datatype: |Corr(r, f(x,Q))| flavour: x=-0.5 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: 392.776 DataMax: 0.711188 DataMin: -6 3.29648 10 DataMean: 0.0976813 DataMedian: 0.0634957 DataSD: 0.102937 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 86.6559 0.517851 0.0000363587 0.0773714 0.054702 0.079554 101 337 35.4484 0.354865 0.000310781 0.105188 0.0972335 0.0642969 102 250 18.9121 0.245837 0.000138931 0.0756485 0.0519761 0.0668496 104 123 38.1891 0.711188 0.00356477 0.31048 0.269807 0.184984 108 85 12.3647 0.218395 0.0528891 0.145467 0.136776 0.0591418 109 96 19.3211 0.446378 0.00273729 0.201261 0.182718 0.158502 110 69 6.90574 0.24233 0.00319961 0.100083 0.0971836 0.0600171 111 86 20.441 0.450006 0.00122913 0.237686 0.25501 0.162629 124 38 3.10762 0.139406 0.0254283 0.0817794 0.0809849 0.0324484 125 33 1.8338 0.104289 0.0041969 0.0555698 0.0551587 0.0344295 126 40 3.67583 0.132946 0.0429916 0.0918959 0.0854445 0.0245954 127 38 2.25283 0.106132 0.000611255 0.0592849 0.0626056 0.0324013 147 47 3.58633 0.171914 0.00062005 0.0763049 0.072206 0.047797 201 119 12.6238 0.337725 0.00336762 0.106082 0.106667 0.0551149 203 15 4.64141 0.441011 0.136853 0.309427 0.33315 0.112987 204 184 30.568 0.367227 0.00403464 0.16613 0.154153 0.110128 225 11 0.35981 0.0585278 0.0162185 0.03271 0.0274672 0.0139301 227 11 0.464186 0.0952632 0.00224291 0.0421987 0.0296616 0.0341096 234 9 0.647446 0.0880133 0.0496991 0.0719384 0.0745633 0.012726 260 28 4.57019 0.270349 0.0401638 0.163221 0.186072 0.0795352 261 29 4.79826 0.268035 0.00217843 0.165457 0.190186 0.0849253 504 72 1.97921 0.236818 0.00011167 0.027489 0.018667 0.034829 514 110 3.34344 0.127584 0.000552037 0.0303949 0.0227979 0.0263697 145 10 0.910075 0.171689 0.00631608 0.0910075 0.087233 0.0565704 169 9 0.56804 0.139555 0.0136846 0.0631155 0.054154 0.0424868 267 11 2.86242 0.439442 0.078765 0.26022 0.265863 0.146579 268 41 3.21226 0.185431 0.00304515 0.0783477 0.065878 0.0544328 535 90 4.23731 0.207325 0.0000980907 0.0470812 0.0362705 0.040882 240 14 2.24405 0.291303 0.0356532 0.16029 0.149782 0.0841659 241 5 0.663258 0.183266 0.0879141 0.132652 0.124522 0.0414789 281 13 0.682947 0.119933 0.0102485 0.0525344 0.0512394 0.0344861 266 11 2.48555 0.42591 0.0182682 0.225959 0.253361 0.167822 538 133 3.79176 0.08759 0.0000364366 0.0285095 0.0253059 0.0210624 245 33 5.74142 0.368572 0.009733 0.173982 0.173247 0.108871 246 17 2.01285 0.211868 0.0384833 0.118403 0.126287 0.0473756 247 8 1.51284 0.25367 0.0860287 0.189105 0.206317 0.0641918 542 158 4.69294 0.0860315 3.296E-6 0.0297021 0.0261507 0.0219588 544 140 4.65913 0.104636 0.000408209 0.0332795 0.0283274 0.0242885 249 33 3.63067 0.297512 0.00177183 0.11002 0.0936623 0.0795193 250 42 5.55798 0.278116 0.0000552436 0.132333 0.138382 0.0858289 565 8 1.19222 0.255733 0.0334235 0.149027 0.142949 0.0654292 566 5 0.209158 0.0796428 0.0166731 0.0418317 0.0405649 0.0263351 567 7 0.464372 0.190413 0.000604846 0.0663388 0.0680278 0.0718629 568 5 0.120822 0.0623547 0.000933436 0.0241644 0.0102221 0.0269824 545 185 7.76134 0.114676 0.000381106 0.0419532 0.0411933 0.0240068 252 48 7.76554 0.383996 0.0104545 0.161782 0.142355 0.105608 253 45 9.10711 0.516005 0.00443723 0.20238 0.176167 0.146645 1601 42 7.18343 0.434038 0.0151455 0.171034 0.141966 0.108562 -1601 39 13.6472 0.517851 0.0999005 0.349929 0.378788 0.116107 1602 159 13.6094 0.224469 0.000738718 0.085594 0.0786623 0.0548764 -1602 880 52.2158 0.259658 0.0000363587 0.0593362 0.0463914 0.0482696 highlightrange: {{0.7, 1.