File: heatmap-midpoint.svg

package info (click to toggle)
r-cran-plotly 4.10.4%2Bdfsg-3
  • links: PTS, VCS
  • area: main
  • in suites: forky, sid, trixie
  • size: 30,636 kB
  • sloc: javascript: 195,272; sh: 24; makefile: 6
file content (1 line) | stat: -rw-r--r-- 112,766 bytes parent folder | download
1
<svg class="main-svg" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="640" height="480" style="" viewBox="0 0 640 480"><rect x="0" y="0" width="640" height="480" style="fill: rgb(255, 255, 255); fill-opacity: 1;"/><defs id="defs-"><g class="clips"><clipPath id="clipxyplot" class="plotclip"><rect width="491" height="411"/></clipPath><clipPath class="axesclip" id="clipx"><rect x="55" y="0" width="491" height="480"/></clipPath><clipPath class="axesclip" id="clipy"><rect x="0" y="26" width="640" height="411"/></clipPath><clipPath class="axesclip" id="clipxy"><rect x="55" y="26" width="491" height="411"/></clipPath></g><g class="gradients"><linearGradient x1="0" x2="0" y1="1" y2="0" id="g-cb-vdiffr-plotly-2"><stop offset="0%" stop-color="rgb(103, 0, 31)" stop-opacity="1"/><stop offset="0.334448%" stop-color="rgb(104, 3, 32)" stop-opacity="1"/><stop offset="0.668896%" stop-color="rgb(105, 6, 33)" stop-opacity="1"/><stop offset="1.003344%" stop-color="rgb(107, 8, 35)" stop-opacity="1"/><stop offset="1.337793%" stop-color="rgb(108, 12, 36)" stop-opacity="1"/><stop offset="1.672241%" stop-color="rgb(109, 14, 37)" stop-opacity="1"/><stop offset="2.006689%" stop-color="rgb(110, 17, 38)" stop-opacity="1"/><stop offset="2.341137%" stop-color="rgb(111, 19, 39)" stop-opacity="1"/><stop offset="2.675585%" stop-color="rgb(112, 21, 41)" stop-opacity="1"/><stop offset="3.010033%" stop-color="rgb(114, 24, 42)" stop-opacity="1"/><stop offset="3.344482%" stop-color="rgb(115, 26, 43)" stop-opacity="1"/><stop offset="3.67893%" stop-color="rgb(116, 28, 44)" stop-opacity="1"/><stop offset="4.013378%" stop-color="rgb(117, 30, 46)" stop-opacity="1"/><stop offset="4.347826%" stop-color="rgb(118, 31, 47)" stop-opacity="1"/><stop offset="4.682274%" stop-color="rgb(119, 33, 48)" stop-opacity="1"/><stop offset="5.016722%" stop-color="rgb(120, 35, 49)" stop-opacity="1"/><stop offset="5.351171%" stop-color="rgb(122, 37, 51)" stop-opacity="1"/><stop offset="5.685619%" stop-color="rgb(123, 39, 52)" stop-opacity="1"/><stop offset="6.020067%" stop-color="rgb(124, 40, 53)" stop-opacity="1"/><stop offset="6.354515%" stop-color="rgb(125, 42, 55)" stop-opacity="1"/><stop offset="6.688963%" stop-color="rgb(126, 44, 56)" stop-opacity="1"/><stop offset="7.023411%" stop-color="rgb(127, 46, 57)" stop-opacity="1"/><stop offset="7.35786%" stop-color="rgb(128, 47, 59)" stop-opacity="1"/><stop offset="7.692308%" stop-color="rgb(129, 49, 60)" stop-opacity="1"/><stop offset="8.026756%" stop-color="rgb(131, 50, 61)" stop-opacity="1"/><stop offset="8.361204%" stop-color="rgb(132, 52, 62)" stop-opacity="1"/><stop offset="8.695652%" stop-color="rgb(133, 54, 64)" stop-opacity="1"/><stop offset="9.0301%" stop-color="rgb(134, 55, 65)" stop-opacity="1"/><stop offset="9.364548%" stop-color="rgb(135, 57, 66)" stop-opacity="1"/><stop