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: 393.935 DataMax: 0.699672 DataMin: -6 6.45177 10 DataMean: 0.0979693 DataMedian: 0.0646772 DataSD: 0.103137 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 87.8004 0.541417 6.452E-6 0.0783932 0.0549662 0.0815422 101 337 35.0815 0.342102 0.000279059 0.104099 0.0938263 0.0611765 102 250 18.8724 0.23643 0.000350535 0.0754897 0.0567398 0.0624182 104 123 38.6894 0.699672 0.0128267 0.314548 0.285984 0.185868 108 85 12.048 0.206905 0.048429 0.141742 0.148769 0.0549244 109 96 19.4232 0.460383 0.000314032 0.202325 0.176079 0.164988 110 69 6.45888 0.239006 0.00222992 0.093607 0.0899249 0.0575371 111 86 20.7965 0.465163 0.000798729 0.24182 0.259067 0.169665 124 38 3.33563 0.146256 0.0181979 0.0877797 0.0878934 0.0367907 125 33 1.90176 0.111635 0.00464603 0.0576291 0.0550136 0.0395187 126 40 3.94626 0.140866 0.0447181 0.0986564 0.0945934 0.0255089 127 38 2.35633 0.111208 0.00301579 0.0620087 0.0704381 0.0361267 147 47 3.70298 0.176412 0.00395075 0.0787869 0.0748752 0.0477217 201 119 9.12454 0.280736 0.00325572 0.0766768 0.0717013 0.0490919 203 15 4.41392 0.40286 0.140158 0.294262 0.315716 0.0867245 204 184 30.1405 0.366832 0.00162572 0.163807 0.148811 0.103642 225 11 0.405436 0.053317 0.0257608 0.0368578 0.0349316 0.00869634 227 11 0.463241 0.0835621 0.019594 0.0421128 0.0281219 0.0253599 234 9 0.728579 0.0977965 0.0456121 0.0809532 0.0850893 0.0172001 260 28 4.34303 0.260079 0.017182 0.155108 0.169463 0.0789898 261 29 4.6317 0.256443 0.00690155 0.159714 0.197889 0.0802006 504 72 2.0753 0.216447 0.0000400914 0.0288236 0.0162594 0.0339442 514 110 3.78046 0.129541 0.000524849 0.0343678 0.0254695 0.0281517 145 10 0.960398 0.175366 0.0175202 0.0960398 0.090304 0.0550151 169 9 0.526008 0.134892 0.0117941 0.0584453 0.0485329 0.0417223 267 11 2.9799 0.457185 0.0550044 0.2709 0.289502 0.159908 268 41 3.56954 0.210542 0.000102832 0.0870618 0.0832229 0.0601545 535 90 4.67535 0.216741 0.000569614 0.0519484 0.040496 0.0418784 240 14 2.11494 0.273924 0.0144772 0.151067 0.149109 0.07638 241 5 0.493816 0.166314 0.0365022 0.0987632 0.0919139 0.0547874 281 13 0.647387 0.0992305 0.00139976 0.049799 0.0463283 0.0333594 266 11 2.71064 0.442533 0.0242889 0.246422 0.280111 0.169778 538 133 4.47998 0.0963222 0.000238939 0.0336841 0.0312519 0.0238226 245 33 5.3976 0.370734 0.00363714 0.163564 0.156076 0.107075 246 17 2.18404 0.215261 0.0348742 0.128473 0.135637 0.0500416 247 8 1.61428 0.269475 0.0836682 0.201785 0.221284 0.0688705 542 158 5.37799 0.0970914 0.000453769 0.0340379 0.0292476 0.0245771 544 140 5.23056 0.117827 0.000461626 0.0373611 0.030678 0.0263595 249 33 3.91979 0.322706 0.0015237 0.118781 0.113526 0.0843518 250 42 5.09273 0.267778 0.000181021 0.121255 0.119172 0.0822895 565 8 1.28403 0.26794 0.0317786 0.160504 0.152454 0.0698459 566 5 0.21009 0.0665765 0.00587807 0.0420179 0.0426316 0.0252868 567 7 0.483021 0.192892 0.000401773 0.0690029 0.0823757 0.0713203 568 5 0.139535 0.0534603 0.000871703 0.0279069 0.0218435 0.0229481 545 185 7.75915 0.12456 0.000924224 0.0419413 0.0408793 0.0242631 252 48 8.23223 0.394321 0.0165765 0.171505 0.150633 0.110485 253 45 9.33145 0.530113 0.00445644 0.207366 0.174966 0.151494 1601 42 7.48556 0.441546 0.00920054 0.178228 0.158612 0.108399 -1601 39 14.0682 0.541417 0.0965979 0.360723 0.402349 0.120418 1602 159 13.7988 0.234785 0.00065393 0.0867851 0.0790901 0.0556385 -1602 880 52.4478 0.268845 6.452E-6 0.0595998 0.0470507 0.0485183 highlightrange: {{0.7, 1.