}} highlighted data {104, NmcRatCor} {x, Q, value} {0.18, 5.158, 0.702893} {0.18, 5.947, 0.703607} {0.18, 6.856, 0.711188} datatype: |Corr(r, f(x,Q))| flavour: x=-0.19 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: 350.144 DataMax: 0.919926 DataMin: -6 6.67218 10 DataMean: 0.0870788 DataMedian: 0.06192 DataSD: 0.0922185 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 71.731 0.408673 6.672E-6 0.0640456 0.0492914 0.0574482 101 337 26.9704 0.217642 0.0000873559 0.080031 0.0724099 0.0471908 102 250 24.9867 0.362467 0.000215546 0.0999469 0.0726687 0.0845008 104 123 29.008 0.575203 0.00197513 0.235838 0.213697 0.170515 108 85 7.98427 0.200197 0.0128255 0.0939326 0.0748135 0.0534553 109 96 14.5149 0.339337 0.00548208 0.151197 0.146829 0.0910816 110 69 8.52606 0.314068 0.00067983 0.123566 0.121429 0.0890622 111 86 14.3794 0.369924 0.00182689 0.167202 0.161753 0.103704 124 38 1.0272 0.0580507 0.00152126 0.0270316 0.0190474 0.0172767 125 33 1.69384 0.0917874 0.0000460819 0.0513284 0.0569499 0.0302843 126 40 1.01378 0.0738377 0.000277501 0.0253446 0.0214543 0.0185036 127 38 1.57899 0.0986653 0.000788016 0.0415523 0.0299061 0.0348865 147 47 1.43588 0.105697 0.00110543 0.0305507 0.0281293 0.0210185 201 119 30.7639 0.833538 0.00501753 0.25852 0.242785 0.141895 203 15 8.13021 0.919926 0.0675402 0.542014 0.65405 0.319215 204 184 8.92134 0.162912 0.000337979 0.0484855 0.0402766 0.0377068 225 11 1.18306 0.271555 0.0298731 0.107551 0.0642767 0.0886622 227 11 1.24327 0.267452 0.0512174 0.113024 0.0713931 0.0773288 234 9 0.367733 0.154495 0.00211007 0.0408592 0.0242693 0.0465066 260 28 2.63738 0.265014 0.00327642 0.0941922 0.0728153 0.0741611 261 29 3.40555 0.297103 0.0082973 0.117433 0.092691 0.0769051 504 72 4.39274 0.149 0.000917632 0.0610103 0.06538 0.0345377 514 110 6.12822 0.16127 0.000490995 0.0557111 0.0600581 0.035114 145 10 0.455151 0.0658102 0.0219868 0.0455151 0.0434169 0.017009 169 9 0.167251 0.0248753 0.00612975 0.0185834 0.021044 0.00647988 267 11 1.5942 0.21922 0.0032624 0.144927 0.195372 0.0820696 268 41 3.06155 0.317633 0.000782551 0.074672 0.0481403 0.0751873 535 90 4.16986 0.16777 0.00127475 0.0463318 0.0406207 0.0341142 240 14 2.34438 0.469011 0.0300628 0.167456 0.0978466 0.151862 241 5 1.01847 0.373375 0.0243649 0.203694 0.19564 0.158214 281 13 1.68598 0.270933 0.00709421 0.12969 0.148904 0.104672 266 11 1.66171 0.224679 0.0312702 0.151064 0.178014 0.0688911 538 133 8.3917 0.123735 0.00301955 0.0630955 0.0656182 0.0326243 245 33 4.49609 0.455335 0.0084436 0.136245 0.0839914 0.124342 246 17 1.02997 0.161165 0.00140004 0.0605862 0.0494657 0.0468158 247 8 1.42941 0.196904 0.123131 0.178676 0.185254 0.0238697 542 158 9.44785 0.131733 0.0000508624 0.0597965 0.0632145 0.0324891 544 140 8.11995 0.136391 0.000432004 0.0579996 0.0568953 0.034678 249 33 2.48649 0.185556 0.00311284 0.0753482 0.0735131 0.0493891 250 42 5.49772 0.474499 0.00668684 0.130898 0.0826387 0.126525 565 8 0.44755 0.161574 0.00164651 0.0559437 0.0436691 0.0472686 566 5 0.295582 0.0985259 0.0115746 0.0591163 0.0611811 0.0346111 567 7 0.522252 0.186798 0.0129022 0.0746074 0.0566503 0.0675312 568 5 0.545051 0.177226 0.0295909 0.10901 0.104498 0.0564856 545 185 8.16621 0.12477 0.000150353 0.0441416 0.0426552 0.0285064 252 48 6.62891 0.316097 0.000481223 0.138102 0.135362 0.0842798 253 45 4.45647 0.304835 0.00158248 0.0990327 0.0934125 0.0691831 1601 42 7.80602 0.408673 0.000275451 0.185858 0.159624 0.109141 -1601 39 6.99266 0.328272 0.062332 0.179299 0.177428 0.0711445 1602 159 9.86158 0.177659 6.672E-6 0.0620225 0.0492865 0.0492947 -1602 880 47.0708 0.204922 0.000168128 0.0534895 0.0456379 0.0397433 highlightrange: {{0.7, 1.