offset="9.698997%" stop-color="rgb(136, 59, 68)" stop-opacity="1"/><stop offset="10.033445%" stop-color="rgb(137, 60, 69)" stop-opacity="1"/><stop offset="10.367893%" stop-color="rgb(138, 62, 71)" stop-opacity="1"/><stop offset="10.702341%" stop-color="rgb(139, 63, 72)" stop-opacity="1"/><stop offset="11.036789%" stop-color="rgb(141, 65, 73)" stop-opacity="1"/><stop offset="11.371237%" stop-color="rgb(142, 67, 75)" stop-opacity="1"/><stop offset="11.705686%" stop-color="rgb(143, 68, 76)" stop-opacity="1"/><stop offset="12.040134%" stop-color="rgb(144, 70, 77)" stop-opacity="1"/><stop offset="12.374582%" stop-color="rgb(145, 71, 79)" stop-opacity="1"/><stop offset="12.70903%" stop-color="rgb(146, 73, 80)" stop-opacity="1"/><stop offset="13.043478%" stop-color="rgb(147, 74, 82)" stop-opacity="1"/><stop offset="13.377926%" stop-color="rgb(148, 76, 83)" stop-opacity="1"/><stop offset="13.712375%" stop-color="rgb(149, 78, 84)" stop-opacity="1"/><stop offset="14.046823%" stop-color="rgb(150, 79, 86)" stop-opacity="1"/><stop offset="14.381271%" stop-color="rgb(151, 81, 87)" stop-opacity="1"/><stop offset="14.715719%" stop-color="rgb(152, 82, 89)" stop-opacity="1"/><stop offset="15.050167%" stop-color="rgb(154, 84, 90)" stop-opacity="1"/><stop offset="15.384615%" stop-color="rgb(155, 85, 91)" stop-opacity="1"/><stop offset="15.719064%" stop-color="rgb(156, 87, 93)" stop-opacity="1"/><stop offset="16.053512%" stop-color="rgb(157, 89, 94)" stop-opacity="1"/><stop offset="16.38796%" stop-color="rgb(158, 90, 96)" stop-opacity="1"/><stop offset="16.722408%" stop-color="rgb(159, 92, 97)" stop-opacity="1"/><stop offset="17.056856%" stop-color="rgb(160, 93, 98)" stop-opacity="1"/><stop offset="17.391304%" stop-color="rgb(161, 95, 100)" stop-opacity="1"/><stop offset="17.725753%" stop-color="rgb(162, 96, 101)" stop-opacity="1"/><stop offset="18.060201%" stop-color="rgb(163, 98, 103)" stop-opacity="1"/><stop offset="18.394649%" stop-color="rgb(164, 100, 104)" stop-opacity="1"/><stop offset="18.729097%" stop-color="rgb(165, 101, 106)" stop-opacity="1"/><stop offset="19.063545%" stop-color="rgb(166, 103, 107)" stop-opacity="1"/><stop offset="19.397993%" stop-color="rgb(167, 104, 109)" stop-opacity="1"/><stop offset="19.732441%" stop-color="rgb(168, 106, 110)" stop-opacity="1"/><stop offset="20.06689%" stop-color="rgb(169, 107, 112)" stop-opacity="1"/><stop offset="20.401338%" stop-color="rgb(170, 109, 113)" stop-opacity="1"/><stop offset="20.735786%" stop-color="rgb(171, 111, 115)" stop-opacity="1"/><stop offset="21.070234%" stop-color="rgb(172, 112, 116)" stop-opacity="1"/><stop offset="21.404682%" stop-color="rgb(173, 114, 117)" stop-opacity="1"/><stop offset="21.73913%" stop-color="rgb(175, 115, 119)" stop-opacity="1"/><stop offset="22.073579%" stop-color="rgb(176, 117, 120)" stop-opacity="1"/><stop offset="22.408027%" stop-color="rgb(177, 118, 122)" stop-opacity="1"/><stop offset="22.742475%" stop-color="rgb(178, 120, 123)" stop-opacity="1"/><stop offset="23.076923%" stop-color="rgb(179, 122, 125)" stop-opacity="1"/><stop offset="23.411371%" stop-color="rgb(180, 123, 126)" stop-opacity="1"/><stop