}} highlighted data 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: 347.459 DataMax: 0.916414 DataMin: 0.0000327658 DataMean: 0.0864111 DataMedian: 0.0603218 DataSD: 0.0924479 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 70.4851 0.414927 0.0000327658 0.0629332 0.049209 0.0555832 101 337 24.6633 0.198091 0.000841172 0.073185 0.0685629 0.0441254 102 250 26.2392 0.372297 0.000402246 0.104957 0.0788909 0.0863452 104 123 29.5952 0.58842 0.00667176 0.240612 0.220605 0.17127 108 85 8.16167 0.215635 0.0102709 0.0960197 0.0744762 0.0577103 109 96 14.7933 0.332821 0.00286019 0.154097 0.161847 0.0940344 110 69 8.86789 0.327391 0.000489745 0.12852 0.125683 0.0931292 111 86 14.5176 0.369576 0.000325168 0.168809 0.167053 0.103823 124 38 0.893373 0.0580654 0.00227 0.0235098 0.0171295 0.0181382 125 33 1.68951 0.0859498 0.00346562 0.0511973 0.0566929 0.0284946 126 40 0.936389 0.0768783 0.00190959 0.0234097 0.0145477 0.0207232 127 38 1.69234 0.0985783 0.00103083 0.0445353 0.0382943 0.0347576 147 47 1.29147 0.103722 0.000337639 0.0274781 0.0246681 0.0202166 201 119 30.5433 0.821333 0.00310167 0.256666 0.24072 0.141066 203 15 8.26087 0.916414 0.104925 0.550725 0.697667 0.30952 204 184 8.05142 0.153502 0.000128883 0.0437577 0.0374631 0.0356215 225 11 1.14016 0.265477 0.0295604 0.103651 0.0572053 0.0884541 227 11 1.24637 0.260194 0.0579975 0.113306 0.0695806 0.0740473 234 9 0.331635 0.155747 0.00125796 0.0368484 0.0157725 0.0489518 260 28 2.74123 0.281983 0.00217863 0.0979009 0.0788717 0.0788404 261 29 3.54156 0.319128 0.00769877 0.122123 0.10029 0.0818626 504 72 4.46126 0.149703 0.0000779716 0.0619619 0.0655171 0.0346878 514 110 6.21204 0.160552 0.00037406 0.0564731 0.0600718 0.0359873 145 10 0.413768 0.060052 0.0212862 0.0413768 0.0390623 0.0153031 169 9 0.137824 0.0209838 0.00429787 0.0153138 0.0176729 0.00577126 267 11 1.48884 0.205127 0.0143561 0.135349 0.178855 0.0769093 268 41 3.13104 0.3142 0.00774269 0.0763668 0.0429917 0.075495 535 90 4.10219 0.160277 0.000550886 0.0455798 0.0396906 0.033055 240 14 2.24504 0.454713 0.0105488 0.16036 0.0930453 0.151195 241 5 0.952292 0.351175 0.00199448 0.190458 0.175354 0.151206 281 13 1.6578 0.261559 0.00699714 0.127523 0.143405 0.0988584 266 11 1.50902 0.20734 0.0275921 0.137184 0.169929 0.067224 538 133 8.22722 0.123938 0.00156848 0.0618588 0.0649468 0.0327474 245 33 4.2704 0.437805 0.00874891 0.129406 0.0820443 0.124085 246 17 0.993198 0.144364 0.00282347 0.0584234 0.0489021 0.0418495 247 8 1.38852 0.19114 0.123504 0.173565 0.179062 0.0219413 542 158 9.38286 0.13132 0.000709371 0.0593852 0.0622844 0.0326678 544 140 8.21853 0.139465 0.000443058 0.0587038 0.0578795 0.0353565 249 33 2.63723 0.167118 0.00200204 0.0799161 0.0845277 0.0474042 250 42 5.27017 0.454794 0.00690557 0.12548 0.0847011 0.124029 565 8 0.428671 0.173085 0.00856397 0.0535839 0.0377127 0.0522665 566 5 0.289529 0.0975175 0.00833598 0.0579058 0.0594611 0.035649 567 7 0.505434 0.19349 0.00644146 0.0722048 0.0541149 0.0710405 568 5 0.5399 0.177122 0.0269824 0.10798 0.102188 0.0576627 545 185 8.44153 0.127655 0.000689225 0.0456299 0.0438658 0.0277979 252 48 6.53943 0.312915 0.00876577 0.136238 0.131443 0.083018 253 45 4.33212 0.296885 0.000119647 0.0962693 0.0875029 0.0668293 1601 42 7.66708 0.414927 0.00623256 0.18255 0.170817 0.11116 -1601 39 6.75141 0.312061 0.0399474 0.173113 0.178603 0.0687988 1602 159 9.7335 0.171198 0.000955984 0.061217 0.0480226 0.0468353 -1602 880 46.3331 0.188331 0.0000327658 0.0526513 0.0453667 0.0378037 highlightrange: {{0.7, 1.