}} highlighted data {201, e605} {x, Q, value} {0.4213, 12.11, 0.833538} {0.2312, 12.11, 0.833538} {203, e866f} {x, Q, value} {0.3237, 8.31, 0.792772} {0.3253, 8.869, 0.893831} {0.332, 9.63, 0.919926} {0.3437, 10.44, 0.886527} {0.3556, 11.23, 0.840126} {0.3659, 12.16, 0.78653} {0.3609, 13.07, 0.738103} {0.1419, 8.31, 0.792772} {0.1609, 8.869, 0.893831} {0.1859, 9.63, 0.919926} {0.211, 10.44, 0.886527} {0.236, 11.23, 0.840126} {0.2689, 12.16, 0.78653} {0.315, 13.07, 0.738103} datatype: |Corr(r, f(x,Q))| flavour: x=-0.05 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: 384.468 DataMax: 0.959627 DataMin: 0.0000793923 DataMean: 0.095615 DataMedian: 0.0737145 DataSD: 0.096165 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 87.4369 0.384426 0.000103585 0.0780686 0.0672662 0.0586106 101 337 33.6284 0.233038 0.000393041 0.0997876 0.0974364 0.0591654 102 250 21.3973 0.330551 0.00148169 0.085589 0.0652187 0.0668512 104 123 43.7152 0.854443 0.000440423 0.355408 0.34244 0.2623 108 85 4.37518 0.258628 0.000468391 0.0514727 0.0327482 0.0453731 109 96 4.6778 0.157494 0.000615362 0.0487271 0.0357443 0.0377905 110 69 8.18746 0.386133 0.00994417 0.118659 0.0942883 0.0860005 111 86 5.6872 0.159805 0.001061 0.0661302 0.0417424 0.0483607 124 38 2.29213 0.0763782 0.0267234 0.0603193 0.0567215 0.0131171 125 33 1.30965 0.0666507 0.00627741 0.0396864 0.0449213 0.0189827 126 40 2.24655 0.0798522 0.0118242 0.0561638 0.0607074 0.0215142 127 38 2.23009 0.085632 0.0193763 0.0586865 0.0674289 0.0222923 147 47 1.51103 0.0834348 0.00246927 0.0321495 0.0318827 0.0177641 201 119 12.0005 0.294719 0.000375102 0.100844 0.09295 0.0582789 203 15 4.79191 0.959627 0.00781906 0.319461 0.173441 0.325132 204 184 26.3121 0.338893 0.00496447 0.143 0.149203 0.0737759 225 11 1.28468 0.212113 0.0116315 0.116789 0.119701 0.0581191 227 11 1.06746 0.229962 0.0038365 0.0970418 0.0572645 0.0929233 234 9 2.21554 0.282805 0.205139 0.246171 0.251859 0.0317799 260 28 6.76302 0.405223 0.0674405 0.241537 0.214325 0.0973 261 29 6.35959 0.426426 0.00957611 0.219296 0.180185 0.145413 504 72 5.15251 0.207663 0.0043756 0.0715627 0.0701196 0.0415161 514 110 6.83958 0.164669 0.00171661 0.062178 0.0577975 0.042661 145 10 0.205084 0.0487957 0.00188717 0.0205084 0.0173459 0.0147972 169 9 0.367798 0.0503602 0.0220011 0.0408664 0.0447733 0.00981534 267 11 1.13215 0.163177 0.00838491 0.102923 0.140804 0.0655993 268 41 7.28012 0.522435 0.00466623 0.177564 0.176414 0.127175 535 90 5.27994 0.299315 0.00198192 0.058666 0.0434573 0.0487175 240 14 1.41694 0.353773 0.0115079 0.10121 0.0750986 0.102317 241 5 0.275285 0.158046 0.00779344 0.0550571 0.0334884 0.0596519 281 13 1.64912 0.242065 0.0423294 0.126856 0.117355 0.075794 266 11 1.23802 0.163248 0.00604793 0.112548 0.14235 0.0545949 538 133 10.6006 0.161937 0.00283764 0.079704 0.0835127 0.0397258 245 33 3.39382 0.354464 0.00272572 0.102843 0.0963318 0.0746234 246 17 2.06199 0.214214 0.00744987 0.121294 0.118599 0.0664368 247 8 0.0815871 0.0336766 0.000963085 0.0101984 0.00545653 0.0118865 542 158 12.0394 0.188295 0.00143655 0.0761987 0.077161 0.040428 544 140 10.934 0.190318 0.00222236 0.0780998 0.0761675 0.0488576 249 33 6.37165 0.42584 0.00673373 0.19308 0.17982 0.114006 250 42 3.92253 0.356426 0.00228264 0.0933935 0.0893566 0.0761685 565 8 0.659007 0.265516 0.0000793923 