offset="23.745819%" stop-color="rgb(181, 125, 128)" stop-opacity="1"/><stop offset="24.080268%" stop-color="rgb(182, 126, 129)" stop-opacity="1"/><stop offset="24.414716%" stop-color="rgb(183, 128, 131)" stop-opacity="1"/><stop offset="24.749164%" stop-color="rgb(184, 130, 132)" stop-opacity="1"/><stop offset="25.083612%" stop-color="rgb(185, 131, 134)" stop-opacity="1"/><stop offset="25.41806%" stop-color="rgb(186, 133, 136)" stop-opacity="1"/><stop offset="25.752508%" stop-color="rgb(187, 134, 137)" stop-opacity="1"/><stop offset="26.086957%" stop-color="rgb(188, 136, 139)" stop-opacity="1"/><stop offset="26.421405%" stop-color="rgb(189, 137, 140)" stop-opacity="1"/><stop offset="26.755853%" stop-color="rgb(190, 139, 142)" stop-opacity="1"/><stop offset="27.090301%" stop-color="rgb(191, 141, 143)" stop-opacity="1"/><stop offset="27.424749%" stop-color="rgb(192, 142, 145)" stop-opacity="1"/><stop offset="27.759197%" stop-color="rgb(193, 144, 146)" stop-opacity="1"/><stop offset="28.093645%" stop-color="rgb(194, 146, 148)" stop-opacity="1"/><stop offset="28.428094%" stop-color="rgb(195, 147, 149)" stop-opacity="1"/><stop offset="28.762542%" stop-color="rgb(196, 149, 151)" stop-opacity="1"/><stop offset="29.09699%" stop-color="rgb(197, 150, 152)" stop-opacity="1"/><stop offset="29.431438%" stop-color="rgb(198, 152, 154)" stop-opacity="1"/><stop offset="29.765886%" stop-color="rgb(199, 154, 156)" stop-opacity="1"/><stop offset="30.100334%" stop-color="rgb(200, 155, 157)" stop-opacity="1"/><stop offset="30.434783%" stop-color="rgb(201, 157, 159)" stop-opacity="1"/><stop offset="30.769231%" stop-color="rgb(202, 158, 160)" stop-opacity="1"/><stop offset="31.103679%" stop-color="rgb(203, 160, 162)" stop-opacity="1"/><stop offset="31.438127%" stop-color="rgb(204, 162, 163)" stop-opacity="1"/><stop offset="31.772575%" stop-color="rgb(204, 163, 165)" stop-opacity="1"/><stop offset="32.107023%" stop-color="rgb(205, 165, 167)" stop-opacity="1"/><stop offset="32.441472%" stop-color="rgb(206, 167, 168)" stop-opacity="1"/><stop offset="32.77592%" stop-color="rgb(207, 168, 170)" stop-opacity="1"/><stop offset="33.110368%" stop-color="rgb(208, 170, 171)" stop-opacity="1"/><stop offset="33.444816%" stop-color="rgb(209, 172, 173)" stop-opacity="1"/><stop offset="33.779264%" stop-color="rgb(210, 173, 175)" stop-opacity="1"/><stop offset="34.113712%" stop-color="rgb(211, 175, 176)" stop-opacity="1"/><stop offset="34.448161%" stop-color="rgb(212, 176, 178)" stop-opacity="1"/><stop offset="34.782609%" stop-color="rgb(213, 178, 179)" stop-opacity="1"/><stop offset="35.117057%" stop-color="rgb(214, 180, 181)" stop-opacity="1"/><stop offset="35.451505%" stop-color="rgb(215, 181, 183)" stop-opacity="1"/><stop offset="35.785953%" stop-color="rgb(216, 183, 184)" stop-opacity="1"/><stop offset="36.120401%" stop-color="rgb(217, 185, 186)" stop-opacity="1"/><stop offset="36.454849%" stop-color="rgb(218, 186, 187)" stop-opacity="1"/><stop offset="36.789298%" stop-color="rgb(219, 188, 189)" stop-opacity="1"/><stop offset="37.123746%" stop-color="rgb(220, 190, 191)" stop-opacity="1"/><stop offset="37.458194%" stop-color="rgb(221, 191, 