.0414058 0.0360332 0.0271468 201 119 7.50523 0.501101 0.00104325 0.0630692 0.036948 0.0829606 203 15 0.865761 0.10186 0.0116036 0.0577174 0.0568231 0.0340923 204 184 68.5137 0.88977 0.000811769 0.372357 0.302559 0.264742 225 11 1.43079 0.288298 0.0159042 0.130072 0.110431 0.0835603 227 11 1.52294 0.285962 0.0202267 0.13845 0.131273 0.0742458 234 9 0.764946 0.207932 0.00325352 0.084994 0.0684734 0.064084 260 28 7.37486 0.628123 0.011095 0.263388 0.228168 0.167892 261 29 5.26379 0.503666 0.00125813 0.18151 0.098432 0.17011 504 72 13.1202 0.818172 0.00891667 0.182225 0.124381 0.172184 514 110 13.0339 0.571946 0.00346592 0.11849 0.100966 0.0988505 145 10 0.562926 0.101552 0.0154982 0.0562926 0.0544496 0.0278211 169 9 0.176041 0.0494161 0.000910102 0.0195601 0.0133998 0.0168268 267 11 2.10193 0.233846 0.131823 0.191084 0.196098 0.0362884 268 41 3.62583 0.312269 0.000999146 0.088435 0.0725238 0.064803 535 90 15.0393 0.558533 0.00888647 0.167103 0.154748 0.10157 240 14 2.52822 0.453166 0.00723559 0.180587 0.147524 0.128881 241 5 0.84091 0.271368 0.0190411 0.168182 0.192866 0.107467 281 13 2.78228 0.347824 0.0903849 0.214021 0.214785 0.0813385 266 11 1.6652 0.222741 0.0735862 0.151382 0.178364 0.0560203 538 133 25.9772 0.652347 0.00899186 0.195317 0.160701 0.154874 245 33 8.66604 0.644572 0.0036867 0.262607 0.24183 0.151644 246 17 4.81305 0.555589 0.0562735 0.283121 0.258407 0.135914 247 8 0.281608 0.0558927 0.00988269 0.035201 0.035495 0.0160025 542 158 19.9131 0.528905 0.000239531 0.126032 0.112899 0.0987322 544 140 19.3402 0.42437 0.00225279 0.138144 0.125059 0.0946753 249 33 3.23204 0.179327 0.00928145 0.0979406 0.100812 0.0471253 250 42 9.4572 0.670526 0.0206476 0.225171 0.188756 0.152098 565 8 0.394828 0.101045 0.00881684 0.0493535 0.0427942 0.0376316 566 5 0.230272 0.0913214 0.00879178 0.0460543 0.0482008 0.03659 567 7 0.722603 0.226933 0.00883141 0.103229 0.115631 0.0785877 568 5 0.125486 0.0557328 0.010046 0.0250972 0.0192176 0.01811 545 185 27.1959 0.524696 0.00129954 0.147005 0.0975991 0.132262 252 48 5.60219 0.842155 0.00312666 0.116712 0.0544829 0.174749 253 45 2.36515 0.154271 0.00011777 0.0525588 0.0480314 0.0355112 1601 42 10.973 0.877253 0.00678915 0.261263 0.168697 0.249491 -1601 39 3.89912 0.267455 0.00505144 0.0999774 0.0825595 0.070786 1602 159 31.2756 0.929827 0.00268688 0.196702 0.0995082 0.252399 -1602 880 77.5811 0.909309 0.000234441 0.0881603 0.0553837 0.138565 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 70.7, 0.877253} {0.65, 89.44, 0.833453} {0.65, 122.5, 0.797573} {0.18, 20., 0.74541} {0.65, 22.36, 0.914833} {0.65, 28.28, 0.84289} {0.65, 38.72, 0.794388} {0.65, 44.72, 0.793808} {0.65, 54.77, 0.908137} {0.4, 70.7, 0.708236} {0.65, 70.7, 0.90846} {0.4, 89.44, 0.729756} {0.65, 89.44, 0.929827} {0.65, 109.5, 0.912831} {0.65, 141.4, 0.884312} {0.4, 173.2, 0.704668} {0.65, 173.2, 0.902688} {0.65, 223.6, 0.908339} {0.65, 28.28, 0.738243} {0.65, 22.36, 0.770184} {0.65, 25.5, 0.763541} {0.65, 28.28, 0.726061} {0.18, 20., 0.748483} {0.25, 22.36, 0.78396} {0.65, 25.5, 0.818594} {0.65, 28.28, 0.810492} {0.65, 31.62, 0.796487} {0.65, 34.64, 0.76836} {0.65, 38.72, 0.839609} {0.65, 44.72, 0.781134} {0.65, 54.77, 0.887746} {0.65, 70.7, 0.891933} {0.65, 89.44, 0.884427} {0.65, 109.5, 0.909309} {0.65, 141.4, 0.848027} {0.65, 173.2, 0.906443} {101, BcdF2pCor} {x, Q, value} {0.45, 3.64, 0.711475} {0.55, 3.873, 0.74732} {0.55, 4.123, 0.794641} {0.55, 6.557, 0.736054} {0.55, 7.036, 0.736348} {0.55, 7.55, 0.741614} {0.55, 8.093, 0.73069} {0.65, 7.55, 0.72302} {0.65, 8.093, 0.768586} {0.65, 8.66, 0.753756} {0.75, 7.036, 0.719775} {0.75, 8.093, 0.712351} {0.75, 8.66, 0.761058} {0.55, 3.873, 0.83743} {0.55, 4.123, 0.818986} {0.55, 4.359, 0.785737} {0.55, 4.636, 0.780745} {0.55, 7.55, 0.761359} {0.55, 8.093, 0.753756} {0.55, 8.66, 0.740694} {0.55, 9.273, 0.819733} {0.65, 7.036, 0.750752} {0.65, 7.55, 0.712249} {0.65, 8.093, 0.703685} {0.65, 8.66, 0.744402} {0.65, 9.273, 0.788583} {0.65, 9.95, 0.766321} {0.75, 7.55, 0.725643} {0.75, 8.093, 0.768683} {0.75, 8.66, 0.756459} {0.75, 9.273, 0.765245} {0.75, 9.95, 0.767195} {0.55, 9.273, 0.71202} {0.55, 10.75, 0.763963} {0.55, 11.73, 0.768843} {0.65, 5.701, 0.840201} {0.65, 6.124, 0.705625} {0.65, 9.95, 0.722702} {0.65, 10.75, 0.749761} {0.65, 11.73, 0.726029} {0.75, 6.557, 0.75297} {0.75, 9.95, 0.753937} {0.75, 10.75, 0.750094} {0.75, 11.73, 0.740803} {0.45, 10.75, 0.701403} {0.45, 11.73, 0.716507} {0.45, 13.23, 0.752907} {0.55, 11.73, 0.732966} {0.55, 15.17, 0.790272} {0.65, 13.23, 0.711948} {0.65, 15.17, 0.746354} {0.75, 7.55, 0.726522} {0.75, 13.23, 0.75632} {0.75, 15.17, 0.751496} {108, cdhswf2} {x, Q, value} {0.55, 3.957, 0.712767} {0.55, 4.511, 0.720416} {0.55, 5.144, 0.725244} {0.55, 5.867, 0.729027} {0.55, 6.689, 0.731116} {0.55, 7.626, 0.732395} {0.55, 8.695, 0.732875} {0.55, 9.914, 0.732933} {0.55, 11.3, 0.732575} {0.55, 12.89, 0.731985} {0.65, 4.906, 0.7287} {0.65, 5.594, 0.730125} {0.65, 6.377, 0.731533} {0.65, 7.271, 0.732667} {0.65, 8.291, 0.732998} {0.65, 9.453, 0.73326} {0.65, 10.78, 0.73338} {0.65, 12.29, 0.73376} {0.65, 14.01, 0.733375} {109, cdhswf3} {x, Q, value} {0.55, 9.914, 0.701735} {0.55, 11.3, 0.704195} {0.55, 12.89, 0.706163} {0.65, 4.906, 0.722483} {0.65, 5.594, 0.72373} {0.65, 6.377, 0.725224} {0.65, 7.271, 0.726825} {0.65, 8.291, 0.727566} {0.65, 9.453, 0.728573} {0.65, 10.78, 0.729673} {0.65, 12.29, 0.729899} {0.65, 14.01, 0.731341} {111, ccfrf3.md} {x, Q, value} {0.55, 11.22, 0.703978} {0.55, 14.12, 0.707572} {0.65, 5.621, 0.724325} {0.65, 7.078, 0.72638} {0.65, 8.911, 0.728202} {0.65, 11.22, 0.729731} {0.75, 7.078, 0.744529} {0.75, 8.911, 0.74526} {0.75, 11.22, 0.745898} {204, e866ppxf} {x, Q, value} {0.2437, 4.94, 0.714815} {0.6381, 7.94, 0.724445} {0.6465, 8.44, 0.715734} {0.6714, 6.93, 0.721043} {0.6775, 7.44, 0.789214} {0.6855, 7.93, 0.823953} {0.6928, 8.449, 0.823705} {0.7388, 11.24, 0.711326} {0.7099, 6.46, 0.725101} {0.714, 6.94, 0.789288} {0.7242, 7.43, 0.844716} {0.7276, 7.95, 0.869239} {0.7339, 8.43, 0.87396} {0.7824, 11.3, 0.779087} {0.8066, 12.42, 0.748288} {0.8289, 13.77, 0.703557} {0.7539, 5.94, 0.743665} {0.7565, 6.45, 0.79971} {0.7624, 6.93, 0.842473} {0.7731, 7.41, 0.87338} {0.7734, 7.95, 0.88977} {0.7776, 8.42, 0.889674} {0.8301, 11.28, 0.799735} {0.8568, 13.14, 0.729124} {0.7933, 5.45, 0.756118} {0.8003, 5.95, 0.806075} {0.8031, 6.43, 0.836406} {0.8066, 6.94, 0.858922} {0.8179, 7.45, 0.867924} {0.8232, 7.93, 0.867805} {0.8331, 8.47, 0.859524} {0.8646, 11.39, 0.782886} {0.06668, 4.94, 0.714815} {0.06579, 7.94, 0.724445} {0.07337, 8.44, 0.715734} {0.04763, 6.93, 0.721043} {0.0544, 7.44, 0.789214} {0.06108, 7.93, 0.823953} {0.06863, 8.449, 0.823705} {0.1138, 11.24, 0.711326} {0.03914, 6.46, 0.725101} {0.04492, 6.94, 0.789288} {0.05076, 7.43, 0.844716} {0.05784, 7.95, 0.869239} {0.06448, 8.43, 0.87396} {0.1086, 11.3, 0.779087} {0.1273, 12.42, 0.748288} {0.1523, 13.77, 0.703557} {0.03116, 5.94, 0.743665} {0.03662, 6.45, 0.79971} {0.04195, 6.93, 0.842473} {0.04729, 7.41, 0.87338} {0.05442, 7.95, 0.88977} {0.06071, 8.42, 0.889674} {0.102, 11.28, 0.799735} {0.1341, 13.14, 0.729124} {0.02493, 5.45, 0.756118} {0.02945, 5.95, 0.806075} {0.03428, 6.43, 0.836406} {0.03976, 6.94, 0.858922} {0.04518, 7.45, 0.867924} {0.05087, 7.93, 0.867805} {0.05734, 8.47, 0.859524} {0.09991, 11.39, 0.782886} {504, cdf2jtCor2} {x, Q, value} {0.8022, 1054., 0.714698} {0.3604, 1054., 0.714698} {0.4788, 1400., 0.818172} {252, ATL8DY2D} {x, Q, value} {0.01385, 1000., 0.842155} datatype: |Corr(r, f(x,Q))| flavour: 0 〈x 〉(F 2n Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 524.256 DataMax: 0.733026 DataMin: 0.000091891 DataMean: 0.130379 DataMedian: 0.0745895 DataSD: 0.139879 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 258.255 0.616703 0.000123252 0.230585 0.211038 0.154758 101 337 13.0297 0.140821 0.000402961 0.0386637 0.0339961 0.026573 102 250 10.3433 0.127145 0.0003422 0.0413734 0.0367406 0.0285349 104 123 3.91166 0.117531 0.000327866 0.0318021 0.025785 0.0246408 108 85 5.10051 0.228146 0.000443059 0.060006 0.0399815 0.0581487 109 96 2.86943 0.0465885 0.00272491 0.0298899 0.0358666 0.0131557 110 69 8.1562 0.404918 0.00383606 0.118206 0.115387 0.0832573 111 86 2.50064 0.0465122 0.00212043 0.0290772 0.0331326 0.0132081 124 38 14.6685 0.690649 0.0442968 0.386013 0.41059 0.209484 125 33 12.995 0.710026 0.0560904 0.393787 0.478128 0.235372 126 40 17.4523 0.657011 0.239708 0.436307 0.385916 0.110344 127 38 11.4463 0.594469 0.00766614 0.301219 0.377187 0.197184 147 47 12.2326 0.733026 0.000595464 0.260268 0.244675 0.188044 201 119 7.61523 0.120576 0.00487152 0.0639935 0.0632483 0.0208511 203 15 0.457007 0.0714969 0.00408742 0.0304671 0.0271761 0.017535 204 184 11.7732 0.191183 0.000350725 0.0639846 0.0464437 0.0488981 225 11 0.6418 0.104514 0.00981284 0.0583454 0.0620705 0.0390989 227 11 0.536002 0.0853643 0.00842926 0.0487274 0.0432368 0.0290931 234 9 0.6292 0.0983932 0.012461 0.0699111 0.0832234 0.0313725 260 28 4.13449 0.245906 0.00828351 0.14766 0.149779 0.0589605 261 29 3.23899 0.242468 0.0132 0.111689 0.102971 0.0587852 504 72 5.28867 0.223415 0.00138585 0.0734538 0.0745928 0.0467982 514 110 10.6217 0.232102 0.00383862 0.0965608 0.101652 0.0515683 145 10 1.51734 0.29657 0.0447726 0.151734 0.15618 0.0725418 169 9 4.24282 0.574244 0.286778 0.471424 0.494621 0.0945924 267 11 0.748656 0.146891 0.00512532 0.0680596 0.0486434 0.0507998 268 41 10.0349 0.459712 0.0220189 0.244754 0.238986 0.115297 535 90 7.31481 0.317981 0.00224395 0.0812757 0.072018 0.0625984 240 14 1.76066 0.387816 0.00971216 0.125762 0.0873678 0.114178 241 5 0.735706 0.231809 0.0627835 0.147141 0.14266 0.0818921 281 13 0.776049 0.102532 0.0186657 0.0596961 0.0640308 0.0273517 266 11 0.85679 0.151904 0.00463432 0.07789 0.0783346 0.0486333 538 133 7.13938 0.246746 0.0014206 0.0536796 0.0415571 0.0431693 245 33 3.3729 0.341271 0.00999351 0.102209 0.0819404 0.079203 246 17 1.85287 0.200519 0.0405858 0.108992 0.105705 0.0438361 247 8 1.58995 0.276827 0.120602 0.198744 0.194577 0.061331 542 158 10.6585 0.208218 0.000115502 0.0674591 0.0666621 0.0487991 544 140 9.78641 0.154409 0.000279202 0.069903 0.0631363 0.042654 249 33 7.16573 0.493566 0.00376214 0.217143 0.204296 0.141476 250 42 4.63198 0.317082 0.004303 0.110285 0.0911868 0.0853939 565 8 0.775098 0.201799 0.00921332 0.0968872 0.0906289 0.0595199 566 5 0.510454 0.252383 0.0203815 0.102091 0.079825 0.0960827 567 7 1.23577 0.288753 0.0263991 0.176539 0.177962 0.0867592 568 5 0.197665 0.121916 0.000361143 0.039533 0.0224419 0.0476297 545 185 10.5509 0.159303 0.000091891 0.0570319 0.0527628 0.0395401 252 48 9.46243 0.406536 0.00219251 0.197134 0.225441 0.108917 253 45 9.44048 0.384018 0.0336126 0.209788 0.194906 0.0981826 1601 42 6.86189 0.588254 0.0068559 0.163378 0.0978262 0.158787 -1601 39 5.46162 0.399103 0.0100486 0.140041 0.123591 0.0889047 1602 159 19.944 0.516602 0.00134954 0.125434 0.088631 0.11828 -1602 880 225.988 0.616703 0.000123252 0.256804 0.254715 0.152279 highlightrange: {{0.7, 1.