}} highlighted data {201, e605} {x, Q, value} {0.4213, 12.11, 0.821333} {0.2312, 12.11, 0.821333} {203, e866f} {x, Q, value} {0.3237, 8.31, 0.824675} {0.3253, 8.869, 0.909272} {0.332, 9.63, 0.916414} {0.3437, 10.44, 0.86971} {0.3556, 11.23, 0.814721} {0.3659, 12.16, 0.75423} {0.3609, 13.07, 0.700738} {0.1419, 8.31, 0.824675} {0.1609, 8.869, 0.909272} {0.1859, 9.63, 0.916414} {0.211, 10.44, 0.86971} {0.236, 11.23, 0.814721} {0.2689, 12.16, 0.75423} {0.315, 13.07, 0.700738} 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: 383.285 DataMax: 0.958844 DataMin: 0.0000172365 DataMean: 0.0953207 DataMedian: 0.0737484 DataSD: 0.0970329 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 87.0938 0.360978 0.000161194 0.0777623 0.0680184 0.0568864 101 337 31.6672 0.215271 0.0000417053 0.093968 0.0897929 0.0550508 102 250 21.915 0.336072 0.00020336 0.0876601 0.0673525 0.0684421 104 123 44.5984 0.880691 0.0000298557 0.362589 0.332074 0.270674 108 85 4.60707 0.267916 0.000559621 0.0542008 0.0358863 0.0470909 109 96 4.21111 0.146415 0.00421821 0.0438657 0.0298286 0.0369736 110 69 8.67376 0.406121 0.00909046 0.125707 0.0969379 0.0903869 111 86 5.22705 0.147685 0.000886135 0.0607797 0.0373138 0.0467362 124 38 2.26294 0.0754563 0.0264921 0.059551 0.0563907 0.0128671 125 33 1.30962 0.0646058 0.005877 0.0396853 0.0448503 0.0185573 126 40 2.21625 0.0790171 0.0111287 0.0554062 0.0596825 0.0212537 127 38 2.17268 0.0833365 0.0206918 0.0571757 0.0651899 0.020745 147 47 1.52822 0.0820246 0.000456492 0.0325153 0.0304872 0.0189371 201 119 11.6006 0.308072 0.00425999 0.0974838 0.0876851 0.060763 203 15 4.83512 0.958844 0.013515 0.322341 0.186046 0.32274 204 184 25.3217 0.324194 0.00175389 0.137618 0.142268 0.0702028 225 11 1.3002 0.205033 0.000980773 0.1182 0.127179 0.0568645 227 11 1.00271 0.223565 0.000867611 0.0911552 0.0476343 0.0913356 234 9 2.14133 0.280607 0.194924 0.237926 0.240264 0.0344554 260 28 6.61294 0.400653 0.0533443 0.236176 0.213234 0.0960585 261 29 6.26844 0.425485 0.0093399 0.216153 0.165631 0.144162 504 72 5.2914 0.216472 0.0040047 0.0734917 0.0720594 0.0432503 514 110 7.0277 0.164003 0.000264507 0.0638882 0.061148 0.0441825 145 10 0.206765 0.0522441 0.00168826 0.0206765 0.0195337 0.0157409 169 9 0.39563 0.0541301 0.0236093 0.0439588 0.0474924 0.0108459 267 11 1.02729 0.144292 0.0147209 0.0933897 0.119383 0.0535281 268 41 7.47237 0.530707 0.000628028 0.182253 0.167615 0.128916 535 90 5.37821 0.304155 0.0000172365 0.0597579 0.0455992 0.0490546 240 14 1.42665 0.350365 0.00705364 0.101904 0.0659451 0.102887 241 5 0.21996 0.136315 0.011028 0.043992 0.0235161 0.0520754 281 13 1.57375 0.233659 0.0283256 0.121058 0.104092 0.0738693 266 11 1.14009 0.149792 0.0158485 0.103645 0.121743 0.0434989 538 133 10.6894 0.163066 0.00151667 0.0803712 0.0848465 0.0396573 245 33 3.39943 0.35227 0.000898545 0.103013 0.0954855 0.0738002 246 17 2.08173 0.217552 0.0129556 0.122455 0.132494 0.0688389 247 8 0.168001 0.0398032 0.00835114 0.0210001 0.0181815 0.0114466 542 158 12.3139 0.192118 0.00117927 0.0779358 0.0792346 0.040973 544 140 11.1936 0.191164 0.00416938 0.0799543 0.0786435 0.0499426 249 33 6.50056 0.426495 0.00596589 0.196987 0.163439 0.115441 250 42 3.9744 0.361092 0.00282697 0.0946285 0.0798159 0.0782809 565 8 0.664929 0.267652 0.00270887 0.0831161 0.0320318 0.109773 566 5 0.189822 0.0633452 0.00155594 0.0379645 0.0376683 0.0252232 567 7 0.580875 0.259775 0.00563184 0.0829821 0.0573297 0.0827838 568 5 0.207366 0.0826419 0.00623644 0.0414733 0.0546148 0.0332309 545 185 13.6239 0.155141 0.00133969 0.0736424 0.0721172 0.0359695 252 48 8.10068 0.383884 0.00061946 0.168764 0.152135 0.0964117 253 45 1.8703 0.155706 0.000955206 0.0415622 0.0325979 0.0370371 1601 42 4.15206 0.32082 0.0145175 0.0988586 0.094177 0.0639605 -1601 39 6.40349 0.360978 0.00729613 0.164192 0.135486 0.121089 1602 159 13.2314 0.221634 0.00104331 0.0832165 0.076847 0.0559908 -1602 880 63.3068 0.209954 0.000161194 0.0719396 0.0652608 0.0483673 highlightrange: {{0.7, 1.