192)" stop-opacity="1"/><stop offset="37.792642%" stop-color="rgb(222, 193, 194)" stop-opacity="1"/><stop offset="38.12709%" stop-color="rgb(223, 195, 196)" stop-opacity="1"/><stop offset="38.461538%" stop-color="rgb(224, 196, 197)" stop-opacity="1"/><stop offset="38.795987%" stop-color="rgb(225, 198, 199)" stop-opacity="1"/><stop offset="39.130435%" stop-color="rgb(225, 200, 200)" stop-opacity="1"/><stop offset="39.464883%" stop-color="rgb(226, 201, 202)" stop-opacity="1"/><stop offset="39.799331%" stop-color="rgb(227, 203, 204)" stop-opacity="1"/><stop offset="40.133779%" stop-color="rgb(228, 205, 205)" stop-opacity="1"/><stop offset="40.468227%" stop-color="rgb(229, 206, 207)" stop-opacity="1"/><stop offset="40.802676%" stop-color="rgb(230, 208, 209)" stop-opacity="1"/><stop offset="41.137124%" stop-color="rgb(231, 210, 210)" stop-opacity="1"/><stop offset="41.471572%" stop-color="rgb(232, 211, 212)" stop-opacity="1"/><stop offset="41.80602%" stop-color="rgb(233, 213, 214)" stop-opacity="1"/><stop offset="42.140468%" stop-color="rgb(234, 215, 215)" stop-opacity="1"/><stop offset="42.474916%" stop-color="rgb(235, 216, 217)" stop-opacity="1"/><stop offset="42.809365%" stop-color="rgb(236, 218, 219)" stop-opacity="1"/><stop offset="43.143813%" stop-color="rgb(237, 220, 220)" stop-opacity="1"/><stop offset="43.478261%" stop-color="rgb(237, 222, 222)" stop-opacity="1"/><stop offset="43.812709%" stop-color="rgb(238, 223, 224)" stop-opacity="1"/><stop offset="44.147157%" stop-color="rgb(239, 225, 225)" stop-opacity="1"/><stop offset="44.481605%" stop-color="rgb(240, 227, 227)" stop-opacity="1"/><stop offset="44.816054%" stop-color="rgb(241, 228, 229)" stop-opacity="1"/><stop offset="45.150502%" stop-color="rgb(242, 230, 230)" stop-opacity="1"/><stop offset="45.48495%" stop-color="rgb(243, 232, 232)" stop-opacity="1"/><stop offset="45.819398%" stop-color="rgb(244, 233, 234)" stop-opacity="1"/><stop offset="46.153846%" stop-color="rgb(245, 235, 235)" stop-opacity="1"/><stop offset="46.488294%" stop-color="rgb(246, 237, 237)" stop-opacity="1"/><stop offset="46.822742%" stop-color="rgb(247, 239, 239)" stop-opacity="1"/><stop offset="47.157191%" stop-color="rgb(247, 240, 241)" stop-opacity="1"/><stop offset="47.491639%" stop-color="rgb(248, 242, 242)" stop-opacity="1"/><stop offset="47.826087%" stop-color="rgb(249, 244, 244)" stop-opacity="1"/><stop offset="48.160535%" stop-color="rgb(250, 245, 246)" stop-opacity="1"/><stop offset="48.494983%" stop-color="rgb(251, 247, 247)" stop-opacity="1"/><stop offset="48.829431%" stop-color="rgb(252, 249, 249)" stop-opacity="1"/><stop offset="49.16388%" stop-color="rgb(253, 251, 251)" stop-opacity="1"/><stop offset="49.498328%" stop-color="rgb(254, 252, 252)" stop-opacity="1"/><stop offset="49.832776%" stop-color="rgb(255, 254, 254)" stop-opacity="1"/><stop offset="50.167224%" stop-color="rgb(254, 254, 254)" stop-opacity="1"/><stop offset="50.501672%" stop-color="rgb(253, 253, 253)" stop-opacity="1"/><stop offset="50.83612%" stop-color="rgb(251, 251, 252)" stop-opacity="1"/><stop offset="51.170569%" stop-color="rgb(249, 250, 251)" stop-opacity="1"/><stop