}} highlighted data {125, NuTvNbChXN} {x, Q, value} {0.114, 5.299, 0.710026} {0.114, 6.135, 0.707058} {147, Hn1X0c} {x, Q, value} {0.00035, 4.243, 0.733026} datatype: |Corr(r, f(x,Q))| flavour: 1 〈x 〉(F 2n Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 461.96 DataMax: 0.828908 DataMin: 0.0000407473 DataMean: 0.114887 DataMedian: 0.0785182 DataSD: 0.119401 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 98.8173 0.649768 0.0000407473 0.0882297 0.0631514 0.0884573 101 337 25.3468 0.256513 0.000502464 0.0752129 0.0608657 0.0566893 102 250 41.6085 0.464503 0.00105311 0.166434 0.156267 0.10497 104 123 19.5668 0.354645 0.000994244 0.159079 0.147091 0.0947492 108 85 43.0314 0.703197 0.195516 0.506251 0.554619 0.145995 109 96 15.4686 0.2835 0.0000794936 0.161132 0.184087 0.0853465 110 69 15.4503 0.683348 0.0008816 0.223918 0.224209 0.141969 111 86 13.543 0.284618 0.00353796 0.157477 0.174119 0.0757228 124 38 5.65985 0.284296 0.00257688 0.148943 0.150646 0.0868933 125 33 7.57101 0.425745 0.00317165 0.229425 0.264291 0.116334 126 40 7.32691 0.320619 0.0389447 0.183173 0.207967 0.0697588 127 38 11.1388 0.500901 0.0524885 0.293127 0.298342 0.140746 147 47 4.93927 0.247709 0.00313184 0.105091 0.108322 0.0627221 201 119 3.20114 0.103697 0.000490981 0.0269003 0.0236605 0.0220064 203 15 0.526416 0.165771 0.00552386 0.0350944 0.0235917 0.0416747 204 184 12.2732 0.227033 0.0000417768 0.066702 0.0499926 0.061177 225 11 0.351048 0.0979511 0.00599953 0.0319135 0.016926 0.0322263 227 11 0.275122 0.0842096 0.000810836 0.0250111 0.0161867 0.025702 234 9 0.640676 0.0902053 0.030476 0.0711863 0.0735733 0.0183164 260 28 1.64259 0.0987859 0.00115406 0.0586639 0.0645764 0.0326834 261 29 1.6452 0.105675 0.00340477 0.0567311 0.0567027 0.0252835 504 72 4.64261 0.254504 0.000287552 0.0644806 0.0563668 0.0543151 514 110 8.47401 0.21037 0.0009853 0.0770365 0.0680327 0.0482902 145 10 1.94203 0.367747 0.0539044 0.194203 0.184846 0.109582 169 9 0.990102 0.148047 0.0461172 0.110011 0.119267 0.0353171 267 11 1.29031 0.135505 0.0675663 0.117301 0.122959 0.0202205 268 41 5.09722 0.368046 0.00650992 0.124322 0.114569 0.0811676 535 90 8.92793 0.289382 0.00115746 0.0991993 0.0960732 0.0566423 240 14 2.388 0.366894 0.0186622 0.170572 0.185748 0.106466 241 5 0.2502 0.103586 0.00110169 0.0500401 0.0417218 0.0470253 281 13 0.687446 0.120004 0.00811642 0.0528805 0.0510473 0.0347348 266 11 1.06148 0.13297 0.0327202 0.0964984 0.0962782 0.0280823 538 133 12.0078 0.32826 0.000646015 0.0902845 0.0845986 0.0557315 245 33 5.471 0.43517 0.00124895 0.165788 0.134343 0.127039 246 17 2.35191 0.262213 0.031993 0.138348 0.116744 0.0808429 247 8 4.19518 0.603119 0.443704 0.524397 0.518325 0.0579371 542 158 10.2064 0.225376 0.00131668 0.0645977 0.059416 0.0436083 544 140 8.48614 0.210149 0.000104106 0.0606153 0.0499155 0.0425554 249 33 2.78701 0.194438 0.00277455 0.0844548 0.081338 0.0568195 250 42 4.16621 0.327436 0.00443352 0.0991955 0.0702212 0.084236 565 8 1.12203 0.291646 0.0316098 0.140254 0.10466 0.110848 566 5 0.645936 0.378016 0.0255464 0.129187 0.0684172 0.142449 567 7 2.17539 0.550324 0.108965 0.31077 0.26891 0.151138 568 5 0.456249 0.203217 0.00914042 0.0912499 0.090404 0.0713143 545 185 9.65942 0.18595 0.000372802 0.0522131 0.0480938 0.0353434 252 48 14.3635 0.58189 0.00642957 0.299239 0.327001 0.179169 253 45 18.0906 0.828908 0.0121896 0.402014 0.392307 0.20726 1601 42 7.35968 0.622051 0.00195356 0.17523 0.136142 0.14853 -1601 39 13.4565 0.649768 0.00801127 0.345039 0.41309 0.155453 1602 159 16.0072 0.274018 0.00176689 0.100674 0.0779478 0.0773473 -1602 880 61.9939 0.27523 0.0000407473 0.0704476 0.0580463 0.0563885 highlightrange: {{0.7, 1.}} highlighted data {108, cdhswf2} {x, Q, value} {0.08, 3.782, 0.703197} {253, ATL8ZpTv3} {x, Q, value} {0.009291, 74.33, 0.780952} {0.01047, 83.81, 0.828908} {0.01624, 129.9, 0.729302} {0.009956, 79.64, 0.71587} {0.01278, 102.3, 0.805367} {0.01025, 82.07, 0.742141} datatype: |Corr(r, f(x,Q))| flavour: 2 〈x 〉(F 2n Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 485.313 DataMax: 0.72874 DataMin: 0.0000101728 DataMean: 0.120695 DataMedian: 0.0772166 DataSD: 0.12749 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 77.3953 0.696019 0.0000372371 0.0691029 0.045769 0.0801464 101 337 25.4844 0.31772 0.000347634 0.0756214 0.0635256 0.059642 102 250 48.8608 0.508317 0.00110062 0.195443 0.182911 0.125446 104 123 26.3233 0.586868 0.0000582619 0.214011 0.168663 0.167224 108 85 48.9094 0.694259 0.356382 0.575404 0.601548 0.092239 109 96 21.1391 0.438801 0.00158399 0.220199 0.205113 0.13896 110 69 17.7093 0.72874 0.0000101728 0.256657 0.252176 0.164398 111 86 17.8338 0.437989 0.00211297 0.207369 0.205709 0.120433 124 38 3.79579 0.282782 0.000810152 0.0998891 0.0735351 0.0735472 125 33 8.99532 0.414603 0.0266663 0.272586 0.332349 0.126572 126 40 4.25513 0.329168 0.00514959 0.106378 0.0605433 0.0954013 127 38 8.13285 0.476021 0.0275666 0.214022 0.172231 0.159692 147 47 2.84328 0.167829 0.00233607 0.0604953 0.0481862 0.0438271 201 119 3.26743 0.0770442 0.000123918 0.0274574 0.0293464 0.0154337 203 15 1.12942 0.139364 0.00204554 0.0752945 0.0726905 0.0528999 204 184 17.2953 0.255242 0.00158336 0.0939965 0.0851523 0.0694441 225 11 1.00524 0.244882 0.0136814 0.0913857 0.0501259 0.0880395 227 11 0.8843 0.235581 0.0124121 0.0803909 0.0294026 0.0823724 234 9 0.432206 0.0831823 0.00203785 0.0480229 0.0556589 0.0228505 260 28 3.54329 0.240689 0.016223 0.126546 0.11732 0.0697231 261 29 2.55581 0.212865 0.00787823 0.0881313 0.0641428 0.0671288 504 72 6.79398 0.302023 0.00520144 0.0943609 0.0756915 0.0722836 514 110 9.19351 0.259032 0.00450828 0.0835774 0.0753355 0.0618558 145 10 1.21624 0.272575 0.034477 0.121624 0.109643 0.0673791 169 9 0.612438 0.115578 0.0156738 0.0680487 0.0690577 0.0338495 267 11 0.758063 0.0888114 0.00928604 0.0689148 0.0813065 0.0257399 268 41 2.54994 0.20858 0.00120249 0.0621936 0.0624842 0.0441658 535 90 12.5838 0.349656 0.00405789 0.13982 0.122761 0.083628 240 14 2.82054 0.631369 0.00373687 0.201467 0.143701 0.173908 241 5 0.372617 0.122263 0.0136395 0.0745234 0.0629213 0.0450425 281 13 1.61581 0.313397 0.0011408 0.124293 0.142255 0.110417 266 11 0.65553 0.080631 0.0109636 0.0595936 0.0681269 0.0225505 538 133 21.2184 0.357576 0.00916535 0.159537 0.162139 0.0919126 245 33 5.52253 0.588949 0.0143671 0.167349 0.13449 0.12465 246 17 1.31659 0.167452 0.0152597 0.0774462 0.0697804 0.041649 247 8 2.6489 0.387567 0.280946 0.331113 0.325516 0.039236 542 158 16.3957 0.282392 0.00219049 0.10377 0.102918 0.0655793 544 140 14.0775 0.30392 0.000268249 0.100553 0.0812864 0.072812 249 33 1.40388 0.0945586 0.000616109 0.0425417 0.0431702 0.0261951 250 42 4.92066 0.581927 0.000518718 0.117158 0.105623 0.106927 565 8 1.08563 0.290289 0.0463297 0.135704 0.123163 0.0797026 566 5 1.05589 0.287936 0.145002 0.211178 0.209896 0.0519777 567 7 2.12 0.535434 0.0535536 0.302858 0.314089 0.149322 568 5 0.416405 0.201209 0.0248678 0.0832811 0.0672039 0.0681717 545 185 11.6928 0.200472 0.000835934 0.0632046 0.0545148 0.0460295 252 48 7.62664 0.34425 0.0118274 0.158888 0.138998 0.100993 253 45 12.8481 0.597438 0.0435495 0.285514 0.269127 0.1454 1601 42 5.8778 0.44651 0.00962556 0.139948 0.118692 0.101127 -1601 39 12.7893 0.696019 0.0288571 0.32793 0.338178 0.1678 1602 159 14.3995 0.246068 0.00135066 0.0905627 0.0775559 0.0660899 -1602 880 44.3288 0.2482 0.0000372371 0.0503736 0.0390609 0.0452912 highlightrange: {{0.7, 1.}} highlighted data {110, ccfrf2.mi} {x, Q, value} {0.125, 8.912, 0.72874} datatype: |Corr(r, f(x,Q))| flavour: 3 〈x 〉(F 2n Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 479.472 DataMax: 0.730971 DataMin: -6 3.27993 10 DataMean: 0.119242 DataMedian: 0.0755337 DataSD: 0.126141 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 68.2755 0.730971 3.28E-6 0.0609602 0.0386844 0.0716918 101 337 25.9875 0.320595 0.000366867 0.0771142 0.0671342 0.0546173 102 250 55.0783 0.52135 0.0000515102 0.220313 0.204432 0.135375 104 123 24.0718 0.70097 0.00704058 0.195706 0.110636 0.209842 108 85 42.3421 0.659123 0.264848 0.498143 0.472685 0.0964526 109 96 22.5966 0.537613 0.000514057 0.235381 0.181111 0.176362 110 69 15.86 0.655889 0.000218145 0.229856 0.210241 0.164443 111 86 18.2435 0.538471 0.00201035 0.212133 0.17583 0.157339 124 38 3.47761 0.245333 0.00171691 0.0915162 0.0609584 0.068137 125 33 7.4389 0.345286 0.0113135 0.225421 0.262471 0.110063 126 40 3.42696 0.239268 0.00298956 0.085674 0.0664725 0.0663121 127 38 6.14923 0.366953 0.00749456 0.161822 0.127794 0.117254 147 47 2.00185 0.107793 0.00243654 0.0425925 0.0371355 0.0290436 201 119 1.91362 0.0570587 0.00046278 0.0160808 0.0161544 0.00937428 203 15 1.21525 0.152652 0.000521496 0.0810164 0.0653058 0.0561365 204 184 17.8364 0.247849 0.0000728861 0.0969372 0.0933244 0.0667694 225 11 0.591511 0.21084 0.00398292 0.0537738 0.0151658 0.0696408 227 11 0.594209 0.209181 0.00397477 0.054019 0.0338894 0.064741 234 9 0.312234 0.0498169 0.0143874 0.0346927 0.0361844 0.0116489 260 28 4.74153 0.427921 0.0000836543 0.16934 0.128476 0.132697 261 29 3.75591 0.418393 0.00107828 0.129514 0.052706 0.144304 504 72 7.73019 0.321512 0.00934972 0.107364 0.0985228 0.0760868 514 110 10.413 0.257671 0.00218549 0.0946637 0.0862079 0.0630538 145 10 0.864113 0.199565 0.00582342 0.0864113 0.0802496 0.0537667 169 9 0.481563 0.0792134 0.0198248 0.053507 0.055468 0.0202637 267 11 0.502755 0.083087 0.0130903 0.045705 0.0432781 0.0243776 268 41 2.73231 0.154925 0.00166921 0.0666418 0.063879 0.0388399 535 90 12.4976 0.396279 0.00423201 0.138862 0.119826 0.0936376 240 14 2.49095 0.665251 0.013945 0.177925 0.118385 0.188493 241 5 0.411508 0.178169 0.0202836 0.0823015 0.056839 0.0628721 281 13 1.82889 0.399978 0.010318 0.140684 0.125926 0.113191 266 11 0.378035 0.0783544 0.00048655 0.0343668 0.0268171 0.0277501 538 133 23.2686 0.415727 0.00409941 0.174952 0.157527 0.110731 245 33 6.41839 0.638443 0.00880163 0.194497 0.158293 0.140073 246 17 2.34025 0.383523 0.000190527 0.137662 0.107686 0.122794 247 8 2.23543 0.314991 0.22649 0.279428 0.281427 0.0334141 542 158 19.0207 0.280579 0.00723158 0.120384 0.111238 