}} highlighted data {104, NmcRatCor} {x, Q, value} {0.0125, 2.114, 0.731105} {0.0125, 2.326, 0.814653} {0.035, 2.11, 0.755117} {0.035, 2.339, 0.775013} {0.035, 2.63, 0.790236} {0.035, 2.993, 0.802796} {0.035, 3.384, 0.809775} {0.035, 3.789, 0.880691} {0.05, 2.112, 0.848561} {0.05, 2.337, 0.847755} {0.05, 2.626, 0.845376} {0.05, 2.988, 0.873267} {0.05, 3.382, 0.817712} {0.05, 3.85, 0.832936} {0.05, 4.381, 0.814867} {0.07, 2.114, 0.705946} {0.14, 3.372, 0.701311} {0.14, 3.852, 0.708004} {0.18, 2.114, 0.714811} {0.18, 2.343, 0.710569} {0.18, 2.63, 0.702159} {203, e866f} {x, Q, value} {0.4537, 5.09, 0.891831} {0.4087, 5.65, 0.958844} {0.3932, 6.29, 0.772443} {0.038, 5.09, 0.891831} {0.05198, 5.65, 0.958844} {0.06697, 6.29, 0.772443} 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: 448.164 DataMax: 0.954661 DataMin: 0.0000171082 DataMean: 0.111456 DataMedian: 0.088124 DataSD: 0.104031 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 119.982 0.465751 0.000408142 0.107127 0.100592 0.0724192 101 337 47.547 0.298121 0.00237245 0.141089 0.14802 0.0717748 102 250 29.2865 0.388957 0.0000353483 0.117146 0.0929981 0.0879985 104 123 44.6399 0.954661 0.0118102 0.362926 0.308947 0.252841 108 85 6.53755 0.245924 0.000583797 0.0769123 0.0524423 0.069246 109 96 4.39079 0.16604 0.000304506 0.0457374 0.024252 0.0458055 110 69 11.0183 0.441547 0.00274459 0.159686 0.135982 0.114127 111 86 5.77754 0.166601 0.000036473 0.0671807 0.0447468 0.0568993 124 38 1.52075 0.0627748 0.0000412928 0.0400198 0.0427226 0.0166234 125 33 0.397082 0.030254 0.0000171082 0.0120328 0.0118866 0.00824689 126 40 1.65901 0.0693243 0.000836746 0.0414754 0.0446529 0.0201003 127 38 1.00959 0.0455216 0.00114271 0.0265682 0.02785 0.0136527 147 47 2.4819 0.131083 0.00367341 0.0528064 0.0534999 0.0346559 201 119 6.11413 0.174516 0.000315506 0.0513793 0.0479053 0.036096 203 15 4.64918 0.777142 0.00804067 0.309945 0.257859 0.231069 204 184 16.877 0.2368 0.0000333787 0.0917228 0.0800071 0.0593469 225 11 2.51578 0.339128 0.124194 0.228707 0.213424 0.0756553 227 11 1.2309 0.211918 0.00982708 0.1119 0.12035 0.0695316 234 9 0.909776 0.174337 0.0122417 0.101086 0.093619 0.057238 260 28 3.39321 0.318337 0.0028606 0.121186 0.108319 0.101136 261 29 4.19401 0.388557 0.00577405 0.144621 0.125999 0.121186 504 72 7.28183 0.36095 0.00420605 0.101137 0.106682 0.0572978 514 110 7.57805 0.219867 0.00006369 0.0688913 0.0683222 0.0484356 145 10 0.642421 0.120427 0.0164546 0.0642421 0.0655651 0.0343365 169 9 0.594783 0.122715 0.0249058 0.066087 0.0607792 0.0330817 267 11 1.82348 0.308301 0.0265242 0.165771 0.177915 0.101284 268 41 9.46604 0.540573 0.00470232 0.230879 0.24619 0.135085 535 90 7.77154 0.289853 0.00435152 0.0863504 0.075507 0.0556886 240 14 3.2419 0.437799 0.007005 0.231564 0.219824 0.135226 241 5 1.42404 0.357853 0.200856 0.284809 0.280337 0.071535 281 13 1.77764 0.29963 0.021471 0.136742 0.135073 0.0777164 266 11 2.13931 0.391233 0.00650519 0.194483 0.184054 0.140343 538 133 9.10015 0.150589 0.000138385 0.0684221 0.0730101 0.0392335 245 33 7.30675 0.451455 0.0168442 0.221417 0.214977 0.134617 246 17 1.44014 0.156574 0.0148614 0.0847141 0.0881256 0.0454658 247 8 0.713167 0.129964 0.0324651 0.0891459 0.0927181 0.0348406 542 158 11.6792 0.174357 0.00210338 0.0739192 0.0709833 0.0420511 544 140 9.24559 0.235716 0.000239517 0.06604 0.0638367 0.0464242 249 33 6.45026 0.44587 0.0219541 0.195462 0.165488 0.130942 250 42 11.4205 0.493101 0.00121907 0.271916 0.273608 0.133025 565 8 0.983456 0.171403 0.0440878 0.122932 0.137147 0.0516435 566 5 0.488669 0.163025 0.0394821 0.0977338 0.0954646 0.0506769 567 7 0.857473 0.389228 