0.0823759 0.0297732 0.109382 566 5 0.177535 0.0614999 0.00179421 0.0355071 0.0378576 0.0234969 567 7 0.579118 0.245339 0.00938786 0.0827312 0.0608049 0.0765276 568 5 0.186035 0.0790496 0.00339627 0.0372071 0.0481908 0.0327783 545 185 13.6066 0.158248 0.00146099 0.0735494 0.0746641 0.0358367 252 48 7.7997 0.378915 0.00342444 0.162494 0.146959 0.0936374 253 45 1.72802 0.159602 0.00310689 0.0384005 0.0310712 0.0339987 1601 42 4.59385 0.312957 0.00394373 0.109377 0.106093 0.0638659 -1601 39 6.92816 0.384426 0.00315442 0.177645 0.125015 0.128722 1602 159 13.4822 0.223572 0.000696066 0.084794 0.0749669 0.0575033 -1602 880 62.4326 0.212714 0.000103585 0.0709462 0.0624634 0.0482335 highlightrange: {{0.7, 1.}} highlighted data {104, NmcRatCor} {x, Q, value} {0.0125, 2.114, 0.73951} {0.0125, 2.326, 0.813161} {0.035, 2.11, 0.714821} {0.035, 2.339, 0.735135} {0.035, 2.63, 0.751115} {0.035, 2.993, 0.764491} {0.035, 3.384, 0.77212} {0.035, 3.789, 0.854443} {0.05, 2.112, 0.821396} {0.05, 2.337, 0.821601} {0.05, 2.626, 0.820563} {0.05, 2.988, 0.850556} {0.05, 3.382, 0.790324} {0.05, 3.85, 0.812425} {0.05, 4.381, 0.803888} {0.07, 2.114, 0.700019} {0.18, 2.114, 0.70387} {0.18, 2.343, 0.700887} {203, e866f} {x, Q, value} {0.4537, 5.09, 0.865446} {0.4087, 5.65, 0.959627} {0.3932, 6.29, 0.806712} {0.038, 5.09, 0.865446} {0.05198, 5.65, 0.959627} {0.06697, 6.29, 0.806712} datatype: |Corr(r, f(x,Q))| flavour: x=0.05 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: 463.195 DataMax: 0.95127 DataMin: 0.0000444271 DataMean: 0.115194 DataMedian: 0.0906746 DataSD: 0.105027 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 125.237 0.497707 0.0000515759 0.111818 0.103437 0.076482 101 337 52.6866 0.326466 0.000280797 0.15634 0.160006 0.0793094 102 250 30.3935 0.390596 0.0000844991 0.121574 0.100666 0.0895235 104 123 43.6235 0.95127 0.0209185 0.354663 0.29403 0.248818 108 85 6.85072 0.237055 0.000252194 0.0805967 0.0612173 0.0674602 109 96 5.58819 0.201895 0.0060354 0.0582103 0.0323157 0.0564871 110 69 11.1363 0.428174 0.000788667 0.161395 0.14077 0.113442 111 86 7.27993 0.201385 0.00600725 0.0846504 0.0680326 0.0681295 124 38 1.55455 0.0651236 0.00272908 0.0409092 0.0436659 0.0179952 125 33 0.376661 0.0313235 0.00032746 0.011414 0.00988027 0.00832572 126 40 1.73092 0.0717018 0.00244611 0.0432729 0.0462592 0.0200876 127 38 1.01186 0.04541 0.00122583 0.0266279 0.0269226 0.0130756 147 47 2.69137 0.135832 0.00298449 0.0572631 0.0586596 0.0371088 201 119 5.58705 0.172714 0.00131888 0.04695 0.0411017 0.0352675 203 15 4.5492 0.756785 0.00557727 0.30328 0.25486 0.225444 204 184 17.8351 0.250272 0.00152886 0.0969299 0.0855882 0.0628261 225 11 2.40919 0.325894 0.131935 0.219018 0.192183 0.0728191 227 11 1.24346 0.205242 0.0124177 0.113042 0.125828 0.0648621 234 9 0.932792 0.181024 0.0165822 0.103644 0.0898701 0.0600839 260 28 3.37754 0.325637 0.00896632 0.120626 0.0925561 0.0954109 261 29 4.02776 0.378896 0.0010599 0.138888 0.106127 0.115761 504 72 7.35528 0.368238 0.00698054 0.102157 0.106329 0.0584656 514 110 7.52582 0.22787 0.0000972497 0.0684165 0.0654612 0.0487927 145 10 0.698235 0.131744 0.0159335 0.0698235 0.0706479 0.0383563 169 9 0.628017 0.131101 0.0256869 0.0697796 0.0638829 0.0356159 267 11 1.747 0.308352 0.00812193 0.158818 0.164303 0.105142 268 41 9.35253 0.526718 0.00105892 0.228111 0.248327 0.134431 535 90 7.92037 0.280539 0.0000444271 0.0880041 0.0773388 0.0565981 240 14 3.30627 0.448302 0.00372646 0.236162 0.216995 0.135628 241 5 1.4722 0.369331 