0.0743738 544 140 16.4019 0.354508 0.00082543 0.117156 0.107461 0.0779497 249 33 1.66134 0.150905 0.00193306 0.0503435 0.0506561 0.0321739 250 42 5.92925 0.598385 0.00272237 0.141173 0.100994 0.125841 565 8 0.80513 0.194436 0.0351033 0.100641 0.0797743 0.0515437 566 5 0.906167 0.237352 0.145141 0.181233 0.173655 0.0360529 567 7 1.63653 0.427709 0.0314517 0.233789 0.207655 0.130145 568 5 0.403752 0.182764 0.0471048 0.0807505 0.0558296 0.0575036 545 185 16.6564 0.310636 0.000724905 0.0900344 0.0799954 0.0653192 252 48 6.19529 0.289037 0.00224179 0.129069 0.108204 0.0820129 253 45 9.35149 0.44702 0.0017659 0.207811 0.209663 0.111344 1601 42 5.07302 0.342485 0.00343547 0.120786 0.0903328 0.091441 -1601 39 10.4988 0.730971 0.0168855 0.2692 0.242047 0.172733 1602 159 13.3035 0.222508 0.000237715 0.0836701 0.0684198 0.060943 -1602 880 39.4001 0.227001 3.28E-6 0.0447728 0.0338613 0.0417726 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.4, 38.72, 0.730971} {104, NmcRatCor} {x, Q, value} {0.55, 7.972, 0.70097} datatype: |Corr(r, f(x,Q))| flavour: 4 〈x 〉(F 2n Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 461.829 DataMax: 0.785595 DataMin: 0.0000171221 DataMean: 0.114854 DataMedian: 0.0707952 DataSD: 0.128092 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 59.4764 0.668232 0.0000171221 0.0531039 0.0372096 0.0608766 101 337 25.7228 0.308801 0.000135192 0.0763286 0.0673042 0.0526658 102 250 62.1157 0.569542 0.000348319 0.248463 0.214661 0.16785 104 123 23.0707 0.785595 0.000743242 0.187567 0.0984443 0.230982 108 85 34.5315 0.650097 0.181001 0.406253 0.339246 0.15563 109 96 23.0578 0.597849 0.0305045 0.240185 0.167905 0.190319 110 69 15.5621 0.575517 0.0101251 0.225538 0.189988 0.156534 111 86 17.7887 0.597038 0.00159031 0.206845 0.153359 0.17718 124 38 3.11809 0.182685 0.0181557 0.0820551 0.0598881 0.0481039 125 33 5.73715 0.270182 0.000347389 0.173853 0.206113 0.0875205 126 40 3.02149 0.171463 0.0125682 0.0755372 0.0680789 0.042746 127 38 4.74366 0.272104 0.0109377 0.124833 0.105123 0.0872696 147 47 1.73501 0.0943611 0.00160321 0.036915 0.0328819 0.0243581 201 119 1.07643 0.072869 0.000171229 0.00904566 0.00745997 0.00984751 203 15 1.2524 0.14722 0.0130386 0.0834934 0.0679855 0.0502956 204 184 16.2672 0.215512 0.000208665 0.0884084 0.0853758 0.058856 225 11 0.531841 0.119502 0.00537503 0.0483492 0.0371233 0.0388178 227 11 0.573906 0.124038 0.00394806 0.0521733 0.0414059 0.0346376 234 9 0.48563 0.0914766 0.00978225 0.0539589 0.0621296 0.0312533 260 28 5.19539 0.542384 0.00753603 0.18555 0.138946 0.171122 261 29 5.17652 0.552442 0.0010747 0.178501 0.0924291 0.18984 504 72 7.45757 0.3396 0.00390499 0.103577 0.0924179 0.0768237 514 110 10.0056 0.251525 0.00177055 0.0909599 0.0853037 0.060428 145 10 0.742182 0.15796 0.0121027 0.0742182 0.0664962 0.0475452 169 9 0.389471 0.0556111 0.0216199 0.0432746 0.0467846 0.0112978 267 11 0.461182 0.0809945 0.000416062 0.0419256 0.0419722 0.0283747 268 41 2.67949 0.177219 0.000544485 0.0653535 0.0588769 0.0417879 535 90 11.7596 0.403244 0.000948227 0.130662 0.111838 0.0925411 240 14 2.22454 0.600671 0.0016649 0.158895 0.111769 0.183814 241 5 0.416382 0.179934 0.0457226 0.0832764 0.0598431 0.0556241 281 13 1.69236 0.403566 0.0115834 0.130181 0.10777 0.116483 266 11 0.583964 0.0831894 0.0139057 0.0530877 0.0627838 0.0268191 538 133 22.4102 0.463779 0.00179506 0.168497 0.138752 0.118311 245 33 6.85368 0.587797 0.00741099 0.207687 0.144087 0.168014 246 17 3.2922 0.526307 0.00821749 0.193659 0.133154 0.168323 247 8 1.96989 0.280616 0.166775 0.246236 0.256814 0.0361461 542 158 18.4712 0.318844 0.00405544 0.116906 0.0982744 0.0782797 544 140 16.5466 0.358578 0.00181355 0.11819 0.109847 0.0795923 249 33 1.8981 0.188677 0.000544083 0.0575181 0.0505836 0.0463874 250 42 6.30015 0.530227 0.00359081 0.150004 0.0982547 0.149688 565 8 0.51607 0.143296 0.00836431 0.0645087 0.0674509 0.0477497 566 5 0.617532 0.189689 0.101128 0.123506 0.104327 0.0377592 567 7 1.2376 0.326809 0.0671106 0.1768 0.145502 0.101157 568 5 0.284184 0.126676 0.00341593 0.0568367 0.0324526 0.0567695 545 185 20.3695 0.36391 0.00110748 0.110105 0.096561 0.0791174 252 48 5.36291 0.252395 0.0167605 0.111727 0.103877 0.069066 253 45 7.04628 0.372262 0.00530727 0.156584 0.151352 0.0880976 1601 42 4.46227 0.280182 0.00274262 0.106244 0.0824574 0.0858016 -1601 39 8.36475 0.668232 0.00339876 0.214481 0.149437 0.172437 1602 159 10.9885 0.192038 0.00150262 0.0691101 0.0517803 0.0496376 -1602 880 35.6609 0.181326 0.0000171221 0.0405237 0.0333688 0.0339252 highlightrange: {{0.7, 1.}} highlighted data {104, NmcRatCor} {x, Q, value} {0.55, 3.854, 0.718087} {0.55, 4.442, 0.771387} {0.55, 5.16, 0.779424} {0.55, 5.964, 0.771127} {0.55, 6.867, 0.780541} {0.55, 7.972, 0.785595} {0.55, 9.941, 0.782633} {0.675, 5.147, 0.744671} {0.675, 5.95, 0.728566} {0.675, 6.858, 0.72395} {0.675, 7.971, 0.719669} {0.675, 9.951, 0.712751} datatype: |Corr(r, f(x,Q))| flavour: 5 〈x 〉(F 2n Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 451.086 DataMax: 0.811572 DataMin: 0.0000339418 DataMean: 0.112182 DataMedian: 0.0684607 DataSD: 0.131203 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 51.8043 0.60837 0.0000339418 0.0462538 0.0341442 0.0528138 101 337 25.1092 0.292961 0.0000434283 0.074508 0.0644622 0.0531034 102 250 69.6108 0.600523 0.00170267 0.278443 0.226124 0.17936 104 123 24.7995 0.811572 0.000880784 0.201622 0.115621 0.23094 108 85 28.5986 0.646135 0.0765386 0.336454 0.27176 0.196945 109 96 22.8406 0.630731 0.00456984 0.237923 0.166871 0.198098 110 69 15.6144 0.609086 0.000850093 0.226295 0.212449 0.164735 111 86 17.3241 0.630722 0.00143965 0.201443 0.147495 0.186962 124 38 2.4304 0.135113 0.0157319 0.0639578 0.0483818 0.0357636 125 33 4.48723 0.211164 0.00256162 0.135977 0.163384 0.0677317 126 40 2.37955 0.126801 0.00840859 0.0594888 0.0563064 0.0312929 127 38 3.73609 0.20709 0.00504198 0.0983181 0.0827339 0.0668986 147 47 1.80002 0.0901447 0.0013811 0.0382983 0.034923 0.0222824 201 119 1.40596 0.090411 0.000230024 0.0118148 0.00827538 0.0139668 203 15 1.30475 0.144639 0.0154835 0.0869834 0.0859141 0.0475211 204 184 14.7192 0.226932 0.000534919 0.0799954 0.0758824 0.0535232 225 11 0.834639 0.161893 0.000063193 0.0758763 0.0604033 0.0577008 227 11 0.8344 0.154463 0.0120702 0.0758545 0.0574368 0.0503102 234 9 0.698041 0.149219 0.0036416 0.0775601 0.0752339 0.0577446 260 28 5.41498 0.604333 0.0114512 0.193392 0.143621 0.191129 261 29 6.15105 0.63216 0.00939795 0.212105 0.14641 0.212323 504 72 7.07662 0.347585 0.000861103 0.0982864 0.0806745 0.0786135 514 110 9.42837 0.24706 0.000540151 0.0857124 0.0777125 0.058402 145 10 0.694314 0.131525 0.00648491 0.0694314 0.0644946 0.0449031 169 9 0.309176 0.0403906 0.0203821 0.0343528 0.0382959 0.00667822 267 11 0.601931 0.1009 0.0107899 0.054721 0.0615549 0.0282347 268 41 2.57348 0.177652 0.00286058 0.0627678 0.051552 0.0458834 535 90 11.362 0.426126 0.0000739087 0.126244 0.11 0.0899222 240 14 2.1814 0.570979 0.0134541 0.155814 0.106948 0.172393 241 5 0.416757 0.156648 0.00540864 0.0833513 0.10132 0.0583714 281 13 1.78875 0.37254 0.00339629 0.137596 0.10494 0.107067 266 11 0.787852 0.120207 0.00416318 0.0716229 0.0817329 0.0388488 538 133 21.3492 0.492762 0.00100297 0.16052 0.127068 0.122025 245 33 7.08449 0.585867 0.00155633 0.214681 0.142127 0.18657 246 17 3.79772 0.605508 0.00279268 0.223395 0.19071 0.192075 247 8 1.75999 0.254807 0.125514 0.219998 0.230224 0.0400088 542 158 17.5568 0.347298 0.00018768 0.111119 0.0868562 0.0809013 544 140 16.3669 0.351849 0.000834386 0.116906 0.0970625 0.0803261 249 33 2.21232 0.206943 0.000749144 0.0670399 0.0612455 0.0545464 250 42 6.71799 0.601578 0.000245234 0.159952 0.0910466 0.162472 565 8 0.501293 0.138125 0.0303067 0.0626616 0.044936 0.0401831 566 5 0.385013 0.150407 0.0490797 0.0770026 0.0610812 0.0415036 567 7 0.942064 0.263324 0.0307248 0.134581 0.113596 0.0907774 568 5 0.279299 0.149299 0.000452258 0.0558598 0.0304025 0.0602257 545 185 22.7146 0.3887 0.00311951 0.122782 0.107557 0.0874776 252 48 4.67505 0.221217 0.0155122 0.0973968 0.0902401 0.0600708 253 45 5.62479 0.326971 0.00769784 0.124995 0.126778 0.0744803 1601 42 4.18945 0.241605 0.00112143 0.0997487 0.0816812 0.0786302 -1601 39 6.91114 0.60837 0.00130089 0.177209 0.126922 0.170334 1602 159 8.70627 0.206648 0.00143658 0.0547564 0.0442776 0.039887 -1602 880 31.9974 0.135105 0.0000339418 0.0363607 0.0310089 0.0267122 highlightrange: {{0.7, 1.}} highlighted data {104, NmcRatCor} {x, Q, value} {0.55, 3.854, 0.735366} {0.55, 4.442, 0.789484} {0.55, 5.16, 0.803373} {0.55, 5.964, 0.797958} {0.55, 6.867, 0.80444} {0.55, 7.972, 0.805227} {0.55, 9.941, 0.805938} {0.675, 5.147, 0.811572} {0.675, 5.95, 0.799428} {0.675, 6.858, 0.793967} {0.675, 7.971, 0.790221} {0.675, 9.951, 0.783669} datatype: |Corr(r, f(x,Q))| flavour: Rs(x,Q) Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 503.734 DataMax: 0.973908 DataMin: 0.000122658 DataMean: 0.125276 DataMedian: 0.0901667 DataSD: 0.139613 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 110.394 0.575116 0.000276452 0.0985658 0.078498 0.0872659 101 337 20.6069 0.225975 0.000899737 0.061148 0.0433729 0.0515753 102 250 21.4601 0.324854 0.00112231 0.0858405 0.0584764 0.0800438 104 123 10.2208 0.185504 0.000209844 0.0830957 0.080877 0.0431133 108 85 10.2934 0.362612 0.00338875 0.121098 0.111205 0.0877146 109 96 9.97382 0.145713 0.0557966 0.103894 0.106294 0.0204374 110 69 9.25957 0.486702 0.00142059 0.134197 0.107248 0.106178 111 86 8.50761 0.148994 0.018571 0.0989257 0.0995629 0.0250081 124 38 19.8709 0.860531 0.175624 0.522917 0.624018 0.24294 125 33 17.4951 0.851156 0.0175498 0.530155 0.700546 0.280637 126 40 25.6148 0.866625 0.247563 0.640371 0.706605 0.203076 127 38 30.1134 0.973908 0.404493 0.792458 0.873534 0.166008 147 47 5.75052 0.333418 0.00246926 0.122352 0.0993046 0.0829672 201 119 11.1791 0.155993 0.0182665 0.0939423 0.0889967 0.0286445 203 15 0.600768 0.0710996 0.0124056 0.0400512 0.0389877 0.0192147 204 184 13.1054 0.139967 0.00278302 0.0712249 0.064074 0.0352413 225 11 1.00737 0.138137 0.033589 0.0915787 0.103941 0.0408628 227 11 1.11711 0.139362 0.0386312 0.101555 0.123629 0.0413361 234 9 1.48396 0.233132 0.0617967 0.164884 0.179451 0.0611835 260 28 3.60018 0.206919 0.0790417 0.128578 0.111836 0.04157 261 29 2.83952 0.200501 0.0381909 0.0979146 0.08422 0.0497911 504 72 6.53949 0.387192 0.00279228 0.0908263 0.0665796 0.0826741 514 110 13.2727 0.343481 0.00133664 0.120661 0.0950789 0.0818009 145 10 1.18845 0.259245 0.0112925 0.118845 0.0858671 0.100697 169 9 1.72424 0.278837 