0.0124588 0.122496 0.126612 0.132687 568 5 0.620067 0.173903 0.106983 0.124013 0.111084 0.0281392 545 185 14.5166 0.245832 0.000710159 0.078468 0.0664055 0.0565793 252 48 7.70142 0.303448 0.0046863 0.160446 0.174184 0.0967492 253 45 5.76676 0.380338 0.00590979 0.12815 0.108484 0.0973498 1601 42 7.96492 0.465751 0.00649198 0.189641 0.172038 0.105138 -1601 39 5.4034 0.406791 0.0121305 0.138549 0.115992 0.0956541 1602 159 20.1739 0.335656 0.00403432 0.12688 0.123005 0.0776681 -1602 880 86.4403 0.333225 0.000408142 0.0982276 0.0923235 0.0645139 highlightrange: {{0.7, 1.}} highlighted data {104, NmcRatCor} {x, Q, value} {0.035, 2.11, 0.848061} {0.035, 2.339, 0.812963} {0.035, 2.63, 0.823096} {0.035, 2.993, 0.830383} {0.035, 3.384, 0.893524} {0.035, 3.789, 0.879247} {0.05, 2.112, 0.951401} {0.05, 2.337, 0.951282} {0.05, 2.626, 0.950401} {0.05, 2.988, 0.919214} {0.05, 3.382, 0.954661} {0.05, 3.85, 0.940388} {0.05, 4.381, 0.876992} {0.07, 2.114, 0.834682} {0.07, 2.339, 0.804982} {0.07, 2.629, 0.792281} {0.07, 2.985, 0.763588} {0.07, 3.376, 0.734868} {203, e866f} {x, Q, value} {0.4537, 5.09, 0.777142} {0.038, 5.09, 0.777142} 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: 534.731 DataMax: 0.846216 DataMin: -7 2.56303 10 DataMean: 0.132985 DataMedian: 0.0821786 DataSD: 0.136984 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 129.106 0.769603 0.000146796 0.115274 0.0721216 0.128683 101 337 82.2797 0.587955 0.000145067 0.244154 0.223303 0.149899 102 250 33.2757 0.295698 0.00359665 0.133103 0.127888 0.0754993 104 123 45.6563 0.846216 0.000126855 0.37119 0.362524 0.22882 108 85 12.5766 0.255425 0.0259932 0.147959 0.138035 0.0661573 109 96 19.417 0.514694 0.00831291 0.20226 0.173052 0.147474 110 69 10.8597 0.302603 0.00114939 0.157387 0.175466 0.088523 111 86 22.0652 0.518106 0.00554479 0.256572 0.18263 0.163162 124 38 1.94894 0.104152 0.00436905 0.0512879 0.0521793 0.0210063 125 33 1.69773 0.073848 0.00851899 0.0514462 0.0588148 0.0189944 126 40 2.2919 0.100387 0.0197807 0.0572974 0.0491489 0.024314 127 38 1.54687 0.0764042 0.000156493 0.0407071 0.0403478 0.0247237 147 47 3.57957 0.163504 0.00143335 0.076161 0.0725844 0.0514008 201 119 9.63131 0.360583 0.00380024 0.0809354 0.0634762 0.0656872 203 15 2.49059 0.287798 0.0131452 0.16604 0.192222 0.0792975 204 184 35.5491 0.484816 0.000726413 0.193202 0.158303 0.135023 225 11 2.33711 0.322813 0.000316124 0.212464 0.267709 0.119306 227 11 2.49924 0.342927 0.0275957 0.227204 0.282541 0.122376 234 9 0.0603608 0.0154545 0.00187545 0.00670676 0.00349986 0.005198 260 28 10.4534 0.537255 0.0516353 0.373334 0.435034 0.152943 261 29 10.0771 0.534059 0.0293026 0.347487 0.403685 0.16777 504 72 4.08171 0.227713 0.00182518 0.0566904 0.040843 0.0525118 514 110 4.38006 0.137344 0.000907386 0.0398187 0.0375487 0.0280826 145 10 0.933515 0.16019 0.0137309 0.0933515 0.10614 0.0530286 169 9 0.776277 0.157199 0.0331355 0.086253 0.0805856 0.0411 267 11 2.74599 0.467813 0.0738845 0.249636 0.176787 0.153007 268 41 3.53103 0.200333 0.00211862 0.0861226 0.096609 0.0513523 535 90 4.36653 0.178738 0.000362578 0.048517 0.0455082 0.0375599 240 14 2.03378 0.345656 0.0229452 0.14527 0.109452 0.103659 241 5 0.863119 0.206582 0.13343 0.172624 0.177053 0.0295696 281 13 2.47806 0.373328 0.0240362 0.19062 0.188121 0.0991226 266 11 3.20923 0.496792 0.0299069 0.291749 0.268159 0.166806 538 133 5.24209 0.160606 0.000066358 0.0394142 0.031229 0.0339754 245 33 6.18645 0.365902 0.00192694 0.187468 0.188504 0.111538 246 17 1.23565 0.133385 0.00296084 0.0726853 0.0805975 0.0388635 247 8 0.834843 0.151908 0.0093855 0.104355 0.12652 0.0488153 542 158 6.24729 0.123248 0.000602292 0.0395398 