0.215394 0.29444 0.287271 0.07333 281 13 1.90671 0.319524 0.00528804 0.14667 0.136055 0.0779849 266 11 2.11251 0.393684 0.0116772 0.192046 0.196361 0.14017 538 133 9.05127 0.161761 0.000881868 0.0680546 0.0719095 0.0394768 245 33 7.61938 0.456636 0.0139923 0.23089 0.21128 0.1355 246 17 1.34512 0.144261 0.0179308 0.0791246 0.0790189 0.0430871 247 8 0.761991 0.138848 0.0429289 0.0952489 0.0986007 0.0365064 542 158 11.4987 0.176152 0.00354322 0.0727763 0.0684549 0.0422743 544 140 9.05009 0.232821 0.0000545013 0.0646435 0.064342 0.0451628 249 33 6.2447 0.440959 0.0143552 0.189233 0.174536 0.128669 250 42 11.7934 0.502582 0.00400285 0.280795 0.280222 0.133698 565 8 1.00114 0.180772 0.0420482 0.125143 0.145892 0.048641 566 5 0.492189 0.161902 0.0371747 0.0984378 0.0933063 0.0502038 567 7 0.859597 0.385481 0.00833048 0.1228 0.126391 0.134111 568 5 0.616664 0.175463 0.1073 0.123333 0.109171 0.0293099 545 185 14.8049 0.249348 0.00120698 0.0800267 0.0684213 0.0594242 252 48 7.58239 0.304713 0.00146737 0.157966 0.184183 0.0955195 253 45 6.32577 0.407864 0.00329426 0.140573 0.120458 0.103953 1601 42 8.59448 0.497707 0.0159509 0.204631 0.1797 0.11124 -1601 39 6.12024 0.416414 0.0305749 0.156929 0.126362 0.0971545 1602 159 21.3444 0.359539 0.00173179 0.134241 0.126121 0.0833771 -1602 880 89.1775 0.356177 0.0000515759 0.101338 0.0942171 0.0671492 highlightrange: {{0.7, 1.}} highlighted data {104, NmcRatCor} {x, Q, value} {0.035, 2.11, 0.828033} {0.035, 2.339, 0.782539} {0.035, 2.63, 0.792321} {0.035, 2.993, 0.799202} {0.035, 3.384, 0.874117} {0.035, 3.789, 0.855727} {0.05, 2.112, 0.942914} {0.05, 2.337, 0.943718} {0.05, 2.626, 0.944096} {0.05, 2.988, 0.902998} {0.05, 3.382, 0.95127} {0.05, 3.85, 0.937943} {0.05, 4.381, 0.875547} {0.07, 2.114, 0.844636} {0.07, 2.339, 0.825454} {0.07, 2.629, 0.806457} {0.07, 2.985, 0.780211} {0.07, 3.376, 0.75369} {203, e866f} {x, Q, value} {0.4537, 5.09, 0.756785} {0.038, 5.09, 0.756785} datatype: |Corr(r, f(x,Q))| flavour: x=0.19 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: 525.803 DataMax: 0.842752 DataMin: 0.0000667876 DataMean: 0.130764 DataMedian: 0.0796667 DataSD: 0.136112 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 127.13 0.769141 0.000251106 0.113509 0.072349 0.126369 101 337 79.1968 0.56488 0.0000682606 0.235005 0.218409 0.143936 102 250 34.0726 0.303844 0.00152193 0.13629 0.128062 0.0776876 104 123 45.7721 0.842752 0.0134245 0.372131 0.36053 0.228006 108 85 12.8201 0.266039 0.0326447 0.150825 0.132627 0.0704042 109 96 19.4745 0.527059 0.00970352 0.202859 0.174389 0.152894 110 69 11.0998 0.311847 0.00218847 0.160867 0.176625 0.0906607 111 86 22.3081 0.530826 0.00691453 0.259396 0.180945 0.169565 124 38 1.95684 0.104087 0.00476241 0.0514958 0.0515438 0.0209993 125 33 1.64609 0.0712118 0.00659505 0.0498816 0.0575453 0.0182733 126 40 2.29233 0.0988957 0.0198324 0.0573083 0.0481828 0.0239574 127 38 1.50292 0.072614 0.000408921 0.0395506 0.0406635 0.0233528 147 47 3.5488 0.161296 0.000345307 0.0755063 0.0729407 0.0506014 201 119 8.59132 0.342265 0.0010432 0.072196 0.0563201 0.0619677 203 15 2.39175 0.274576 0.00760287 0.15945 0.182796 0.0769906 204 184 34.935 0.479083 0.00144558 0.189864 0.153602 0.135218 225 11 2.45276 0.31365 0.0431933 0.222979 0.285028 0.110394 227 11 2.51332 0.328276 0.0183245 0.228484 0.293404 0.117926 234 9 0.142832 0.043819 0.000201791 0.0158702 0.0064262 0.0169279 260 28 10.458 0.54532 0.0551349 0.373499 0.439157 0.157979 261 29 10.2769 0.539947 0.0328373 0.354376 