offset="51.505017%" stop-color="rgb(248, 248, 250)" stop-opacity="1"/><stop offset="51.839465%" stop-color="rgb(246, 246, 249)" stop-opacity="1"/><stop offset="52.173913%" stop-color="rgb(244, 245, 248)" stop-opacity="1"/><stop offset="52.508361%" stop-color="rgb(243, 243, 247)" stop-opacity="1"/><stop offset="52.842809%" stop-color="rgb(241, 242, 245)" stop-opacity="1"/><stop offset="53.177258%" stop-color="rgb(239, 240, 244)" stop-opacity="1"/><stop offset="53.511706%" stop-color="rgb(238, 239, 243)" stop-opacity="1"/><stop offset="53.846154%" stop-color="rgb(236, 237, 242)" stop-opacity="1"/><stop offset="54.180602%" stop-color="rgb(234, 236, 241)" stop-opacity="1"/><stop offset="54.51505%" stop-color="rgb(233, 234, 240)" stop-opacity="1"/><stop offset="54.849498%" stop-color="rgb(231, 233, 239)" stop-opacity="1"/><stop offset="55.183946%" stop-color="rgb(230, 231, 238)" stop-opacity="1"/><stop offset="55.518395%" stop-color="rgb(228, 229, 237)" stop-opacity="1"/><stop offset="55.852843%" stop-color="rgb(226, 228, 235)" stop-opacity="1"/><stop offset="56.187291%" stop-color="rgb(225, 226, 234)" stop-opacity="1"/><stop offset="56.521739%" stop-color="rgb(223, 225, 233)" stop-opacity="1"/><stop offset="56.856187%" stop-color="rgb(221, 223, 232)" stop-opacity="1"/><stop offset="57.190635%" stop-color="rgb(220, 222, 231)" stop-opacity="1"/><stop offset="57.525084%" stop-color="rgb(218, 220, 230)" stop-opacity="1"/><stop offset="57.859532%" stop-color="rgb(217, 219, 229)" stop-opacity="1"/><stop offset="58.19398%" stop-color="rgb(215, 217, 228)" stop-opacity="1"/><stop offset="58.528428%" stop-color="rgb(213, 216, 227)" stop-opacity="1"/><stop offset="58.862876%" stop-color="rgb(212, 214, 226)" stop-opacity="1"/><stop offset="59.197324%" stop-color="rgb(210, 213, 224)" stop-opacity="1"/><stop offset="59.531773%" stop-color="rgb(209, 211, 223)" stop-opacity="1"/><stop offset="59.866221%" stop-color="rgb(207, 210, 222)" stop-opacity="1"/><stop offset="60.200669%" stop-color="rgb(205, 208, 221)" stop-opacity="1"/><stop offset="60.535117%" stop-color="rgb(204, 207, 220)" stop-opacity="1"/><stop offset="60.869565%" stop-color="rgb(202, 205, 219)" stop-opacity="1"/><stop offset="61.204013%" stop-color="rgb(201, 204, 218)" stop-opacity="1"/><stop offset="61.538462%" stop-color="rgb(199, 202, 217)" stop-opacity="1"/><stop offset="61.87291%" stop-color="rgb(197, 201, 216)" stop-opacity="1"/><stop offset="62.207358%" stop-color="rgb(196, 199, 215)" stop-opacity="1"/><stop offset="62.541806%" stop-color="rgb(194, 198, 213)" stop-opacity="1"/><stop offset="62.876254%" stop-color="rgb(193, 196, 212)" stop-opacity="1"/><stop offset="63.210702%" stop-color="rgb(191, 195, 211)" stop-opacity="1"/><stop offset="63.545151%" stop-color="rgb(189, 193, 210)" stop-opacity="1"/><stop offset="63.879599%" stop-color="rgb(188, 192, 209)" stop-opacity="1"/><stop offset="64.214047%" stop-color="rgb(186, 190, 208)" stop-opacity="1"/><stop offset="64.548495%" stop-color="rgb(185, 189, 207)" stop-opacity="1"/><stop offset="64.882943%" stop-color="rgb(183, 187, 206)" stop-opacity="1"/><stop offset="65.217391%" stop-color="rgb(181, 