0.0367747 0.0251068 544 140 5.30479 0.106644 0.0000948584 0.0378914 0.0363015 0.0255388 249 33 4.501 0.346924 0.0128272 0.136394 0.119812 0.0885435 250 42 6.96984 0.340049 0.0246003 0.165949 0.165737 0.0825805 565 8 0.92719 0.277907 0.0325512 0.115899 0.0901616 0.0808975 566 5 0.243552 0.0761819 0.0236099 0.0487103 0.0422217 0.020676 567 7 0.496479 0.180823 0.0122185 0.0709256 0.059052 0.0543101 568 5 0.248341 0.0836716 0.0218607 0.0496682 0.0446264 0.0228397 545 185 12.7728 0.214543 2.563E-7 0.069042 0.0625642 0.0495301 252 48 6.43892 0.367285 0.00468894 0.134144 0.113273 0.0924709 253 45 8.28313 0.425981 0.0287908 0.18407 0.16328 0.109433 1601 42 12.3827 0.645006 0.00609222 0.294825 0.273198 0.196164 -1601 39 16.0636 0.769603 0.00461584 0.411887 0.450965 0.235823 1602 159 27.0959 0.566593 0.000762564 0.170415 0.140679 0.134235 -1602 880 73.5642 0.544269 0.000146796 0.0835957 0.0627654 0.0815116 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.13, 22.36, 0.733047} {0.13, 31.62, 0.755802} {0.13, 38.72, 0.769603} {0.13, 44.72, 0.759595} {0.13, 54.77, 0.731773} {104, NmcRatCor} {x, Q, value} {0.14, 4.445, 0.730634} {0.14, 5.152, 0.74106} {0.14, 5.94, 0.749839} {0.18, 3.372, 0.71209} {0.18, 3.854, 0.710693} {0.18, 4.444, 0.846216} {0.18, 5.158, 0.828838} {0.18, 5.947, 0.827704} {0.18, 6.856, 0.796208} {0.18, 7.94, 0.727316} {0.225, 4.442, 0.736427} {0.225, 5.16, 0.723433} {0.225, 5.951, 0.71161} 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: 460.037 DataMax: 0.944851 DataMin: 0.000113791 DataMean: 0.114409 DataMedian: 0.0627221 DataSD: 0.13816 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 113.423 0.828507 0.000130021 0.10127 0.0524961 0.138806 101 337 92.5395 0.701952 0.00350395 0.274598 0.251265 0.16778 102 250 20.2362 0.218826 0.000113791 0.0809449 0.0638874 0.0605559 104 123 28.7275 0.944851 0.000396606 0.233557 0.100894 0.29203 108 85 6.69591 0.202199 0.00013045 0.0787754 0.0588399 0.0560956 109 96 14.9492 0.206745 0.106257 0.155721 0.151816 0.0279309 110 69 5.69523 0.19426 0.000253056 0.0825395 0.0794212 0.0518677 111 86 13.2164 0.206022 0.00241833 0.153679 0.152721 0.0425301 124 38 0.908627 0.0477406 0.00137521 0.0239112 0.0273977 0.0114598 125 33 2.04365 0.0932566 0.00784153 0.0619288 0.0708716 0.0300295 126 40 1.2114 0.0622851 0.000588617 0.0302851 0.0289288 0.015389 127 38 1.94854 0.110592 0.000474356 0.0512774 0.0439214 0.0388053 147 47 2.00883 0.0778437 0.00207559 0.042741 0.0420999 0.0205818 201 119 10.9386 0.494711 0.00377982 0.0919209 0.0598349 0.0813349 203 15 1.39093 0.179645 0.00661447 0.0927285 0.0960873 0.0567338 204 184 47.7189 0.61199 0.00117213 0.259342 0.242151 0.141215 225 11 2.4031 0.520165 0.0313598 0.218463 0.183228 0.148662 227 11 2.52878 0.524523 0.0322134 0.229889 0.207573 0.138304 234 9 1.20006 0.24532 0.0310381 0.13334 0.134759 0.0668364 260 28 1.08209 0.0986 0.00867168 0.038646 0.0427012 0.0217769 261 29 1.18142 0.11678 0.00208763 0.0407387 0.0440937 0.0261207 504 72 5.89126 0.325888 0.00486077 0.081823 0.0562748 0.0719555 514 110 5.4348 0.299243 0.00193048 0.0494073 0.0356038 0.0454581 145 10 0.559206 0.0892232 0.0153551 0.0559206 0.061183 0.0253086 169 9 0.313197 0.0409072 0.0237286 0.0347996 0.0362193 0.00541391 267 11 2.04605 0.255923 0.0953716 0.186005 0.181088 0.05636 268 41 3.24304 0.172269 0.00502385 0.0790985 0.08049 0.0502159 535 90 4.26432 0.319139 0.000542498 0.0473814 0.0405656 0.0433764 240 14 2.70129 0.752798 0.00128957 0.192949 0.13396 0.211782 241 5 1.40906 0.494667 0.0128177 0.281812 0.306494 0.202919 281 13 4.80472 0.625807 0.122526 0.369594 0.432456 0.168568 266 11 1.69725 0.263184 0.0428318 0.154295 0.168555 0.0854943 538 133 