0.41195 0.167359 504 72 3.85089 0.228138 0.0012769 0.0534845 0.0392863 0.0489086 514 110 4.15524 0.124898 0.000913882 0.0377749 0.0353826 0.026684 145 10 0.916614 0.157249 0.0131482 0.0916614 0.103449 0.0520827 169 9 0.761705 0.15428 0.0321994 0.0846339 0.079184 0.0404249 267 11 2.82165 0.47472 0.060693 0.256514 0.202919 0.158859 268 41 3.53095 0.21242 0.00543784 0.0861208 0.0874152 0.0516169 535 90 4.14689 0.160929 0.00300495 0.0460766 0.0438321 0.0350796 240 14 1.99846 0.320965 0.0195551 0.142747 0.13341 0.100218 241 5 0.742856 0.201111 0.100078 0.148571 0.157367 0.0403529 281 13 2.10067 0.345907 0.0200942 0.16159 0.159787 0.100793 266 11 3.2596 0.499238 0.0473031 0.296328 0.258723 0.168387 538 133 4.76189 0.143967 0.0000667876 0.0358037 0.0298488 0.0303118 245 33 6.00389 0.338874 0.00375603 0.181936 0.168038 0.102451 246 17 1.29716 0.132324 0.0162805 0.0763036 0.0744302 0.0399049 247 8 0.861904 0.155052 0.0152654 0.107738 0.12683 0.0475141 542 158 5.81836 0.112351 0.000078427 0.0368251 0.0346665 0.0229012 544 140 4.9343 0.107049 0.000223165 0.035245 0.0323463 0.0240521 249 33 4.36059 0.348098 0.00125365 0.132139 0.122072 0.0902223 250 42 6.53739 0.312639 0.0154659 0.155652 0.161009 0.0785739 565 8 0.91813 0.278395 0.0453028 0.114766 0.0849075 0.0809998 566 5 0.258474 0.0691709 0.0302821 0.0516949 0.0519013 0.0167742 567 7 0.461949 0.171063 0.017491 0.0659928 0.0542274 0.0506793 568 5 0.266517 0.084775 0.0270814 0.0533034 0.051386 0.0213037 545 185 11.7172 0.192094 0.000318123 0.0633361 0.0559775 0.0450402 252 48 6.52246 0.370973 0.00962294 0.135885 0.12122 0.092599 253 45 8.21462 0.424979 0.0354179 0.182547 0.16234 0.109996 1601 42 12.208 0.634065 0.0246799 0.290666 0.264626 0.191247 -1601 39 16.0731 0.769141 0.0042777 0.41213 0.473434 0.240505 1602 159 26.3923 0.533014 0.00167655 0.165989 0.139439 0.127336 -1602 880 72.4562 0.529428 0.000251106 0.0823366 0.062032 0.0792535 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.13, 22.36, 0.730757} {0.13, 31.62, 0.752867} {0.13, 38.72, 0.769141} {0.13, 44.72, 0.758095} {0.13, 54.77, 0.729897} {104, NmcRatCor} {x, Q, value} {0.14, 4.445, 0.720718} {0.14, 5.152, 0.732408} {0.14, 5.94, 0.742388} {0.18, 3.372, 0.704758} {0.18, 3.854, 0.705627} {0.18, 4.444, 0.842752} {0.18, 5.158, 0.832985} {0.18, 5.947, 0.83367} {0.18, 6.856, 0.809425} {0.18, 7.94, 0.741564} {0.225, 4.442, 0.761226} {0.225, 5.16, 0.750354} {0.225, 5.951, 0.740609} {0.225, 6.852, 0.714695} {0.225, 7.952, 0.703846} datatype: |Corr(r, f(x,Q))| flavour: x=0.49 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: 460.793 DataMax: 0.935493 DataMin: -6 4.36135 10 DataMean: 0.114597 DataMedian: 0.062951 DataSD: 0.13948 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 112.371 0.813786 4.361E-6 0.100331 0.0507372 0.139706 101 337 94.9161 0.699809 0.00345967 0.28165 0.258513 0.171575 102 250 20.744 0.214331 0.000239812 0.082976 0.0646615 0.0592435 104 123 28.768 0.935493 0.00210646 0.233886 0.10167 0.293117 108 85 6.6399 0.201781 0.000831612 0.0781164 0.0679337 0.0568333 109 96 14.7395 0.190644 0.0764716 0.153537 0.148047 0.0254395 110 69 6.21021 0.202539 0.000728903 0.0900031 0.088533 0.05024 111 86 12.6599 0.194567 0.00194504 0.147209 0.156586 0.041365 124 38 1.0191 0.0543055 0.0000472687 0.0268185 0.0310705 0.0131439 125 33 2.12549 0.0960716 0.00981332 0.0644088 0.0751304 0.0296968 126 40 1.34703 0.0672841 0.00304245 0.0336758 0.0324225 0.0171879 127 38 2.03141 0.112838 0.00457603 0.0534582 0.0470349 0.0393738 147 47 2.03804 