186, 205)" stop-opacity="1"/><stop offset="65.551839%" stop-color="rgb(180, 184, 204)" stop-opacity="1"/><stop offset="65.886288%" stop-color="rgb(178, 183, 203)" stop-opacity="1"/><stop offset="66.220736%" stop-color="rgb(177, 182, 202)" stop-opacity="1"/><stop offset="66.555184%" stop-color="rgb(175, 180, 200)" stop-opacity="1"/><stop offset="66.889632%" stop-color="rgb(174, 179, 199)" stop-opacity="1"/><stop offset="67.22408%" stop-color="rgb(172, 177, 198)" stop-opacity="1"/><stop offset="67.558528%" stop-color="rgb(170, 176, 197)" stop-opacity="1"/><stop offset="67.892977%" stop-color="rgb(169, 174, 196)" stop-opacity="1"/><stop offset="68.227425%" stop-color="rgb(167, 173, 195)" stop-opacity="1"/><stop offset="68.561873%" stop-color="rgb(166, 171, 194)" stop-opacity="1"/><stop offset="68.896321%" stop-color="rgb(164, 170, 193)" stop-opacity="1"/><stop offset="69.230769%" stop-color="rgb(163, 168, 192)" stop-opacity="1"/><stop offset="69.565217%" stop-color="rgb(161, 167, 191)" stop-opacity="1"/><stop offset="69.899666%" stop-color="rgb(159, 166, 190)" stop-opacity="1"/><stop offset="70.234114%" stop-color="rgb(158, 164, 189)" stop-opacity="1"/><stop offset="70.568562%" stop-color="rgb(156, 163, 188)" stop-opacity="1"/><stop offset="70.90301%" stop-color="rgb(155, 161, 186)" stop-opacity="1"/><stop offset="71.237458%" stop-color="rgb(153, 160, 185)" stop-opacity="1"/><stop offset="71.571906%" stop-color="rgb(152, 158, 184)" stop-opacity="1"/><stop offset="71.906355%" stop-color="rgb(150, 157, 183)" stop-opacity="1"/><stop offset="72.240803%" stop-color="rgb(149, 156, 182)" stop-opacity="1"/><stop offset="72.575251%" stop-color="rgb(147, 154, 181)" stop-opacity="1"/><stop offset="72.909699%" stop-color="rgb(145, 153, 180)" stop-opacity="1"/><stop offset="73.244147%" stop-color="rgb(144, 151, 179)" stop-opacity="1"/><stop offset="73.578595%" stop-color="rgb(142, 150, 178)" stop-opacity="1"/><stop offset="73.913043%" stop-color="rgb(141, 148, 177)" stop-opacity="1"/><stop offset="74.247492%" stop-color="rgb(139, 147, 176)" stop-opacity="1"/><stop offset="74.58194%" stop-color="rgb(138, 146, 175)" stop-opacity="1"/><stop offset="74.916388%" stop-color="rgb(136, 144, 174)" stop-opacity="1"/><stop offset="75.250836%" stop-color="rgb(135, 143, 173)" stop-opacity="1"/><stop offset="75.585284%" stop-color="rgb(133, 141, 172)" stop-opacity="1"/><stop offset="75.919732%" stop-color="rgb(132, 140, 171)" stop-opacity="1"/><stop offset="76.254181%" stop-color="rgb(130, 139, 169)" stop-opacity="1"/><stop offset="76.588629%" stop-color="rgb(129, 137, 168)" stop-opacity="1"/><stop offset="76.923077%" stop-color="rgb(127, 136, 167)" stop-opacity="1"/><stop offset="77.257525%" stop-color="rgb(125, 134, 166)" stop-opacity="1"/><stop offset="77.591973%" stop-color="rgb(124, 133, 165)" stop-opacity="1"/><stop offset="77.926421%" stop-color="rgb(122, 132, 164)" stop-opacity="1"/><stop offset="78.26087%" stop-color="rgb(121, 130, 163)" stop-opacity="1"/><stop offset="78.595318%" stop-color="rgb(119, 129, 162)" stop-opacity="1"/><stop offset="78.929766%" stop-color="rgb(118, 128, 161)" stop-opacity="1"/><stop