0.0948738 0.191582 0.192863 0.0618202 267 11 1.18194 0.234721 0.0304465 0.107449 0.0669637 0.0798947 268 41 10.1802 0.480479 0.0128332 0.248297 0.286364 0.125124 535 90 12.6803 0.394241 0.00427355 0.140892 0.132015 0.0824345 240 14 1.57785 0.245056 0.0311563 0.112704 0.0984059 0.0724665 241 5 0.451718 0.170761 0.0566838 0.0903435 0.0675735 0.0470697 281 13 0.829194 0.156246 0.0220714 0.0637841 0.0479161 0.0462844 266 11 1.3672 0.26234 0.0226291 0.124291 0.0688203 0.0928089 538 133 15.0192 0.299486 0.00223291 0.112926 0.0967757 0.0707068 245 33 2.87438 0.243819 0.0140282 0.0871026 0.0927692 0.05083 246 17 2.07809 0.21781 0.00813378 0.122241 0.124676 0.068941 247 8 1.35752 0.304792 0.0329052 0.16969 0.190645 0.095698 542 158 16.0499 0.304312 0.00146053 0.101582 0.09509 0.0617042 544 140 16.6562 0.332593 0.00794024 0.118973 0.0906182 0.0818891 249 33 7.18501 0.506402 0.0104241 0.217728 0.186304 0.129628 250 42 3.52476 0.19834 0.00547342 0.0839229 0.0811518 0.0577443 565 8 1.01597 0.29716 0.000267081 0.126997 0.108868 0.103381 566 5 0.736312 0.209408 0.0901667 0.147262 0.141404 0.0430165 567 7 0.343524 0.171665 0.00812749 0.0490748 0.0310194 0.0572954 568 5 0.591623 0.169506 0.08071 0.118325 0.109715 0.040574 545 185 20.2231 0.331329 0.000122658 0.109314 0.0841181 0.0735584 252 48 15.011 0.571632 0.033847 0.312729 0.326943 0.105302 253 45 15.5799 0.663499 0.00162568 0.346219 0.366936 0.20882 1601 42 9.81903 0.570282 0.0015718 0.233786 0.19843 0.175617 -1601 39 10.9293 0.575116 0.00511889 0.280238 0.245553 0.146178 1602 159 13.3107 0.329986 0.00111307 0.0837154 0.0684404 0.0639643 -1602 880 76.3347 0.393641 0.000276452 0.0867439 0.0739411 0.0638671 highlightrange: {{0.7, 1.}} highlighted data {124, NuTvNuChXN} {x, Q, value} {0.101, 2.328, 0.839242} {0.057, 2.295, 0.822336} {0.101, 3.055, 0.853041} {0.057, 2.698, 0.830854} {0.101, 3.592, 0.860531} {0.057, 2.457, 0.737705} {0.101, 3.271, 0.782045} {0.057, 3.225, 0.705608} {0.101, 4.293, 0.768721} {0.021, 2.301, 0.728291} {0.057, 3.791, 0.716481} {0.101, 5.046, 0.783707} {0.101, 3.894, 0.715889} {0.101, 5.11, 0.704156} {0.101, 6.007, 0.725616} {125, NuTvNbChXN} {x, Q, value} {0.114, 2.411, 0.812544} {0.207, 3.248, 0.766583} {0.072, 2.468, 0.721153} {0.114, 3.105, 0.837663} {0.207, 4.184, 0.791332} {0.072, 2.857, 0.715971} {0.114, 3.594, 0.851156} {0.207, 4.845, 0.80535} {0.114, 3.276, 0.727223} {0.207, 4.414, 0.752502} {0.114, 4.219, 0.700546} {0.207, 5.685, 0.761725} {0.114, 4.884, 0.723466} {0.207, 6.582, 0.7727} {0.207, 5.544, 0.720458} {0.207, 7.141, 0.726536} {0.207, 8.267, 0.739047} {126, CcfrNuChXN} {x, Q, value} {0.1, 2.563, 0.866625} {0.057, 2.583, 0.836052} {0.1, 3.421, 0.857703} {0.167, 4.422, 0.729657} {0.057, 3.05, 0.84377} {0.1, 4.041, 0.860273} {0.167, 5.221, 0.757182} {0.057, 2.68, 0.777399} {0.1, 3.55, 0.812148} {0.023, 2.271, 0.753742} {0.057, 3.576, 0.766636} {0.1, 4.737, 0.800724} {0.023, 2.683, 0.760424} {0.057, 4.224, 0.778201} {0.1, 5.595, 0.808776} {0.167, 7.23, 0.707216} {0.057, 3.373, 0.705994} {0.1, 4.469, 0.757536} {0.1, 5.965, 0.752123} {0.057, 5.318, 0.714886} {0.1, 7.044, 0.76526} {127, CcfrNbChXN} {x, Q, value} {0.069, 2.004, 0.903451} {0.111, 2.542, 0.973908} {0.21, 3.496, 0.904418} {0.041, 2.001, 0.762767} {0.069, 2.597, 0.866485} {0.111, 3.294, 0.962484} {0.21, 4.53, 0.932106} {0.041, 2.322, 0.763347} {0.069, 3.012, 0.859875} {0.111, 3.821, 0.957634} {0.21, 5.255, 0.942262} {0.069, 2.716, 0.794929} {0.111, 3.445, 0.942561} {0.21, 4.738, 0.921342} {0.069, 3.519, 0.752818} {0.111, 4.463, 0.92444} {0.21, 6.139, 0.934777} {0.018, 2.085, 0.713604} {0.069, 4.082, 0.757602} {0.111, 5.178, 0.923484} {0.21, 7.122, 0.940876} {0.111, 4.433, 0.891602} {0.21, 6.097, 0.920135} {0.111, 5.743, 0.880582} {0.21, 7.899, 0.928657} {0.111, 6.662, 0.887971} {0.21, 9.164, 0.933392} {252, ATL8DY2D} {x, Q, value} {0.01839, 400., 0.704945} datatype: |Corr(r, f(x,Q))| flavour: 0 _ _ 〈x 〉(u-d) Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 454.817 DataMax: 0.829453 DataMin: 0.0000363713 DataMean: 0.11311 DataMedian: 0.0794311 DataSD: 0.113071 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 124.922 0.564513 0.0000772513 0.111537 0.0955463 0.090833 101 337 45.43 0.276396 0.000668152 0.134807 0.134304 0.0741469 102 250 25.0196 0.234466 0.000584019 0.100079 0.0958203 0.0642342 104 123 17.835 0.397266 0.00369539 0.145 0.140854 0.102118 108 85 6.05564 0.160495 0.000661463 0.0712428 0.0539278 0.0484457 109 96 10.5404 0.34804 0.00140633 0.109796 0.0747167 0.10734 110 69 7.17965 0.215384 0.0123875 0.104053 0.106908 0.0582897 111 86 13.2012 0.351309 0.00123305 0.153502 0.103616 0.120475 124 38 1.08549 0.0758717 0.00243227 0.0285656 0.0272264 0.0198872 125 33 0.696892 0.0550555 0.00069845 0.0211179 0.0165846 0.0159986 126 40 1.05744 0.0718873 0.00176442 0.0264359 0.0251433 0.0202272 127 38 1.47106 0.0693109 0.0201069 0.0387122 0.0361485 0.0131272 147 47 3.68883 0.176809 0.00793943 0.0784858 0.0742195 0.050218 201 119 12.2171 0.286309 0.00179626 0.102664 0.0885337 0.0637278 203 15 3.72712 0.469144 0.0429733 0.248475 0.213113 0.141454 204 184 28.8405 0.370013 0.00104385 0.156742 0.150883 0.0904653 225 11 1.55882 0.255844 0.00108246 0.141711 0.143187 0.0760682 227 11 2.27461 0.352627 0.041327 0.206782 0.207986 0.098588 234 9 1.07128 0.21441 0.00171962 0.119031 0.113944 0.0734729 260 28 4.74347 0.306309 0.0251573 0.16941 0.173572 0.0842478 261 29 5.05086 0.38711 0.00737536 0.174168 0.144271 0.112051 504 72 3.58128 0.165013 0.00166081 0.04974 0.0409722 0.0383872 514 110 3.67189 0.142167 0.0000363713 0.0333808 0.0238839 0.0317631 145 10 0.987159 0.182206 0.0324874 0.0987159 0.0890606 0.0545711 169 9 0.533425 0.141349 0.0216495 0.0592694 0.0442281 0.041664 267 11 4.51921 0.679889 0.296976 0.410837 0.340099 0.13277 268 41 9.96462 0.711412 0.0205707 0.24304 0.183544 0.189432 535 90 5.1901 0.236254 0.000276483 0.0576678 0.0454119 0.0443214 240 14 5.12614 0.801424 0.13262 0.366153 0.305508 0.222328 241 5 2.83471 0.787305 0.279447 0.566941 0.596207 0.223114 281 13 3.79248 0.530799 0.0506374 0.291729 0.311189 0.133343 266 11 3.25776 0.58306 0.142956 0.29616 0.282089 0.135984 538 133 5.23904 0.126369 0.000775862 0.0393912 0.0349684 0.0293503 245 33 13.1587 0.829453 0.0332003 0.398748 0.420748 0.237859 246 17 3.42815 0.342031 0.0250994 0.201656 0.216425 0.081353 247 8 2.13145 0.347791 0.012239 0.266431 0.305807 0.111006 542 158 6.36694 0.10095 0.000194508 0.0402971 0.0348705 0.0282858 544 140 4.11181 0.131877 0.000804567 0.02937 0.0248747 0.0236294 249 33 10.3853 0.745317 0.0130223 0.314707 0.261306 0.20778 250 42 19.2395 0.814608 0.0415967 0.458083 0.477529 0.232609 565 8 0.986465 0.157258 0.0780904 0.123308 0.134171 0.0333535 566 5 0.223087 0.0713288 0.00153514 0.0446173 0.0582054 0.029427 567 7 0.399147 0.146501 0.0049088 0.0570211 0.0412161 0.0494499 568 5 0.407161 0.185296 0.0424207 0.0814323 0.0578653 0.0598115 545 185 11.3699 0.172939 0.00101899 0.0614589 0.048856 0.0429032 252 48 8.08804 0.327342 0.00120365 0.168501 0.177538 0.105625 253 45 8.15667 0.490569 0.0019282 0.181259 0.154751 0.138629 1601 42 9.92598 0.521381 0.0191777 0.236333 0.167387 0.161479 -1601 39 12.6521 0.564513 0.0146531 0.324413 0.367276 0.185734 1602 159 17.0514 0.287774 0.000564946 0.107242 0.0968363 0.0708325 -1602 880 85.2924 0.38145 0.0000772513 0.0969232 0.0881797 0.0626259 highlightrange: {{0.7, 1.}} highlighted data {268, ATL7_WZ} {x, Q, value} {0.09055, 80.39, 0.711412} {0.001456, 80.39, 0.711412} {240, LHCb7_WZ1} {x, Q, value} {0.1036, 80.39, 0.801424} {0.1708, 80.39, 0.759994} {0.001272, 80.39, 0.801424} {0.0007718, 80.39, 0.759994} {241, LHCb7Wasy1} {x, Q, value} {0.1036, 80.39, 0.787305} {0.1708, 80.39, 0.767988} {0.001272, 80.39, 0.787305} {0.0007718, 80.39, 0.767988} {245, LHCb7ZWrap} {x, Q, value} {0.09615, 80.39, 0.723846} {0.1234, 80.39, 0.800144} {0.1585, 80.39, 0.829453} {0.2035, 80.39, 0.790813} {0.2613, 80.39, 0.700084} {0.001371, 80.39, 0.723846} {0.001068, 80.39, 0.800144} {0.0008319, 80.39, 0.829453} {0.0006478, 80.39, 0.790813} {0.0005045, 80.39, 0.700084} {249, CMS8Wxa} {x, Q, value} {0.09069, 80.39, 0.745317} {0.001113, 80.39, 0.745317} {250, LHCb8WZ} {x, Q, value} {0.08413, 80.39, 0.725403} {0.108, 80.39, 0.799781} {0.1387, 80.39, 0.814608} {0.1781, 80.39, 0.783198} {0.08413, 80.39, 0.758562} {0.108, 80.39, 0.807706} {0.1387, 80.39, 0.813172} {0.1781, 80.39, 0.773266} {0.0012, 80.39, 0.725403} {0.0009346, 80.39, 0.799781} {0.0007279, 80.39, 0.814608} {0.0005669, 80.39, 0.783198} {0.0012, 80.39, 0.758562} {0.0009346, 80.39, 0.807706} {0.0007279, 80.39, 0.813172} {0.0005669, 80.39, 0.773266} datatype: |Corr(r, f(x,Q))| flavour: 0 〈x 〉c + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 486.656 DataMax: 0.92608 DataMin: -6 6.37181 10 DataMean: 0.121029 DataMedian: 0.0238654 DataSD: 0.194298 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 359.789 0.87166 0.0000365066 0.32124 0.288091 0.234345 101 337 3.46323 0.0607523 0.0000586349 0.0102766 0.00665428 0.0107351 102 250 2.65288 0.0603032 6.372E-6 0.0106115 0.00698582 0.0110171 104 123 0.57071 0.0123736 0.0000509957 0.00463992 0.00423469 0.00290511 108 85 0.467976 0.017194 0.0000793816 0.0055056 0.00450152 0.00385852 109 96 0.186126 0.00487945 0.0000111592 0.00193881 0.00187372 0.00134401 110 69 0.905021 0.0454113 0.000174606 0.0131162 0.0099959 0.0111809 111 86 0.182073 0.00523642 0.000178068 0.00211712 0.00188401 0.00142756 124 38 0.635948 0.0335633 0.000452783 0.0167355 0.0187893 0.00899621 125 33 0.472731 0.0340131 0.000770476 0.0143252 0.0125736 0.0111657 126 40 0.733681 0.0323824 0.00181243 0.018342 0.0192639 0.00723251 127 38 0.456348 0.0284732 0.000127032 0.0120092 0.0137742 0.00944703 147 47 19.2099 0.92608 0.00347489 0.408722 0.365669 0.300928 201 119 0.40839 0.0297391 0.0000152547 0.00343184 0.00250495 0.00409371 203 15 0.0573245 0.00805964 0.00029017 0.00382164 0.0034769 0.00280567 204 184 0.893185 0.0220811 0.0000183145 0.00485427 0.0043024 0.00381838 225 11 0.0661672 0.010969 0.0012489 0.0060152 0.00686924 0.00363395 227 11 0.161421 0.0219641 0.00854663 0.0146746 0.0150603 0.0049848 234 9 0.130587 0.0204023 0.00808618 0.0145097 0.0146458 0.00492633 260 28 0.819147 0.0592603 0.000132709 0.0292552 0.0297343 0.0147643 261 29 0.585139 0.0529157 0.000132179 0.0201772 0.0187771 0.0144654 504 72 2.21317 0.115355 0.00209743 0.0307385 0.0238668 0.0248982 514 110 2.99058 0.15272 0.000582926 0.0271871 0.0190396 0.0265872 145 10 2.11176 0.375512 0.00145751 0.211176 0.23023 0.0976012 169 9 6.25619 0.91461 0.34781 0.695132 0.733054 0.184773 267 11 