0.078727 0.00105326 0.0433626 0.0419735 0.021131 201 119 10.336 0.494817 0.00878507 0.0868575 0.0558846 0.0808185 203 15 1.28029 0.171346 0.000210373 0.0853528 0.0840337 0.0554719 204 184 48.8855 0.623173 0.000470118 0.265682 0.249276 0.147983 225 11 2.29077 0.492055 0.0511494 0.208252 0.179104 0.135479 227 11 2.39091 0.497298 0.00783542 0.217355 0.204234 0.130616 234 9 1.13366 0.220956 0.0343153 0.125963 0.132997 0.0616082 260 28 1.38331 0.0917537 0.0065637 0.0494041 0.0521379 0.0211845 261 29 1.35157 0.0936096 0.000781117 0.046606 0.0537725 0.026701 504 72 6.00145 0.33562 0.00554411 0.0833535 0.0562756 0.0732567 514 110 5.52381 0.308388 0.000164871 0.0502165 0.0357869 0.0466079 145 10 0.560713 0.0897858 0.0137081 0.0560713 0.0604241 0.0258191 169 9 0.309947 0.0407431 0.0226517 0.0344386 0.0356306 0.0056918 267 11 1.94848 0.241445 0.111653 0.177135 0.183423 0.0492518 268 41 2.96275 0.163281 0.000517828 0.0722622 0.0726737 0.0476177 535 90 4.33103 0.31687 0.000812453 0.0481226 0.0427883 0.0430435 240 14 2.57673 0.731097 0.00682399 0.184052 0.125889 0.204193 241 5 1.33755 0.484846 0.00970071 0.26751 0.283302 0.198565 281 13 4.56108 0.622815 0.0978315 0.350853 0.398436 0.16924 266 11 1.59141 0.242482 0.0499196 0.144674 0.170788 0.0761023 538 133 6.75574 0.185626 0.000345206 0.050795 0.0378702 0.0426647 245 33 5.13181 0.75756 0.00260995 0.155509 0.100943 0.15727 246 17 0.853717 0.117885 0.00422296 0.0502187 0.0420547 0.0388342 247 8 0.927498 0.14173 0.0405911 0.115937 0.124646 0.0314153 542 158 5.95003 0.220523 0.000343098 0.0376584 0.0282121 0.0342601 544 140 6.60009 0.142726 0.000323589 0.0471435 0.0445215 0.0344211 249 33 1.85993 0.141118 0.00439076 0.0563615 0.0543684 0.0340975 250 42 7.22537 0.698916 0.0113563 0.172033 0.135111 0.150542 565 8 0.346869 0.0715853 0.0213738 0.0433586 0.0398174 0.0185733 566 5 0.171123 0.0585779 0.000292419 0.0342245 0.0353673 0.0225305 567 7 0.36767 0.184923 0.00626055 0.0525243 0.0252034 0.066617 568 5 0.171099 0.0463397 0.0216941 0.0342198 0.0327581 0.0114959 545 185 8.55891 0.192028 0.0000200068 0.0462644 0.0292016 0.0442192 252 48 5.9908 0.486572 0.00203091 0.124808 0.0798888 0.127367 253 45 3.51558 0.229392 0.00711546 0.078124 0.0619889 0.0591643 1601 42 11.3896 0.755665 0.0163937 0.271182 0.195076 0.234237 -1601 39 7.6016 0.813786 0.00707184 0.194913 0.0504907 0.249669 1602 159 26.0835 0.658276 0.00254228 0.164047 0.0772483 0.182804 -1602 880 67.2964 0.651019 4.361E-6 0.0764732 0.0458408 0.102422 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.4, 38.72, 0.744425} {0.4, 54.77, 0.754486} {0.4, 70.7, 0.749963} {0.4, 89.44, 0.755665} {0.4, 122.5, 0.712952} {0.4, 38.72, 0.799391} {0.4, 54.77, 0.781233} {0.4, 70.7, 0.788048} {0.4, 89.44, 0.813786} {0.4, 122.5, 0.756496} {104, NmcRatCor} {x, Q, value} {0.45, 3.367, 0.844416} {0.45, 3.859, 0.77146} {0.45, 4.446, 0.891376} {0.45, 5.16, 0.908706} {0.45, 5.958, 0.921484} {0.45, 6.875, 0.926871} {0.45, 7.978, 0.935493} {0.45, 9.902, 0.910868} {0.55, 3.854, 0.847413} {0.55, 4.442, 0.876794} {0.55, 5.16, 0.877589} {0.55, 5.964, 0.873831} {0.55, 6.867, 0.883212} {0.55, 7.972, 0.894254} {0.55, 9.941, 0.887173} {240, LHCb7_WZ1} {x, Q, value} {0.7658, 80.39, 0.731097} {0.0001722, 80.39, 0.731097} {245, LHCb7ZWrap} {x, Q, value} {0.8051, 80.39, 0.75756} {0.0001638, 80.39, 0.75756} datatype: |Corr(r, f(x,Q))| flavour: x=0.85 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: 545.69 DataMax: 0.734393 DataMin: 0.0000787903 DataMean: 0.13571 DataMedian: 