offset="79.264214%" stop-color="rgb(116, 126, 160)" stop-opacity="1"/><stop offset="79.598662%" stop-color="rgb(115, 125, 159)" stop-opacity="1"/><stop offset="79.93311%" stop-color="rgb(113, 124, 158)" stop-opacity="1"/><stop offset="80.267559%" stop-color="rgb(112, 122, 157)" stop-opacity="1"/><stop offset="80.602007%" stop-color="rgb(110, 121, 156)" stop-opacity="1"/><stop offset="80.936455%" stop-color="rgb(109, 119, 155)" stop-opacity="1"/><stop offset="81.270903%" stop-color="rgb(107, 118, 154)" stop-opacity="1"/><stop offset="81.605351%" stop-color="rgb(105, 117, 153)" stop-opacity="1"/><stop offset="81.939799%" stop-color="rgb(104, 115, 152)" stop-opacity="1"/><stop offset="82.274247%" stop-color="rgb(102, 114, 151)" stop-opacity="1"/><stop offset="82.608696%" stop-color="rgb(101, 113, 150)" stop-opacity="1"/><stop offset="82.943144%" stop-color="rgb(99, 111, 149)" stop-opacity="1"/><stop offset="83.277592%" stop-color="rgb(98, 110, 148)" stop-opacity="1"/><stop offset="83.61204%" stop-color="rgb(96, 109, 146)" stop-opacity="1"/><stop offset="83.946488%" stop-color="rgb(95, 107, 145)" stop-opacity="1"/><stop offset="84.280936%" stop-color="rgb(93, 106, 144)" stop-opacity="1"/><stop offset="84.615385%" stop-color="rgb(92, 105, 143)" stop-opacity="1"/><stop offset="84.949833%" stop-color="rgb(90, 103, 142)" stop-opacity="1"/><stop offset="85.284281%" stop-color="rgb(89, 102, 141)" stop-opacity="1"/><stop offset="85.618729%" stop-color="rgb(87, 101, 140)" stop-opacity="1"/><stop offset="85.953177%" stop-color="rgb(85, 100, 139)" stop-opacity="1"/><stop offset="86.287625%" stop-color="rgb(84, 98, 138)" stop-opacity="1"/><stop offset="86.622074%" stop-color="rgb(82, 97, 137)" stop-opacity="1"/><stop offset="86.956522%" stop-color="rgb(81, 96, 136)" stop-opacity="1"/><stop offset="87.29097%" stop-color="rgb(79, 94, 135)" stop-opacity="1"/><stop offset="87.625418%" stop-color="rgb(78, 93, 134)" stop-opacity="1"/><stop offset="87.959866%" stop-color="rgb(76, 92, 133)" stop-opacity="1"/><stop offset="88.294314%" stop-color="rgb(75, 90, 132)" stop-opacity="1"/><stop offset="88.628763%" stop-color="rgb(73, 89, 131)" stop-opacity="1"/><stop offset="88.963211%" stop-color="rgb(71, 88, 130)" stop-opacity="1"/><stop offset="89.297659%" stop-color="rgb(70, 87, 129)" stop-opacity="1"/><stop offset="89.632107%" stop-color="rgb(68, 85, 128)" stop-opacity="1"/><stop offset="89.966555%" stop-color="rgb(67, 84, 127)" stop-opacity="1"/><stop offset="90.301003%" stop-color="rgb(65, 83, 126)" stop-opacity="1"/><stop offset="90.635452%" stop-color="rgb(63, 82, 125)" stop-opacity="1"/><stop offset="90.9699%" stop-color="rgb(62, 80, 124)" stop-opacity="1"/><stop offset="91.304348%" stop-color="rgb(60, 79, 123)" stop-opacity="1"/><stop offset="91.638796%" stop-color="rgb(59, 78, 122)" stop-opacity="1"/><stop offset="91.973244%" stop-color="rgb(57, 77, 121)" stop-opacity="1"/><stop offset="92.307692%" stop-color="rgb(55, 75, 120)" stop-opacity="1"/><stop offset="92.64214%" stop-color="rgb(54, 74, 119)" stop-opacity="1"/><stop offset="92.976589%" stop-color="rgb(52, 73, 118)" stop-opacity="1"/><stop