0.751797 0.105072 0.0364794 0.0683451 0.0627088 0.0263819 268 41 7.23813 0.376973 0.00527014 0.17654 0.188296 0.0901622 535 90 5.75012 0.369477 0.00102689 0.0638902 0.049171 0.0618334 240 14 3.13444 0.460922 0.0394363 0.223889 0.213271 0.112104 241 5 0.633847 0.229165 0.0217189 0.126769 0.126455 0.0880006 281 13 0.121176 0.0249355 0.00111873 0.00932124 0.00868131 0.00724641 266 11 0.562921 0.0936944 0.0157652 0.0511747 0.0503791 0.0311352 538 133 5.67081 0.169253 0.00125073 0.0426377 0.0329445 0.0364257 245 33 8.19397 0.522095 0.0186954 0.248302 0.198216 0.150101 246 17 6.38052 0.511066 0.0415486 0.375325 0.447828 0.135867 247 8 0.983934 0.142969 0.0761808 0.122992 0.129668 0.0218159 542 158 6.30525 0.258031 0.000296377 0.0399066 0.0331823 0.0349283 544 140 4.05336 0.135033 0.000198856 0.0289525 0.0223835 0.0231216 249 33 4.06275 0.253851 0.00471855 0.123113 0.105127 0.0742948 250 42 10.2567 0.524765 0.0183309 0.244207 0.217785 0.144137 565 8 0.663205 0.288087 0.0340118 0.0829006 0.0597016 0.0839606 566 5 0.446911 0.135181 0.0248338 0.0893822 0.11955 0.0545921 567 7 0.924368 0.261842 0.0110284 0.132053 0.125671 0.0992798 568 5 0.387263 0.110195 0.0514712 0.0774526 0.061562 0.0278626 545 185 5.07282 0.098494 0.000249087 0.0274206 0.0216843 0.0236138 252 48 4.46126 0.403902 0.00201706 0.092943 0.067953 0.0833661 253 45 4.18203 0.216274 0.00510431 0.0929339 0.0785658 0.0547862 1601 42 7.06805 0.689158 0.000892124 0.168287 0.102041 0.199916 -1601 39 5.67112 0.526352 0.00251206 0.145413 0.111002 0.13863 1602 159 24.2657 0.752666 0.0000365066 0.152615 0.0997235 0.157575 -1602 880 322.784 0.87166 0.000428514 0.3668 0.365049 0.230311 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.0008, 7.746, 0.752666} {0.4, 22.36, 0.722195} {0.000116, 2.236, 0.860294} {0.000183, 2.55, 0.729825} {0.00024, 2.915, 0.757609} {0.0003422, 2.915, 0.78779} {0.000343, 3.464, 0.776756} {0.0003642, 3.464, 0.700687} {0.0004831, 3.464, 0.75064} {0.000592, 3.464, 0.739843} {0.0004552, 3.873, 0.713142} {0.000607, 4.472, 0.700521} {0.002466, 5., 0.717375} {0.0008123, 5.916, 0.717002} {0.0000931, 2.236, 0.712469} {0.000258, 2.915, 0.702954} {0.0003422, 2.915, 0.779767} {0.0003155, 3.464, 0.762874} {0.0003642, 3.464, 0.811101} {0.0004831, 3.464, 0.808511} {0.000592, 3.464, 0.715501} {0.0007636, 3.464, 0.701414} {0.0003115, 3.873, 0.714099} {0.0003481, 3.873, 0.827065} {0.0003945, 3.873, 0.829421} {0.0004552, 3.873, 0.815945} {0.0005289, 3.873, 0.805709} {0.0006039, 3.873, 0.794281} {0.0004642, 4.472, 0.826339} {0.0008052, 4.472, 0.736859} {0.00057, 5., 0.709044} {0.0007, 5., 0.739089} {0.00184, 5., 0.709413} {0.002466, 5., 0.797189} {0.0006514, 5.916, 0.778407} {0.0008375, 6.708, 0.761592} {0.001117, 7.746, 0.709931} {0.0000986, 2.55, 0.741113} {0.0002, 2.915, 0.738846} {0.0002, 3.162, 0.729805} {0.00032, 3.464, 0.776969} {0.00032, 3.873, 0.768653} {0.0032, 10.95, 0.741093} {0.0005, 2.55, 0.729008} {0.00032, 2.915, 0.768366} {0.0005, 2.915, 0.767019} {0.0005, 3.162, 0.745396} {0.00032, 3.464, 0.783152} {0.0005, 3.464, 0.793405} {0.0001741, 3.873, 0.777528} {0.0002, 3.873, 0.827397} {0.0002276, 3.873, 0.87166} {0.0005, 3.873, 0.803723} {0.0008, 3.873, 0.714251} {0.000209, 4.243, 0.817589} {0.000237, 4.243, 0.774972} {0.0005, 4.243, 0.814009} {0.0008, 4.243, 0.716554} {0.00032, 4.69, 0.784259} {0.000345, 4.69, 0.770539} {0.0005, 4.69, 0.739645} {0.000355, 5.196, 0.79402} {0.0005, 5.916, 0.808437} {0.000531, 5.916, 0.746937} {0.000616, 5.916, 0.791334} {0.000657, 5.916, 0.714455} {0.0007, 6.708, 0.806174} {0.00092, 6.708, 0.737748} {0.0032, 6.708, 0.750273} {0.0008, 7.746, 0.739973} {0.00086, 7.746, 0.74227} {0.00094, 7.746, 0.737984} {0.0032, 7.746, 0.766802} {0.0032, 9.487, 0.723459} {0.00212, 10.95, 0.763656} {0.0027, 10.95, 0.723318} {147, Hn1X0c} {x, Q, value} {0.00018, 2.236, 0.871892} {0.0001299, 2.646, 0.860229} {0.0002999, 2.646, 0.823839} {0.00032, 3.464, 0.92608} {0.0005, 3.464, 0.736406} {0.00035, 4.243, 0.834695} {0.0008, 5.657, 0.769064} {0.002399, 5.657, 0.763755} {0.0014, 7.746, 0.903882} {0.002, 10.95, 0.805509} {169, H1FL10} {x, Q, value} {0.000129, 2.236, 0.91461} {0.000169, 2.55, 0.873347} {0.000224, 2.915, 0.827684} {0.000319, 3.464, 0.771205} {0.000402, 3.873, 0.733054} datatype: |Corr(r, f(x,Q))| flavour: 1 〈x 〉c + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 543.081 DataMax: 0.856225 DataMin: 0.0000313618 DataMean: 0.135061 DataMedian: 0.0946543 DataSD: 0.135682 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 114.906 0.553659 0.0000534537 0.102595 0.0837944 0.0807189 101 337 55.3969 0.506724 0.000644576 0.164383 0.145967 0.116175 102 250 63.0753 0.636226 0.000128008 0.252301 0.253155 0.143192 104 123 14.0149 0.270599 0.000603385 0.113943 0.110515 0.0719188 108 85 53.9655 0.787265 0.301884 0.634888 0.683747 0.14317 109 96 20.2574 0.429734 0.0032144 0.211015 0.192415 0.145731 110 69 18.7506 0.856225 0.0152426 0.271747 0.269718 0.173642 111 86 14.4424 0.431274 0.00123952 0.167935 0.0966616 0.139126 124 38 3.12699 0.219023 0.000943895 0.0822892 0.0848984 0.0516453 125 33 5.00478 0.319833 0.00303346 0.15166 0.152789 0.081576 126 40 3.57082 0.233599 0.00532657 0.0892706 0.100298 0.0571947 127 38 6.7242 0.318061 0.0295379 0.176953 0.183294 0.0864506 147 47 7.20644 0.344003 0.0050873 0.153329 0.148172 0.0900165 201 119 3.90627 0.144342 0.00132305 0.0328258 0.0256821 0.0278121 203 15 0.600908 0.104329 0.00746013 0.0400605 0.041265 0.0223629 204 184 7.91926 0.177567 0.000287412 0.0430395 0.0309701 0.0356274 225 11 0.237271 0.0560438 0.0101853 0.0215701 0.0131532 0.0156297 227 11 0.225531 0.0478501 0.00330379 0.0205029 0.0200326 0.012901 234 9 0.163745 0.0352429 0.000941439 0.0181939 0.0142106 0.0119152 260 28 3.31222 0.202963 0.00334418 0.118294 0.13274 0.0617504 261 29 3.41824 0.226855 0.00453972 0.11787 0.132761 0.0525736 504 72 6.82412 0.365293 0.00464682 0.0947794 0.080719 0.0715845 514 110 9.69222 0.361748 0.000150735 0.0881111 0.0719428 0.0695867 145 10 2.63026 0.464976 0.0693486 0.263026 0.281128 0.132132 169 9 1.72116 0.255726 0.094861 0.19124 0.200266 0.0558773 267 11 0.471596 0.0702251 0.0147709 0.0428724 0.0474401 0.0203199 268 41 4.8162 0.300329 0.01344 0.117468 0.098836 0.0705015 535 90 11.7768 0.307545 0.0000432277 0.130853 0.122728 0.0690239 240 14 2.8867 0.314494 0.0963473 0.206193 0.20447 0.0634622 241 5 0.15613 0.0617368 0.00232745 0.031226 0.0335716 0.0248115 281 13 0.451465 0.0883912 0.00608222 0.0347281 0.0318186 0.0225062 266 11 0.395445 0.0736868 0.0000313618 0.0359496 0.0391343 0.0293906 538 133 16.1333 0.393535 0.00128227 0.121303 0.116336 0.0728215 245 33 4.12477 0.328104 0.000408615 0.124993 0.107872 0.0972295 246 17 1.57756 0.238274 0.00384813 0.0927976 0.0853744 0.0759528 247 8 5.16036 0.729452 0.51536 0.645044 0.644496 0.0745441 542 158 13.3691 0.289045 0.0030018 0.0846146 0.0800672 0.0539629 544 140 10.4033 0.258418 0.000519961 0.0743092 0.0625443 0.0570694 249 33 2.64918 0.19258 0.00096546 0.0802782 0.0683499 0.0573935 250 42 3.38948 0.264597 0.00718249 0.0807019 0.0608808 0.0643197 565 8 1.31505 0.362889 0.000862993 0.164381 0.172482 0.138835 566 5 0.687849 0.43784 0.0190642 0.13757 0.0843667 0.170519 567 7 2.45031 0.604739 0.101065 0.350045 0.302126 0.182046 568 5 0.599211 0.281016 0.00121958 0.119842 0.124388 0.108027 545 185 11.5927 0.23306 0.000657215 0.0626632 0.0584498 0.0451812 252 48 10.6062 0.412562 0.00203635 0.220962 0.256735 0.128127 253 45 16.9744 0.676643 0.00480907 0.37721 0.403995 0.171665 1601 42 6.78722 0.553659 0.00328574 0.1616 0.149154 0.109886 -1601 39 8.84522 0.452549 0.0156723 0.2268 0.251819 0.104765 1602 159 20.3075 0.342621 0.000305045 0.12772 0.117601 0.0875673 -1602 880 78.9664 0.372146 0.0000534537 0.0897345 0.0742904 0.0689049 highlightrange: {{0.7, 1.}} highlighted data {108, cdhswf2} {x, Q, value} {0.08, 2.238, 0.754067} {0.08, 2.551, 0.766128} {0.08, 2.909, 0.775107} {0.08, 3.317, 0.782222} {0.08, 3.782, 0.787265} {0.125, 2.152, 0.732737} {0.125, 2.454, 0.751064} {0.125, 2.796, 0.762577} {0.125, 3.189, 0.769707} {0.125, 3.636, 0.773536} {0.125, 4.144, 0.774991} {0.125, 4.727, 0.774969} {0.175, 2.546, 0.717486} {0.175, 2.902, 0.737619} {0.175, 3.309, 0.752924} {0.175, 3.774, 0.763664} {0.175, 4.301, 0.770593} {0.175, 4.905, 0.775604} {0.175, 5.593, 0.778621} {0.225, 3.291, 0.714478} {0.225, 3.752, 0.730055} {0.225, 4.277, 0.741798} {0.225, 4.877, 0.750695} {0.225, 5.561, 0.75747} {0.225, 6.341, 0.762461} {0.225, 7.23, 0.766032} {0.275, 4.148, 0.7032} {0.275, 4.73, 0.71427} {0.275, 5.393, 0.723159} {0.275, 6.149, 0.729939} {0.275, 7.011, 0.735043} {0.275, 7.993, 0.738902} {0.275, 9.114, 0.741562} {0.35, 6.937, 0.703088} {0.35, 7.909, 0.705784} {0.35, 9.018, 0.707065} {0.35, 10.28, 0.707032} {110, ccfrf2.mi} {x, Q, value} {0.08, 5.623, 0.707668} {0.08, 7.08, 0.759374} {0.125, 8.912, 0.856225} {247, ATL7Zpt} {x, Q, value} {0.01599, 111.9, 0.704621} {0.01686, 118., 0.721451} {0.0183, 128.1, 0.729452} datatype: |Corr(r, f(x,Q))| flavour: 2 〈x 〉c + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 731.255 DataMax: 0.942704 DataMin: 0.00026265 DataMean: 0.181859 DataMedian: 0.13275 DataSD: 0.1641 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 149.08 0.554237 0.000342602 0.133108 0.109771 0.103429 101 337 35.5376 0.45526 0.000491577 0.105453 0.0826309 0.0831195 102 250 40.503 0.591333 0.000691438 0.162012 0.143929 0.111472 104 123 13.1367 0.270636 0.000512146 0.106802 0.09634 0.0710485 108 85 34.2777 0.612355 0.0186726 0.403267 0.446764 0.150646 109 96 21.9603 0.381132 0.0349823 0.228753 0.218294 0.0962373 110 69 14.0875 0.501819 0.00453558 0.204166 0.207594 0.129874 111 86 16.0937 0.380866 0.00714356 0.187136 0.17198 0.105572 124 38 2.73217 0.247728 0.0011532 0.0718992 0.0600569 0.0618276 125 33 3.27434 0.242811 0.00127931 0.0992223 0.0850955 0.073613 126 40 3.32763 0.258387 0.00135826 0.0831906 0.057774 0.0720722 127 38 3.53208 0.234383 0.00404536 0.0929494 0.0843908 0.0626643 147 47 15.4429 0.646435 0.0300339 0.328572 0.334726 0.167823 201 119 7.6556 0.236744 0.000522327 0.0643327 0.0414241 0.0608424 203 15 0.117777 0.0244629 0.000472228 0.00785183 0.00499219 0.00812561 204 184 25.4631 0.362529 0.000970179 0.138386 0.122569 0.0911754 225 11 1.1074 0.128149 0.0691336 0.100673 0.103116 0.0212229 227 11 0.657258 0.102691 0.0228712 0.0597507 0.0631307 0.0249244 234 9 0.396346 0.0743518 0.015279 0.0440385 0.0401377 0.0228952 260 28 3.1666 0.193559 0.00361153 0.113093 0.110954 0.0533147 261 29 3.40752 0.209625 0.014783 0.117501 0.107261 0.0615048 504 72 18.1351 0.724597 0.00440443 0.251877 