6.8032 0.186212 0.000220772 0.0511519 0.0374303 0.0432217 245 33 5.34762 0.77703 0.00255688 0.162049 0.102077 0.163978 246 17 0.790161 0.110033 0.000908733 0.04648 0.0395203 0.035951 247 8 0.943427 0.144986 0.0399655 0.117928 0.126792 0.0325749 542 158 5.98363 0.222445 0.000286853 0.037871 0.0286732 0.0345315 544 140 6.62057 0.14119 0.000127362 0.0472898 0.0423759 0.034105 249 33 2.06122 0.157136 0.00223522 0.0624614 0.0618227 0.0375435 250 42 7.59277 0.72524 0.0013513 0.18078 0.147194 0.158008 565 8 0.35572 0.085788 0.0204462 0.044465 0.0397651 0.0238731 566 5 0.186152 0.0649565 0.00451551 0.0372304 0.0379541 0.0234146 567 7 0.382493 0.184647 0.0103119 0.0546419 0.0205807 0.0654387 568 5 0.157037 0.0455955 0.0183518 0.0314073 0.0305721 0.0113183 545 185 8.62104 0.194972 0.000371086 0.0466002 0.0288758 0.0449451 252 48 6.123 0.477139 0.00199299 0.127562 0.0834082 0.125356 253 45 3.65676 0.23326 0.00259921 0.0812613 0.061821 0.0617102 1601 42 11.4651 0.762606 0.00934351 0.272978 0.191707 0.234159 -1601 39 7.97657 0.828507 0.000281018 0.204527 0.0614333 0.259512 1602 159 26.1706 0.6574 0.000609003 0.164595 0.0858161 0.179425 -1602 880 67.8106 0.652676 0.000130021 0.0770575 0.0466828 0.100389 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.4, 38.72, 0.751329} {0.4, 54.77, 0.760331} {0.4, 70.7, 0.758827} {0.4, 89.44, 0.762606} {0.4, 122.5, 0.718246} {0.4, 38.72, 0.823573} {0.4, 54.77, 0.798287} {0.4, 70.7, 0.806002} {0.4, 89.44, 0.828507} {0.4, 122.5, 0.768108} {101, BcdF2pCor} {x, Q, value} {0.45, 8.66, 0.701566} {0.45, 9.95, 0.701952} {104, NmcRatCor} {x, Q, value} {0.45, 3.367, 0.866007} {0.45, 3.859, 0.780241} {0.45, 4.446, 0.906432} {0.45, 5.16, 0.920792} {0.45, 5.958, 0.933826} {0.45, 6.875, 0.938254} {0.45, 7.978, 0.944851} {0.45, 9.902, 0.920204} {0.55, 3.854, 0.822234} {0.55, 4.442, 0.851457} {0.55, 5.16, 0.850265} {0.55, 5.964, 0.845644} {0.55, 6.867, 0.855965} {0.55, 7.972, 0.868651} {0.55, 9.941, 0.860231} {240, LHCb7_WZ1} {x, Q, value} {0.7658, 80.39, 0.752798} {0.0001722, 80.39, 0.752798} {245, LHCb7ZWrap} {x, Q, value} {0.8051, 80.39, 0.77703} {0.0001638, 80.39, 0.77703} {250, LHCb8WZ} {x, Q, value} {0.7044, 80.39, 0.72524} {0.0001433, 80.39, 0.72524} 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: 569.691 DataMax: 0.779313 DataMin: 0.000129515 DataMean: 0.141679 DataMedian: 0.0776715 DataSD: 0.15564 data stats by ID: ID Npt SumVals Max Min Mean Median StandardDeviation 160 1120 102.536 0.751599 0.000129515 0.0915498 0.0527247 0.128225 101 337 93.0328 0.779313 0.00494335 0.276062 0.222839 0.217748 102 250 58.596 0.555963 0.00519486 0.234384 0.25805 0.136462 104 123 25.3835 0.618597 0.000298449 0.20637 0.14893 0.160779 108 85 21.1034 0.446879 0.000612314 0.248275 0.289999 0.145565 109 96 25.3657 0.461009 0.00019526 0.264227 0.300093 0.125353 110 69 16.2395 0.569974 0.00167645 0.235355 0.239348 0.159131 111 86 24.9885 0.458905 0.0041624 0.290564 0.303055 0.128134 124 38 1.7627 0.0816408 0.0031488 0.0463868 0.0497535 0.0230179 125 33 1.40355 0.0643559 0.0128857 0.0425318 0.0430838 0.0154902 126 40 1.9933 0.0973098 0.0066628 0.0498326 0.04694 0.0287842 127 38 1.26252 0.071493 0.00238214 0.0332243 0.0252923 0.0209602 147 47 0.54631 0.0483664 0.000411397 0.0116236 0.00766585 0.0112733 201 119 4.37718 0.266275 0.000260426 0.036783 0.0283722 0.0414127 203 15 1.30566 0.161403 0.000765336 0.0870439 0.0772982 0.0617942 204 184 49.097 0.77685 0.000906265 0.266831 0.202786 0.224698 225 11 0.668435 0.108731 0.00467316 0.0607668 0.0547477 0.0347459 227 11 0.641078 0.109143 0.00869403 0.0582798 0.0453426 0.0353334 234 9 1.0309 0.149496 0.00456019 0.114545 0.145508 0.0511339 260 28 