0.0754237 DataSD: 0.144084 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 94.1006 0.693915 0.000158267 0.0840184 0.0467982 0.10746 101 337 73.7164 0.734393 0.000546745 0.218743 0.175088 0.185599 102 250 57.7881 0.547933 0.000472735 0.231152 0.253476 0.139365 104 123 29.1557 0.518117 0.0227208 0.237038 0.231111 0.143806 108 85 21.1989 0.481724 0.000516078 0.249399 0.282669 0.160405 109 96 28.2048 0.606924 0.024554 0.2938 0.271213 0.162747 110 69 15.9033 0.573846 0.00352584 0.230483 0.231773 0.16021 111 86 29.5215 0.607902 0.0201225 0.343273 0.317714 0.174855 124 38 1.83282 0.0820807 0.00797332 0.048232 0.0487168 0.0214204 125 33 0.806944 0.038335 0.00869477 0.0244529 0.0259528 0.00820327 126 40 2.03591 0.0938684 0.018059 0.0508977 0.0474975 0.0251397 127 38 0.788595 0.0379509 0.00628458 0.0207525 0.0216454 0.0100236 147 47 1.28095 0.0793684 0.000719454 0.0272543 0.0226649 0.0179443 201 119 5.39639 0.176403 0.00142472 0.0453478 0.0419184 0.0317327 203 15 1.09823 0.114086 0.002805 0.0732155 0.0751282 0.033978 204 184 41.4395 0.67604 0.00346474 0.225215 0.174985 0.167952 225 11 1.17205 0.228552 0.0137416 0.10655 0.0722585 0.0772098 227 11 1.05109 0.221744 0.00037177 0.0955539 0.0532879 0.0772263 234 9 1.40319 0.207682 0.0484659 0.15591 0.198465 0.0670811 260 28 10.8496 0.542529 0.0064688 0.387486 0.404983 0.13281 261 29 8.52209 0.532002 0.0178591 0.293865 0.303244 0.161451 504 72 8.72304 0.529084 0.00667759 0.121153 0.0867566 0.116998 514 110 7.11358 0.386761 0.000956229 0.0646689 0.0516749 0.0630869 145 10 0.384722 0.063991 0.00879031 0.0384722 0.0397693 0.0177895 169 9 0.112783 0.0363203 0.00363497 0.0125314 0.00766443 0.0109986 267 11 1.20989 0.156542 0.00179918 0.10999 0.125087 0.0536455 268 41 2.6708 0.338888 0.00103754 0.0651414 0.0598572 0.0596252 535 90 8.66383 0.314344 0.00139384 0.0962648 0.103021 0.0583265 240 14 2.55913 0.40269 0.00743824 0.182795 0.131708 0.122734 241 5 0.448229 0.132803 0.0577047 0.0896457 0.0956876 0.0307641 281 13 1.88586 0.267795 0.0528624 0.145066 0.119356 0.0697424 266 11 1.3317 0.168385 0.0147299 0.121063 0.145067 0.0496996 538 133 11.423 0.465654 0.000125595 0.0858873 0.0657282 0.090632 245 33 5.89067 0.355489 0.0212498 0.178505 0.14855 0.103571 246 17 3.51286 0.304139 0.0643481 0.206639 0.209846 0.0719976 247 8 0.53928 0.105286 0.000363246 0.06741 0.0862793 0.036281 542 158 10.3454 0.3077 0.000583681 0.0654773 0.0598075 0.050518 544 140 8.39653 0.199932 0.000123339 0.0599752 0.0576401 0.0430013 249 33 1.82827 0.146793 0.00210193 0.0554022 0.053658 0.0365592 250 42 6.96228 0.391249 0.016614 0.165769 0.153694 0.100343 565 8 1.23034 0.245057 0.111996 0.153792 0.129244 0.0560466 566 5 0.104253 0.0261889 0.00831071 0.0208505 0.0233058 0.00731439 567 7 0.400362 0.0990206 0.00948022 0.0571946 0.0590869 0.0300237 568 5 0.12203 0.0415791 0.00734766 0.0244059 0.0282151 0.01372 545 185 21.053 0.561839 0.0000787903 0.1138 0.0738492 0.120682 252 48 5.78572 0.381329 0.000863556 0.120536 0.0911641 0.105345 253 45 5.72578 0.29408 0.0220992 0.127239 0.112425 0.0755929 1601 42 8.164 0.493327 0.00691376 0.194381 0.159645 0.138395 -1601 39 12.8523 0.693915 0.00287289 0.329546 0.283316 0.183534 1602 159 19.9457 0.484048 0.000230613 0.125445 0.0761143 0.124874 -1602 880 53.1386 0.480747 0.000158267 0.0603848 0.0419555 0.0736321 highlightrange: {{0.7, 1.}} highlighted data {101, BcdF2pCor} {x, Q, value} {0.75, 6.557, 0.734393} {0.75, 7.036, 0.705894} {0.55, 5.701, 0.700275} {0.75, 10.75, 0.727587} {0.75, 11.73, 0.708061}