0.208002 0.195676 514 110 38.0052 0.833152 0.000583505 0.345502 0.339554 0.209111 145 10 3.704 0.634209 0.137411 0.3704 0.353109 0.178056 169 9 1.05279 0.342525 0.00312244 0.116977 0.0734676 0.116707 267 11 0.714422 0.15004 0.000728819 0.0649474 0.0513532 0.0519762 268 41 5.40996 0.250473 0.000314164 0.13195 0.122612 0.0683712 535 90 36.1769 0.897066 0.00355027 0.401966 0.413825 0.233949 240 14 1.74506 0.289232 0.00624796 0.124647 0.0901349 0.0898546 241 5 0.435433 0.164182 0.00975817 0.0870866 0.0871332 0.06481 281 13 1.09727 0.178862 0.00122891 0.084405 0.0857386 0.0448509 266 11 0.951604 0.168737 0.000279286 0.0865095 0.0803209 0.0545021 538 133 42.8878 0.765281 0.00517532 0.322465 0.298729 0.203911 245 33 1.88112 0.240154 0.00252869 0.0570037 0.025079 0.0642716 246 17 1.41852 0.177453 0.0139671 0.0834423 0.068006 0.0478322 247 8 1.93063 0.766511 0.0194048 0.241328 0.16745 0.23655 542 158 44.2749 0.800641 0.00521339 0.280221 0.247668 0.198017 544 140 37.5308 0.870425 0.000993774 0.268077 0.215036 0.216724 249 33 3.65929 0.276358 0.0018409 0.110888 0.097175 0.0718255 250 42 3.06546 0.246889 0.00026265 0.0729871 0.0601195 0.0567257 565 8 4.40773 0.906208 0.0711541 0.550966 0.617504 0.29126 566 5 3.15604 0.725559 0.519281 0.631208 0.635462 0.0910136 567 7 3.53105 0.942704 0.126009 0.504436 0.55872 0.33591 568 5 2.11078 0.590229 0.270391 0.422156 0.37451 0.129228 545 185 43.4704 0.721298 0.0017332 0.234975 0.216485 0.153133 252 48 10.3114 0.450198 0.00327736 0.214821 0.220822 0.117829 253 45 25.2336 0.788744 0.0331501 0.560747 0.674572 0.217484 1601 42 4.41102 0.264054 0.00863378 0.105024 0.103951 0.0617415 -1601 39 4.70248 0.51176 0.00225071 0.120576 0.0873892 0.115254 1602 159 27.7549 0.454923 0.00092402 0.174559 0.170776 0.107631 -1602 880 112.212 0.554237 0.000342602 0.127514 0.104649 0.101967 highlightrange: {{0.7, 1.}} highlighted data {504, cdf2jtCor2} {x, Q, value} {0.5621, 448., 0.724597} {0.09293, 448., 0.724597} {514, d02jtCor2} {x, Q, value} {0.6107, 980., 0.813262} {0.673, 1080., 0.783839} {0.8288, 1330., 0.720477} {0.8273, 890., 0.833152} {0.9203, 990., 0.74997} {0.4093, 980., 0.813262} {0.4511, 1080., 0.783839} {0.5555, 1330., 0.720477} {0.2492, 890., 0.833152} {0.2772, 990., 0.74997} {535, ATL7jtR6} {x, Q, value} {0.01991, 120., 0.79166} {0.03651, 220., 0.716494} {0.01485, 60., 0.785739} {0.08543, 220., 0.701205} {0.2019, 520., 0.742981} {0.3883, 1000., 0.725452} {0.9319, 2400., 0.70535} {0.01475, 120., 0.79166} {0.02705, 220., 0.716494} {0.004945, 60., 0.785739} {0.01156, 220., 0.701205} {0.02732, 520., 0.742981} {0.05255, 1000., 0.725452} {0.1261, 2400., 0.70535} {0.1576, 3000., 0.897066} {0.04389, 1600., 0.702511} {0.05487, 2000., 0.818713} {0.06584, 2400., 0.849099} {0.01232, 1000., 0.716123} {0.0008372, 320., 0.76527} {538, CMS7jtR7v2} {x, Q, value} {0.8335, 1014., 0.747156} {0.901, 1096., 0.717585} {0.9733, 1184., 0.765281} {0.1378, 3368., 0.724081} {0.02517, 1014., 0.747156} {0.0272, 1096., 0.717585} {0.02939, 1184., 0.765281} {247, ATL7Zpt} {x, Q, value} {0.0221, 154.7, 0.766511} {542, CMS7jtR7y6} {x, Q, value} {0.9025, 1810., 0.708497} {0.9643, 1934., 0.754808} {0.7694, 936., 0.727708} {0.8335, 1014., 0.729241} {0.07408, 1810., 0.708497} {0.07915, 1934., 0.754808} {0.08447, 2064., 0.761306} {0.09012, 2202., 0.800641} {0.02323, 936., 0.727708} {0.02517, 1014., 0.729241} {544, ATL7jtR6u} {x, Q, value} {0.1156, 232., 0.870425} {0.1336, 268., 0.789149} {0.1907, 232., 0.73675} {0.009495, 232., 0.870425} {0.01096, 268., 0.789149} {0.005759, 232., 0.73675} {0.03415, 1376., 0.731559} {0.03654, 1472., 0.778147} {0.04438, 1788., 0.745754} {0.01933, 1284., 0.73232} {0.02692, 1788., 0.746912} {0.006867, 752., 0.777465} {565, ATL8ttpt} {x, Q, value} {0.05, 400., 0.773144} {0.08, 640., 0.906208} {0.1, 800., 0.715665} {0.125, 1000., 0.77696} {566, ATL8ttya} {x, Q, value} {0.1112, 400., 0.714018} {0.2736, 400., 0.725559} {0.02246, 400., 0.714018} {0.009134, 400., 0.725559} {567, ATL8ttmtt} {x, Q, value} {0.08125, 650., 0.739855} {0.1, 800., 0.785606} {0.1375, 1100., 0.942704} {545, CMS8jtR7v5} {x, Q, value} {0.1208, 168., 0.721298} {0.003649, 168., 0.721298} {253, ATL8ZpTv3} {x, Q, value} {0.01204, 96.33, 0.749246} {0.01606, 128.5, 0.782888} {0.01227, 98.23, 0.747243} {0.01624, 129.9, 0.703474} {0.00785, 62.8, 0.716806} {0.01663, 133., 0.755323} {0.009384, 75.07, 0.712285} {0.0174, 139.2, 0.788744} {0.01277, 102.1, 0.70884} {0.01294, 103.5, 0.706431} {0.01313, 105., 0.712731} {0.01332, 106.5, 0.739291} {0.01355, 108.4, 0.727749} {0.01383, 110.6, 0.767178} {0.01416, 113.3, 0.706135} {0.0169, 135.2, 0.712449} {0.01833, 146.6, 0.750822} {0.02061, 164.8, 0.781964} {0.0194, 155.2, 0.706969} datatype: |Corr(r, f(x,Q))| flavour: 3 〈x 〉c + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 750.023 DataMax: 0.920827 DataMin: -6 2.38212 10 DataMean: 0.186527 DataMedian: 0.129279 DataSD: 0.178476 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 147.727 0.651784 0.0000972218 0.131899 0.104884 0.104546 101 337 31.472 0.372065 0.00019855 0.0933887 0.0740729 0.073215 102 250 35.2542 0.581771 0.000427527 0.141017 0.123702 0.0981723 104 123 11.3753 0.239736 0.000561434 0.0924824 0.0929805 0.0615171 108 85 24.1628 0.534842 0.0660009 0.284268 0.3011 0.121818 109 96 19.0268 0.347223 0.05671 0.198196 0.181459 0.0877222 110 69 11.0715 0.366721 0.00165257 0.160457 0.129832 0.107066 111 86 13.8969 0.347007 0.00253904 0.161592 0.131265 0.0939894 124 38 2.84794 0.249395 0.00149218 0.0749457 0.0665734 0.0596558 125 33 2.81901 0.217355 0.00613909 0.0854244 0.0653887 0.0630742 126 40 3.56616 0.260667 0.00432231 0.0891539 0.0625466 0.0705525 127 38 2.94029 0.234656 2.382E-6 0.0773762 0.0572891 0.0623281 147 47 15.7591 0.637777 0.00408573 0.335299 0.365982 0.167303 201 119 8.21462 0.2676 0.000289862 0.0690304 0.0384093 0.0708697 203 15 0.211555 0.0370972 0.00218905 0.0141037 0.0128141 0.00872473 204 184 22.5341 0.321484 0.00346941 0.122468 0.110639 0.0837006 225 11 1.02904 0.141414 0.0440378 0.0935494 0.0964187 0.0350864 227 11 0.628773 0.099429 0.00445403 0.0571612 0.0630419 0.0357935 234 9 0.390348 0.0885913 0.00215604 0.043372 0.0402037 0.0343704 260 28 3.10055 0.188485 0.0101368 0.110734 0.105642 0.052909 261 29 3.32563 0.21555 0.0155352 0.114677 0.0963298 0.0641474 504 72 24.0981 0.84429 0.00793368 0.334697 0.305843 0.219724 514 110 49.3858 0.918791 0.00766709 0.448962 0.448094 0.246333 145 10 3.49103 0.635834 0.0530638 0.349103 0.37335 0.19082 169 9 0.778478 0.195781 0.0119227 0.0864976 0.0984782 0.055056 267 11 0.63638 0.14346 0.00359362 0.0578527 0.0258846 0.0535032 268 41 5.7651 0.260204 0.014706 0.140612 0.141705 0.0738244 535 90 41.8972 0.891446 0.013377 0.465524 0.485932 0.24903 240 14 1.52692 0.212556 0.0096885 0.109066 0.100436 0.0649909 241 5 0.476613 0.19946 0.0013161 0.0953226 0.0955209 0.0818524 281 13 1.28826 0.208825 0.0192402 0.0990966 0.114339 0.0550415 266 11 0.793476 0.158146 0.00464876 0.0721342 0.0574575 0.0531096 538 133 45.2733 0.858788 0.0022219 0.3404 0.295002 0.228012 245 33 2.85334 0.190433 0.00443166 0.0864649 0.081406 0.048357 246 17 2.0027 0.16812 0.017947 0.117806 0.132821 0.0447683 247 8 1.87185 0.660737 0.0169435 0.233982 0.225614 0.19441 542 158 54.7789 0.906344 0.00102308 0.346702 0.314195 0.224612 544 140 44.7874 0.895708 0.00065575 0.31991 0.26309 0.253451 249 33 3.31901 0.26197 0.00440959 0.100576 0.0815158 0.0722363 250 42 4.228 0.188785 0.0064154 0.100667 0.0960904 0.0474413 565 8 5.15161 0.89157 0.285546 0.643952 0.699834 0.248912 566 5 3.51566 0.839353 0.591642 0.703132 0.720348 0.103709 567 7 3.16892 0.920827 0.00743539 0.452702 0.44735 0.343486 568 5 2.57483 0.776574 0.295404 0.514967 0.45092 0.185141 545 185 53.0668 0.740003 0.00261534 0.286847 0.263599 0.1885 252 48 10.5032 0.482995 0.00255601 0.218817 0.211751 0.11651 253 45 21.4368 0.731347 0.00318595 0.476373 0.555616 0.205302 1601 42 4.38318 0.22408 0.00550322 0.104361 0.106291 0.0573298 -1601 39 5.12525 0.530878 0.00292674 0.131417 0.0944338 0.119809 1602 159 26.8622 0.442979 0.000366311 0.168945 0.155026 0.106811 -1602 880 111.356 0.651784 0.0000972218 0.126541 0.101077 0.103809 highlightrange: {{0.7, 1.}} highlighted data {504, cdf2jtCor2} {x, Q, value} {0.5621, 448., 0.826712} {0.8633, 688., 0.84429} {0.9938, 792., 0.829996} {0.09293, 448., 0.826712} {0.1427, 688., 0.84429} {0.1642, 792., 0.829996} {0.1895, 914., 0.827748} {0.2186, 1054., 0.815945} {0.03593, 448., 0.812882} {514, d02jtCor2} {x, Q, value} {0.6107, 980., 0.848464} {0.673, 1080., 0.88328} {0.8288, 1330., 0.857713} {0.2231, 240., 0.749856} {0.2974, 320., 0.700393} {0.4927, 530., 0.777199} {0.7437, 800., 0.716769} {0.8273, 890., 0.918791} {0.9203, 990., 0.876164} {0.3051, 220., 0.70401} {0.527, 380., 0.763521} {0.3724, 180., 0.776977} {0.8642, 280., 0.737315} {0.9876, 320., 0.750096} {0.9209, 200., 0.712052} {0.4093, 980., 0.848464} {0.4511, 1080., 0.88328} {0.5555, 1330., 0.857713} {0.0672, 240., 0.749856} {0.0896, 320., 0.700393} {0.1484, 530., 0.777199} {0.224, 800., 0.716769} {0.2492, 890., 0.918791} {0.2772, 990., 0.876164} {0.3556, 1270., 0.826593} {0.04129, 220., 0.70401} {0.07132, 380., 0.763521} {0.1557, 830., 0.754337} {0.1952, 1040., 0.740379} {0.02264, 180., 0.776977} {0.06668, 530., 0.723187} {0.07297, 580., 0.716621} {0.02361, 280., 0.737315} {0.02698, 320., 0.750096} {0.02951, 350., 0.753775} {0.0113, 200., 0.712052} {0.01243, 220., 0.725292} {0.01809, 320., 0.754843} {0.01978, 350., 0.770467} {0.02261, 400., 0.725451} {535, ATL7jtR6} {x, Q, value} {0.01991, 120., 0.721078} {0.01485, 60., 0.714054} {0.08543, 220., 0.74878} {0.2019, 520., 0.843205} {0.3883, 1000., 0.831282} {0.08926, 120., 0.731655} {0.1636, 220., 0.710664} {0.595, 800., 0.788479} {0.7438, 1000., 0.708352} {0.3642, 220., 0.798468} {0.4205, 120., 0.737104} {0.01475, 120., 0.721078} {0.004945, 60., 0.714054} {0.01156, 220., 0.74878} {0.02732, 520., 0.843205} {0.05255, 1000., 0.831282} {0.1576, 3000., 0.853526} {0.003292, 120., 0.731655} {0.006035, 220., 0.710664} {0.02194, 800., 0.788479} {0.02743, 1000., 0.708352} {0.05487, 2000., 0.802548} {0.06584, 2400., 0.875637} {0.002712, 220., 0.798468} {0.01232, 1000., 0.820777} {0.0006987, 120., 0.737104} {0.003028, 520., 0.72361} {0.00361, 620., 0.823226} {0.0005756, 220., 0.715348} {0.0008372, 320., 0.891446} {538, CMS7jtR7v2} {x, Q, value} {0.1525, 306., 0.716813} {0.6362, 1276., 0.785542} {0.7694, 936., 0.766282} {0.8335, 1014., 0.858788} {0.901, 1096., 0.855452} {0.9733, 1184., 0.856283} {0.01252, 306., 0.716813} {0.05222, 1276., 0.785542} {0.09593, 2344., 0.708505} {0.1378, 