9.80057 0.486757 0.0114065 0.35002 0.358864 0.117976 261 29 7.48827 0.478054 0.00632328 0.258216 0.262218 0.147464 504 72 10.233 0.557641 0.00897021 0.142125 0.103882 0.13271 514 110 8.14164 0.404066 0.000897877 0.0740149 0.0570824 0.0681844 145 10 0.115614 0.0273727 0.0032335 0.0115614 0.00870215 0.00893002 169 9 0.0477893 0.0104021 0.000277585 0.00530993 0.00472177 0.00287957 267 11 0.449358 0.182833 0.000389066 0.0408507 0.00759984 0.0617265 268 41 2.81892 0.382189 0.000746631 0.0687541 0.0495984 0.0671524 535 90 9.41098 0.333794 0.00170437 0.104566 0.112057 0.060038 240 14 2.24925 0.326276 0.00586567 0.16066 0.15193 0.0994131 241 5 0.167186 0.0403229 0.0229087 0.0334372 0.0348856 0.00699377 281 13 1.26003 0.167985 0.0273633 0.0969252 0.0908006 0.0434634 266 11 0.47035 0.181562 0.00020297 0.0427591 0.028293 0.0535583 538 133 12.8624 0.495798 0.000796621 0.0967098 0.084154 0.0979455 245 33 5.93513 0.352091 0.00360105 0.179852 0.168485 0.0972129 246 17 4.1572 0.342334 0.0847347 0.244541 0.249679 0.0805493 247 8 0.310336 0.100323 0.00977093 0.038792 0.0293544 0.0316002 542 158 11.1244 0.349353 0.00144189 0.0704079 0.0624383 0.0559866 544 140 10.153 0.242454 0.00205128 0.0725215 0.0657866 0.0497623 249 33 1.86442 0.154726 0.00414966 0.0564975 0.0444396 0.0481956 250 42 6.77866 0.431485 0.00241366 0.161397 0.160631 0.106626 565 8 0.900509 0.219418 0.0704522 0.112564 0.0873054 0.0576137 566 5 0.0700047 0.0243375 0.00304874 0.0140009 0.0133628 0.00842217 567 7 0.383847 0.105403 0.0154406 0.0548353 0.0433303 0.0355572 568 5 0.106065 0.040964 0.00167311 0.0212131 0.0227452 0.0146312 545 185 21.9315 0.580641 0.00508439 0.118548 0.0729232 0.123582 252 48 6.05959 0.526763 0.00642983 0.126241 0.0853537 0.123151 253 45 3.06743 0.157493 0.00475147 0.068165 0.0653902 0.0407253 1601 42 8.67292 0.751599 0.000187782 0.206498 0.1425 0.187191 -1601 39 7.57479 0.544432 0.00058492 0.194225 0.158227 0.151699 1602 159 23.7078 0.692739 0.00037861 0.149106 0.0758195 0.180312 -1602 880 62.5803 0.669583 0.000129515 0.071114 0.0464334 0.101691 highlightrange: {{0.7, 1.}} highlighted data {160, HERAIpII} {x, Q, value} {0.65, 70.7, 0.751599} {0.65, 89.44, 0.736972} {0.65, 122.5, 0.719949} {101, BcdF2pCor} {x, Q, value} {0.55, 3.873, 0.762881} {0.55, 4.123, 0.765752} {0.75, 6.124, 0.704038} {0.75, 6.557, 0.75974} {0.75, 7.036, 0.759665} {0.75, 7.55, 0.738884} {0.75, 8.093, 0.742531} {0.75, 8.66, 0.752335} {0.55, 3.873, 0.759215} {0.55, 4.123, 0.776231} {0.55, 4.359, 0.734307} {0.55, 4.636, 0.735202} {0.75, 6.557, 0.769927} {0.75, 7.036, 0.766289} {0.75, 7.55, 0.766125} {0.75, 8.093, 0.775676} {0.75, 8.66, 0.766274} {0.75, 9.273, 0.757887} {0.75, 9.95, 0.756452} {0.55, 5.701, 0.740237} {0.65, 5.701, 0.735673} {0.65, 6.124, 0.746713} {0.75, 8.66, 0.725627} {0.75, 9.273, 0.731217} {0.75, 9.95, 0.760928} {0.75, 10.75, 0.760624} {0.75, 11.73, 0.754097} {0.75, 10.75, 0.752245} {0.75, 11.73, 0.772069} {0.75, 13.23, 0.779313} {0.75, 15.17, 0.767295} {204, e866ppxf} {x, Q, value} {0.7824, 11.3, 0.702371} {0.8066, 12.42, 0.708778} {0.8289, 13.77, 0.703603} {0.7731, 7.41, 0.707785} {0.7734, 7.95, 0.731692} {0.7776, 8.42, 0.744641} {0.8301, 11.28, 0.748565} {0.8568, 13.14, 0.732055} {0.8066, 6.94, 0.725161} {0.8179, 7.45, 0.758855} {0.8232, 7.93, 0.771057} {0.8331, 8.47, 0.77685} {0.8646, 11.39, 0.756588} {0.1086, 11.3, 0.702371} {0.1273, 12.42, 0.708778} {0.1523, 13.77, 0.703603} {0.04729, 7.41, 0.707785} {0.05442, 7.95, 0.731692} {0.06071, 8.42, 0.744641} {0.102, 11.28, 0.748565} {0.1341, 13.14, 0.732055} {0.03976, 6.94, 0.725161} {0.04518, 7.45, 0.758855} {0.05087, 7.93, 0.771057} {0.05734, 8.47, 0.77685} {0.09991, 11.39, 0.756588}