3368., 0.839257} {0.02323, 936., 0.766282} {0.02517, 1014., 0.858788} {0.0272, 1096., 0.855452} {0.02939, 1184., 0.856283} {0.01526, 1014., 0.732447} {0.0165, 1096., 0.761473} {0.01782, 1184., 0.77076} {0.01921, 1276., 0.727001} {542, CMS7jtR7y6} {x, Q, value} {0.08376, 168., 0.705357} {0.1136, 228., 0.746626} {0.1326, 266., 0.728563} {0.5464, 1096., 0.750577} {0.5903, 1184., 0.770015} {0.6362, 1276., 0.715562} {0.9025, 1810., 0.759737} {0.9643, 1934., 0.827769} {0.7069, 860., 0.733535} {0.7694, 936., 0.873645} {0.8335, 1014., 0.852139} {0.901, 1096., 0.710986} {0.006876, 168., 0.705357} {0.009331, 228., 0.746626} {0.01088, 266., 0.728563} {0.04485, 1096., 0.750577} {0.04846, 1184., 0.770015} {0.05222, 1276., 0.715562} {0.07408, 1810., 0.759737} {0.07915, 1934., 0.827769} {0.08447, 2064., 0.857117} {0.09012, 2202., 0.906344} {0.02134, 860., 0.733535} {0.02323, 936., 0.873645} {0.02517, 1014., 0.852139} {0.0272, 1096., 0.710986} {0.03922, 1580., 0.729267} {0.042, 1692., 0.744328} {0.0165, 1096., 0.780559} {0.01782, 1184., 0.791718} {0.006611, 724., 0.703646} {544, ATL7jtR6u} {x, Q, value} {0.4262, 2324., 0.752013} {0.4805, 2620., 0.838549} {0.1156, 232., 0.895708} {0.1336, 268., 0.768073} {0.1907, 232., 0.855901} {0.2585, 2324., 0.752013} {0.2914, 2620., 0.838549} {0.009495, 232., 0.895708} {0.01096, 268., 0.768073} {0.005759, 232., 0.855901} {0.03415, 1376., 0.773796} {0.03654, 1472., 0.826655} {0.04438, 1788., 0.871413} {0.0989, 3984., 0.736027} {0.01439, 956., 0.709391} {0.01553, 1032., 0.765426} {0.01674, 1112., 0.802054} {0.01933, 1284., 0.860579} {0.02692, 1788., 0.864404} {0.006867, 752., 0.879121} {565, ATL8ttpt} {x, Q, value} {0.05, 400., 0.853478} {0.08, 640., 0.89157} {0.1, 800., 0.828383} {0.125, 1000., 0.866896} {566, ATL8ttya} {x, Q, value} {0.07459, 400., 0.720348} {0.1112, 400., 0.755845} {0.2736, 400., 0.839353} {0.03351, 400., 0.720348} {0.02246, 400., 0.755845} {0.009134, 400., 0.839353} {567, ATL8ttmtt} {x, Q, value} {0.08125, 650., 0.78141} {0.1375, 1100., 0.920827} {568, ATL8ttytt} {x, Q, value} {0.224, 400., 0.776574} {0.01115, 400., 0.776574} {545, CMS8jtR7v5} {x, Q, value} {0.1208, 168., 0.740003} {0.003649, 168., 0.740003} {253, ATL8ZpTv3} {x, Q, value} {0.01383, 110.6, 0.731347} {0.01416, 113.3, 0.721511} datatype: |Corr(r, f(x,Q))| flavour: 4 〈x 〉c + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 757.133 DataMax: 0.934246 DataMin: 0.000112998 DataMean: 0.188295 DataMedian: 0.126985 DataSD: 0.185223 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 149.914 0.691453 0.000528412 0.133851 0.109848 0.104629 101 337 30.8956 0.356574 0.000338652 0.0916784 0.0744784 0.0719286 102 250 30.8481 0.538906 0.00071091 0.123392 0.109759 0.0935344 104 123 9.67404 0.220573 0.000188022 0.0786507 0.0763153 0.0537765 108 85 18.8234 0.480863 0.0449062 0.221452 0.227667 0.102232 109 96 17.1184 0.329499 0.0665041 0.178317 0.165283 0.0872045 110 69 9.18109 0.297404 0.000192305 0.133059 0.131769 0.0899885 111 86 12.51 0.32934 0.0162984 0.145466 0.102429 0.0887854 124 38 2.97079 0.249279 0.00879484 0.0781786 0.0666677 0.0568523 125 33 2.60887 0.201817 0.00165184 0.0790567 0.0594797 0.0586741 126 40 3.66954 0.261483 0.0134358 0.0917384 0.0692349 0.0699855 127 38 2.76779 0.23281 0.00110725 0.0728366 0.0502598 0.0622678 147 47 15.6846 0.608212 0.000911962 0.333714 0.368181 0.163435 201 119 8.96014 0.274571 0.000112998 0.0752953 0.048206 0.072471 203 15 0.279852 0.0376108 0.00575567 0.0186568 0.0184638 0.00814995 204 184 19.6203 0.292525 0.000242339 0.106632 0.0938999 0.0773226 225 11 0.907289 0.143998 0.0205476 0.0824808 0.0865933 0.0446319 227 11 0.611549 0.105532 0.011652 0.0555954 0.0488012 0.0378822 234 9 0.411501 0.0975325 0.00563439 0.0457223 0.0397054 0.0381923 260 28 3.31294 0.199022 0.00899627 0.118319 0.11429 0.0566946 261 29 3.56431 0.224524 0.0124344 0.122907 0.104768 0.0668587 504 72 26.6987 0.896428 0.000463426 0.370816 0.335113 0.227 514 110 55.0109 0.934246 0.00691858 0.500099 0.502711 0.262907 145 10 3.30249 0.615522 0.00120482 0.330249 0.371637 0.204154 169 9 0.895491 0.140821 0.0246721 0.099499 0.113992 0.0435488 267 11 0.606409 0.135293 0.00606537 0.0551281 0.0294257 0.0513959 268 41 5.92283 0.270644 0.00116313 0.144459 0.136889 0.0826677 535 90 43.973 0.929078 0.0285109 0.488589 0.522045 0.241503 240 14 1.57702 0.224276 0.00594458 0.112644 0.117627 0.0572016 241 5 0.510128 0.214571 0.0213027 0.102026 0.0902827 0.0804274 281 13 1.3728 0.223514 0.0123755 0.1056 0.126095 0.0629785 266 11 0.697971 0.147749 0.00237756 0.063452 0.0396436 0.0513136 538 133 44.7885 0.893036 0.0003655 0.336756 0.29912 0.225657 245 33 3.37091 0.179355 0.00781528 0.102149 0.0977189 0.049207 246 17 2.38112 0.212246 0.0325072 0.140066 0.159252 0.0540732 247 8 1.81876 0.607749 0.042921 0.227345 0.211372 0.177928 542 158 58.0666 0.91938 0.00326764 0.36751 0.342343 0.230748 544 140 49.9901 0.920402 0.00211312 0.357072 0.302717 0.26679 249 33 3.29042 0.251025 0.00269625 0.0997096 0.0932893 0.0711282 250 42 4.73988 0.205387 0.000175944 0.112854 0.109658 0.0503922 565 8 5.16379 0.858704 0.318168 0.645474 0.697076 0.227789 566 5 3.47318 0.84002 0.561211 0.694635 0.695898 0.101902 567 7 3.13326 0.864983 0.0776566 0.447609 0.380177 0.288207 568 5 2.49375 0.830481 0.232588 0.498751 0.417048 0.226036 545 185 59.3571 0.777642 0.00264135 0.320849 0.305536 0.203931 252 48 10.6703 0.487696 0.00423969 0.222298 0.218504 0.11764 253 45 19.4942 0.699317 0.0334823 0.433204 0.516025 0.192396 1601 42 4.51974 0.216652 0.00376171 0.107613 0.115179 0.0596234 -1601 39 5.35672 0.526674 0.00367158 0.137352 0.102066 0.117935 1602 159 26.7657 0.421299 0.000948852 0.168338 0.156883 0.10773 -1602 880 113.271 0.691453 0.000528412 0.128718 0.105838 0.103961 highlightrange: {{0.7, 1.}} highlighted data {504, cdf2jtCor2} {x, Q, value} {0.5621, 448., 0.83929} {0.7479, 596., 0.709007} {0.8633, 688., 0.896428} {0.9938, 792., 0.886887} {0.09293, 448., 0.83929} {0.1236, 596., 0.709007} {0.1427, 688., 0.896428} {0.1642, 792., 0.886887} {0.1895, 914., 0.891156} {0.2186, 1054., 0.881236} {0.03593, 448., 0.841987} {514, d02jtCor2} {x, Q, value} {0.08724, 140., 0.757796} {0.6107, 980., 0.825053} {0.673, 1080., 0.907296} {0.8288, 1330., 0.910312} {0.2231, 240., 0.824888} {0.2974, 320., 0.784511} {0.3718, 400., 0.749603} {0.409, 440., 0.70134} {0.4927, 530., 0.837061} {0.8273, 890., 0.934246} {0.9203, 990., 0.928173} {0.2496, 180., 0.782229} {0.3051, 220., 0.786365} {0.527, 380., 0.796896} {0.5824, 420., 0.773626} {0.6934, 500., 0.731018} {0.3724, 180., 0.849127} {0.7716, 250., 0.723015} {0.8642, 280., 0.822751} {0.9876, 320., 0.833561} {0.9209, 200., 0.798587} {0.05848, 140., 0.757796} {0.4093, 980., 0.825053} {0.4511, 1080., 0.907296} {0.5555, 1330., 0.910312} {0.0672, 240., 0.824888} {0.0896, 320., 0.784511} {0.112, 400., 0.749603} {0.1232, 440., 0.70134} {0.1484, 530., 0.837061} {0.2492, 890., 0.934246} {0.2772, 990., 0.928173} {0.3556, 1270., 0.896507} {0.03378, 180., 0.782229} {0.04129, 220., 0.786365} {0.07132, 380., 0.796896} {0.07883, 420., 0.773626} {0.09384, 500., 0.731018} {0.1557, 830., 0.816722} {0.1952, 1040., 0.817907} {0.02264, 180., 0.849127} {0.06668, 530., 0.771557} {0.07297, 580., 0.798584} {0.08177, 650., 0.786152} {0.1044, 830., 0.705414} {0.02108, 250., 0.723015} {0.02361, 280., 0.822751} {0.02698, 320., 0.833561} {0.02951, 350., 0.829757} {0.03963, 470., 0.742038} {0.0113, 200., 0.798587} {0.01243, 220., 0.81596} {0.01356, 240., 0.710323} {0.01809, 320., 0.813367} {0.01978, 350., 0.839401} {0.02261, 400., 0.802337} {535, ATL7jtR6} {x, Q, value} {0.08543, 220., 0.714342} {0.2019, 520., 0.835085} {0.3883, 1000., 0.825738} {0.08926, 120., 0.7658} {0.595, 800., 0.810218} {0.7438, 1000., 0.794646} {0.3642, 220., 0.849878} {0.3154, 90., 0.70777} {0.4205, 120., 0.787848} {0.01156, 220., 0.714342} {0.02732, 520., 0.835085} {0.05255, 1000., 0.825738} {0.1576, 3000., 0.78891} {0.003292, 120., 0.7658} {0.02194, 800., 0.810218} {0.02743, 1000., 0.794646} {0.05487, 2000., 0.746657} {0.06584, 2400., 0.84977} {0.002712, 220., 0.849878} {0.01232, 1000., 0.836977} {0.000524, 90., 0.70777} {0.0006987, 120., 0.787848} {0.001863, 320., 0.762076} {0.002445, 420., 0.715955} {0.003028, 520., 0.737399} {0.00361, 620., 0.89124} {0.0005756, 220., 0.795627} {0.0008372, 320., 0.929078} {538, CMS7jtR7v2} {x, Q, value} {0.1326, 266., 0.747469} {0.1525, 306., 0.765597} {0.6362, 1276., 0.860928} {0.7069, 860., 0.720966} {0.7694, 936., 0.793122} {0.8335, 1014., 0.880909} {0.901, 1096., 0.893036} {0.9733, 1184., 0.863408} {0.01088, 266., 0.747469} {0.01252, 306., 0.765597} {0.05222, 1276., 0.860928} {0.1378, 3368., 0.850108} {0.02134, 860., 0.720966} {0.02323, 936., 0.793122} {0.02517, 1014., 0.880909} {0.0272, 1096., 0.893036} {0.02939, 1184., 0.863408} {0.01526, 1014., 0.720298} {0.0165, 1096., 0.757793} {0.01782, 1184., 0.771529} {0.01921, 1276., 0.731135} {542, CMS7jtR7y6} {x, Q, value} {0.08376, 168., 0.771548} {0.09673, 194., 0.753104} {0.1136, 228., 0.803754} {0.1326, 266., 0.784154} {0.5464, 1096., 0.777525} {0.5903, 1184., 0.819032} {0.6362, 1276., 0.807063} {0.9025, 1810., 0.723779} {0.9643, 1934., 0.808263} {0.7069, 860., 0.774559} {0.7694, 936., 0.91938} {0.8335, 1014., 0.901915} {0.901, 1096., 0.752437} {0.006876, 168., 0.771548} {0.00794, 194., 0.753104} {0.009331, 228., 0.803754} {0.01088, 266., 0.784154} {0.04485, 1096., 0.777525} {0.04846, 1184., 0.819032} {0.05222, 1276., 0.807063} {0.07408, 1810., 0.723779} {0.07915, 1934., 0.808263} {0.08447, 2064., 0.853369} {0.09012, 2202., 0.914796} {0.02134, 860., 0.774559} {0.02323, 936., 0.91938} {0.02517, 1014., 0.901915} {0.0272, 1096., 0.752437} {0.03922, 1580., 0.7919} {0.042, 1692., 0.812322} {0.0165, 1096., 0.809171} {0.01782, 1184., 0.833996} {0.006611, 724., 0.754202} {544, ATL7jtR6u} {x, Q, value} {0.3947, 2152., 0.709537} {0.4262, 2324., 0.812753} {0.4805, 2620., 0.895017} {0.1156, 232., 0.869079} {0.1336, 268., 0.753896} {0.1907, 232., 0.866944} {0.7267, 884., 0.707414} {0.2394, 2152., 0.709537} {0.2585, 2324., 0.812753} {0.2914, 2620., 0.895017} {0.009495, 232., 0.869079} {0.01096, 268., 0.753896} {0.163, 3984., 0.739265} {0.005759, 232., 0.866944} {0.02194, 884., 0.707414} {0.03415, 1376., 0.751517} {0.03654, 1472., 0.807165} {0.04438, 1788., 0.920402} {0.0989, 3984., 0.823235} {0.01439, 956., 0.753449} {0.01553, 1032., 0.815452} {0.01674, 1112., 0.866499} {0.01933, 1284., 0.908184} {0.02692, 1788., 0.900295} {0.006867, 752., 0.903422} {565, ATL8ttpt} {x, Q, value} {0.05, 400., 0.838837} {0.08, 640., 0.843837} {0.1, 800., 0.828117} {0.125, 1000., 0.858704} {566, ATL8ttya} {x, Q, value} {0.1112, 400., 0.723437} {0.2736, 400., 0.84002} {0.02246, 400., 0.723437} {0.009134, 400., 0.84002} {567, ATL8ttmtt} {x, Q, value} {0.08125, 650., 0.74537} {0.1375, 1100., 0.864983} {568, ATL8ttytt} {x, Q, value} {0.224, 400., 0.830481} {0.01115, 400., 0.830481} {545, CMS8jtR7v5} {x, Q, value} {0.5165, 1184., 0.72438} {0.5567, 1276., 0.75308} {0.5985, 1372., 0.777642} {0.643, 1474., 0.767159} {0.1208, 168., 0.73772} {0.0424, 1184., 0.72438} {0.04569, 1276., 0.75308} {0.04913, 1372., 0.777642} {0.05278, 1474., 0.767159} {0.003649, 168., 0.73772} datatype: |Corr(r, f(x,Q))| flavour: 5 〈x 〉c + Expts: {{160, HERAIpII}, {101, BcdF2pCor}, {102, BcdF2dCor}, {104, NmcRatCor}, {108, cdhswf2}, {109, cdhswf3}, {110, ccfrf2.mi}, {111, ccfrf3.md}, {124, NuTvNuChXN}, {125, NuTvNbChXN}, {126, CcfrNuChXN}, {127, CcfrNbChXN}, {147, Hn1X0c}, {201, e605}, {203, e866f}, {204, e866ppxf}, {225, cdfLasy}, {227, cdfLasy2}, {234, d02Masy1}, {260, ZyD02a}, {261, ZyCDF2}, {504, cdf2jtCor2}, {514, d02jtCor2}, {145, Hn+9900x0b}, {169, H1FL10}, {267, CMS7Easy}, {268, ATL7_WZ}, {535, ATL7jtR6}, {240, LHCb7_WZ1}, {241, LHCb7Wasy1}, {281, d02Easy5}, {266, CMS7Masy2}, {538, CMS7jtR7v2}, {245, LHCb7ZWrap}, {246, LHCb8Zeer}, {247, ATL7Zpt}, {542, CMS7jtR7y6}, {544, ATL7jtR6u}, {249, CMS8Wxa}, {250, LHCb8WZ}, {565, ATL8ttpt}, {566, ATL8ttya}, {567, ATL8ttmtt}, {568, ATL8ttytt}, {545, CMS8jtR7v5}, {252, ATL8DY2D}, {253, ATL8ZpTv3}} Npt: 4021 SumVals: 758.916 DataMax: 0.949365 DataMin: 0.0000580476 DataMean: 0.188738 DataMedian: 0.125127 DataSD: 0.188463 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 152.881 0.707544 0.0000580476 0.136501 0.111992 0.104682 101 337 30.7146 0.395381 0.0000788555 0.0911412 0.0754596 0.0731715 102 250 27.9133 0.495855 0.00086188 0.111653 0.0889387 0.0902109 104 123 8.48578 0.210033 0.000115709 0.0689901 0.0653484 0.0472974 108 85 15.5997 0.43995 0.044356 0.183526 0.175126 0.0889904 109 96 15.8688 0.317154 0.0571314 0.1653 0.142041 0.0877085 110 69 8.04294 0.249088 0.00619743 0.116564 0.107387 0.0774627 111 86 11.6243 0.317045 0.0159025 0.135166 0.0863576 0.0862069 124 38 3.02111 0.247935 0.0158197 0.0795029 0.0667654 0.0553495 125 33 2.48516 0.190918 0.000150941 0.0753078 0.0575657 0.0561743 126 40 3.6893 0.261052 0.0140154 0.0922326 0.0695801 0.0701075 127 38 2.68873 0.229924 0.00181124 0.0707561 0.0499864 0.0616754 147 47 15.7624 0.589363 0.00412361 0.335371 0.365027 0.159273 201 119 9.89015 0.27188 0.00973975 0.0831105 0.0536314 0.0693869 203 15 0.323829 0.035248 0.0119753 0.0215886 0.0214426 0.0074958 204 184 18.1215 0.277338 0.000957196 0.0984862 0.0823628 0.0718721 225 11 0.808372 0.144572 0.00290292 0.0734884 0.0791988 0.051398 227 11 0.610681 0.109661 0.00371102 0.0555165 0.0463974 0.0382071 234 9 0.448615 0.103417 0.00522075 0.0498461 0.0395901 0.038866 260 28 3.53349 0.210693 0.00499967 0.126196 0.123135 0.0610468 261 29 3.823 0.233636 0.00850345 0.131828 0.118829 0.0697491 504 72 27.649 0.914458 0.00427547 0.384014 0.344942 0.233681 514 110 57.7631 0.949365 0.00190102 0.525119 0.554704 0.274872 145 10 3.25715 0.604956 0.0204074 0.325715 0.370864 0.201389 169 9 0.989249 0.158515 0.0257223 0.109917 0.117263 0.0475408 267 11 0.596692 0.129808 0.00148366 0.0542447 0.0326717 0.0492256 268 41 6.09612 0.282913 0.000955699 0.148686 0.144541 0.0847827 535 90 44.209 0.937833 0.019359 0.491211 0.51887 0.237337 240 14 1.59713 0.226698 0.00238546 0.114081 0.11493 0.0604294 241 5 0.522853 0.2217 0.0332889 0.104571 0.0850099 0.0795244 281 13 1.41049 0.23045 0.000862984 0.108499 0.120299 0.0690784 266 11 0.646749 0.141037 0.0055271 0.0587954 0.0303055 0.0498094 538 133 43.5838 0.901239 0.00638983 0.327698 0.296694 0.223282 245 33 3.61292 0.199648 0.00343527 0.109482 0.103414 0.0539469 246 17 2.58022 0.236623 0.0223953 0.151778 0.173968 0.0611791 247 8 1.7592 0.580831 0.0398086 0.219899 0.202891 0.170462 542 158 58.6536 0.930483 0.00219372 0.371225 0.341962 0.234733 544 140 53.5196 0.941169 0.0000999672 0.382283 0.34976 0.270931 249 33 3.34184 0.24443 0.00298786 0.101268 0.10096 0.0693615 250 42 4.98748 0.227738 0.0129971 0.11875 0.110123 0.0545198 565 8 5.02511 0.832199 0.290789 0.628139 0.684971 0.216587 566 5 3.34684 0.812013 0.517573 0.669369 0.679071 0.10499 567 7 3.02653 0.816953 0.106928 0.432361 0.3953 0.258252 568 5 2.30895 0.838963 0.164114 0.461789 0.386286 0.252556 545 185 62.8371 0.815453 0.00400817 0.33966 0.319999 0.211498 252 48 10.7771 0.488411 0.00116256 0.224522 0.221768 0.118582 253 45 18.4811 0.679869 0.029824 0.410692 0.490478 0.185187 1601 42 4.6276 0.222515 0.000318996 0.110181 0.121684 0.0625758 -1601 39 5.52891 0.515177 0.00325372 0.141767 0.103863 0.115173 1602 159 27.0213 0.409104 0.0027191 0.169945 0.158504 0.108012 -1602 880 115.703 0.707544 0.0000580476 0.131481 0.108121 0.104093 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.4, 173.2, 0.707544} {504, cdf2jtCor2} {x, Q, value} {0.5621, 448., 0.824822} {0.7479, 596., 0.726983} {0.8633, 688., 0.909041} {0.9938, 792., 0.902705} {0.8241, 254., 0.703558} {0.09293, 448., 0.824822} {0.1236, 596., 0.726983} {0.1427, 688., 0.909041} {0.1642, 792., 0.902705} {0.1895, 914., 0.914458} {0.2186, 1054., 0.907573} {0.02037, 254., 0.703558} {0.03593, 448., 0.835696} {514, d02jtCor2} {x, Q, value} {0.08724, 140., 0.782311} {0.6107, 980., 0.790855} {0.673, 1080., 0.905568} {0.8288, 1330., 0.929036} {0.2231, 240., 0.868625} {0.2974, 320., 0.822165} {0.3718, 400., 0.80299} {0.409, 440., 0.753414} {0.4927, 530., 0.859902} {0.8273, 890., 0.927527} {0.9203, 990., 0.949365} {0.2496, 180., 0.818368} {0.3051, 220., 0.837355} {0.527, 380., 0.793942} {0.5824, 420., 0.812076} {0.6934, 500., 0.788067} {0.3724, 180., 0.885343} {0.5793, 280., 0.705225} {0.7716, 250., 0.763934} {0.8642, 280., 0.867719} {0.9876, 320., 0.878769} {0.9209, 200., 0.838573} {0.05848, 140., 0.782311} {0.4093, 980., 0.790855} {0.4511, 1080., 0.905568} {0.5555, 1330., 0.929036} {0.0672, 240., 0.868625} {0.0896, 320., 0.822165} {0.112, 400., 0.80299} {0.1232, 440., 0.753414} {0.1484, 530., 0.859902} {0.2492, 890., 0.927527} {0.2772, 990., 0.949365} {0.3556, 1270., 0.931496} {0.03378, 180., 0.818368} {0.04129, 220., 0.837355} {0.07132, 380., 0.793942} {0.07883, 420., 0.812076} {0.09384, 500., 0.788067} {0.1557, 830., 0.841275} {0.1952, 1040., 0.858901} {0.02264, 180., 0.885343} {0.03522, 280., 0.705225} {0.06668, 530., 0.77754} {0.07297, 580., 0.832847} {0.08177, 650., 0.834245} {0.1044, 830., 0.767636} {0.02108, 250., 0.763934} {0.02361, 280., 0.867719} {0.02698, 320., 0.878769} {0.02951, 350., 0.871758} {0.03963, 470., 0.784665} {0.0113, 200., 0.838573} {0.01243, 220., 0.864139} {0.01356, 240., 0.76885} {0.01809, 320., 0.828166} {0.01978, 350., 0.865014} {0.02261, 400., 0.838338} {535, ATL7jtR6} {x, Q, value} {0.2019, 520., 0.804188} {0.3883, 1000., 0.795943} {0.08926, 120., 0.761818} {0.595, 800., 0.798293} {0.7438, 1000., 0.835351} {0.3642, 220., 0.863995} {0.3154, 90., 0.721724} {0.4205, 120., 0.798394} {0.02732, 520., 0.804188} {0.05255, 1000., 0.795943} {0.1576, 3000., 0.738366} {0.003292, 120., 0.761818} {0.02194, 800., 0.798293} {0.02743, 1000., 0.835351} {0.06584, 2400., 0.819125} {0.002712, 220., 0.863995} {0.01232, 1000., 0.825018} {0.000524, 90., 0.721724} {0.0006987, 120., 0.798394} {0.001863, 320., 0.779937} {0.002445, 420., 0.766516} {0.003028, 520., 0.719177} {0.00361, 620., 0.923672} {0.0005756, 220., 0.84365} {0.0008372, 320., 0.937833} {538, CMS7jtR7v2} {x, Q, value} {0.1326, 266., 0.755631} {0.1525, 306., 0.775175} {0.6362, 1276., 0.901239} {0.7069, 860., 0.712075} {0.7694, 936., 0.788637} {0.8335, 1014., 0.87573} {0.901, 1096., 0.899107} {0.9733, 1184., 0.854047} {0.01088, 266., 0.755631} {0.01252, 306., 0.775175} {0.05222, 1276., 0.901239} {0.1378, 3368., 0.833181} {0.02134, 860., 0.712075} {0.02323, 936., 0.788637} {0.02517, 1014., 0.87573} {0.0272, 1096., 0.899107} {0.02939, 1184., 0.854047} {0.0165, 1096., 0.731535} {0.01782, 1184., 0.752649} {0.01921, 1276., 0.718959} {542, CMS7jtR7y6} {x, Q, value} {0.08376, 168., 0.788785} {0.09673, 194., 0.783085} {0.1136, 228., 0.814991} {0.1326, 266., 0.808095} {0.5464, 1096., 0.769206} {0.5903, 1184., 0.825453} {0.6362, 1276., 0.856728} {0.9643, 1934., 0.769788} {0.7069, 860., 0.774754} {0.7694, 936., 0.930483} {0.8335, 1014., 0.926389} {0.901, 1096., 0.78277} {0.006876, 168., 0.788785} {0.00794, 194., 0.783085} {0.009331, 228., 0.814991} {0.01088, 266., 0.808095} {0.04485, 1096., 0.769206} {0.04846, 1184., 0.825453} {0.05222, 1276., 0.856728} {0.07915, 1934., 0.769788} {0.08447, 2064., 0.825444} {0.09012, 2202., 0.897643} {0.02134, 860., 0.774754} {0.02323, 936., 0.930483} {0.02517, 1014., 0.926389} {0.0272, 1096., 0.78277} {0.03922, 1580., 0.813485} {0.042, 1692., 0.839141} {0.0165, 1096., 0.805311} {0.01782, 1184., 0.841189} {0.006611, 724., 0.773106} {544, ATL7jtR6u} {x, Q, value} {0.4262, 2324., 0.828405} {0.4805, 2620., 0.91423} {0.2467, 816., 0.713996} {0.3363, 1112., 0.705797} {0.1156, 232., 0.838233} {0.1336, 268., 0.749866} {0.6402, 1284., 0.739084} {0.1907, 232., 0.850632} {0.3946, 480., 0.719759} {0.7267, 884., 0.760258} {0.7859, 956., 0.747863} {0.2585, 2324., 0.828405} {0.2914, 2620., 0.91423} {0.05506, 816., 0.713996} {0.07503, 1112., 0.705797} {0.009495, 232., 0.838233} {0.01096, 268., 0.749866} {0.05255, 1284., 0.739084} {0.163, 3984., 0.7754} {0.005759, 232., 0.850632} {0.01191, 480., 0.719759} {0.02194, 884., 0.760258} {0.02373, 956., 0.747863} {0.03415, 1376., 0.717756} {0.03654, 1472., 0.776663} {0.04438, 1788., 0.941169} {0.0989, 3984., 0.867179} {0.01439, 956., 0.755772} {0.01553, 1032., 0.823598} {0.01674, 1112., 0.890639} {0.01933, 1284., 0.926953} {0.02692, 1788., 0.9128} {0.006867, 752., 0.905273} {0.00873, 956., 0.706311} {565, ATL8ttpt} {x, Q, value} {0.05, 400., 0.808636} {0.08, 640., 0.803077} {0.1, 800., 0.803793} {0.125, 1000., 0.832199} {566, ATL8ttya} {x, Q, value} {0.2736, 400., 0.812013} {0.009134, 400., 0.812013} {567, ATL8ttmtt} {x, Q, value} {0.1375, 1100., 0.816953} {568, ATL8ttytt} {x, Q, value} {0.224, 400., 0.838963} {0.01115, 400., 0.838963} {545, CMS8jtR7v5} {x, Q, value} {0.5165, 1184., 0.739212} {0.5567, 1276., 0.778291} {0.5985, 1372., 0.813789} {0.643, 1474., 0.815453} {0.6893, 1580., 0.75189} {0.1208, 168., 0.739009} {0.3524, 490., 0.700904} {0.0424, 1184., 0.739212} {0.04569, 1276., 0.778291} {0.04913, 1372., 0.813789} {0.05278, 1474., 0.815453} {0.05658, 1580., 0.75189} {0.003649, 168., 0.739009} {0.01064, 490., 0.700904} {0.004347, 544., 0.746438}