offset="93.311037%" stop-color="rgb(50, 72, 117)" stop-opacity="1"/><stop offset="93.645485%" stop-color="rgb(49, 70, 116)" stop-opacity="1"/><stop offset="93.979933%" stop-color="rgb(47, 69, 115)" stop-opacity="1"/><stop offset="94.314381%" stop-color="rgb(45, 68, 114)" stop-opacity="1"/><stop offset="94.648829%" stop-color="rgb(43, 67, 113)" stop-opacity="1"/><stop offset="94.983278%" stop-color="rgb(42, 66, 112)" stop-opacity="1"/><stop offset="95.317726%" stop-color="rgb(40, 64, 111)" stop-opacity="1"/><stop offset="95.652174%" stop-color="rgb(38, 63, 110)" stop-opacity="1"/><stop offset="95.986622%" stop-color="rgb(36, 62, 109)" stop-opacity="1"/><stop offset="96.32107%" stop-color="rgb(34, 61, 108)" stop-opacity="1"/><stop offset="96.655518%" stop-color="rgb(32, 60, 107)" stop-opacity="1"/><stop offset="96.989967%" stop-color="rgb(30, 58, 106)" stop-opacity="1"/><stop offset="97.324415%" stop-color="rgb(28, 57, 105)" stop-opacity="1"/><stop offset="97.658863%" stop-color="rgb(26, 56, 104)" stop-opacity="1"/><stop offset="97.993311%" stop-color="rgb(23, 55, 103)" stop-opacity="1"/><stop offset="98.327759%" stop-color="rgb(21, 54, 102)" stop-opacity="1"/><stop offset="98.662207%" stop-color="rgb(18, 53, 101)" stop-opacity="1"/><stop offset="98.996656%" stop-color="rgb(15, 51, 100)" stop-opacity="1"/><stop offset="99.331104%" stop-color="rgb(12, 50, 99)" stop-opacity="1"/><stop offset="99.665552%" stop-color="rgb(9, 49, 98)" stop-opacity="1"/><stop offset="100%" stop-color="rgb(5, 48, 97)" stop-opacity="1"/></linearGradient></g><g class="patterns"/></defs><g class="bglayer"><rect class="bg" x="55" y="26" width="491" height="411" style="fill: rgb(235, 235, 235); fill-opacity: 1; stroke-width: 0;"/></g><g class="layer-below"><g class="imagelayer"/><g class="shapelayer"/></g><g class="cartesianlayer"><g class="subplot xy"><g class="layer-subplot"><g class="shapelayer"/><g class="imagelayer"/></g><g class="gridlayer"><g class="x"><path class="xgrid crisp" transform="translate(78.43,0)" d="M0,26v411" style="stroke: rgb(255, 255, 255); stroke-opacity: 1; stroke-width: 0.664176px;"/><path class="xgrid crisp" transform="translate(189.46,0)" d="M0,26v411" style="stroke: rgb(255, 255, 255); stroke-opacity: 1; stroke-width: 0.664176px;"/><path class="xgrid crisp" transform="translate(300.5,0)" d="M0,26v411" style="stroke: rgb(255, 255, 255); stroke-opacity: 1; stroke-width: 0.664176px;"/><path class="xgrid crisp" transform="translate(411.54,0)" d="M0,26v411" style="stroke: rgb(255, 255, 255); stroke-opacity: 1; stroke-width: 0.664176px;"/><path class="xgrid crisp" transform="translate(522.5699999999999,0)" d="M0,26v411" style="stroke: rgb(255, 255, 255); stroke-opacity: 1; stroke-width: 0.664176px;"/></g><g class="y"><path class="ygrid crisp" transform="translate(0,417.39)" d="M55,0h491" style="stroke: rgb(255, 255, 255); stroke-opacity: 1; stroke-width: 0.664176px;"/><path class="ygrid crisp" transform="translate(0,324.44)" d="M55,0h491" style="stroke: rgb(255, 255, 255); stroke-opacity: 1; stroke-width: 0.664176px;"/><path class="ygrid crisp" transform="translate(0,231.5)" d="M55,0h491" style="stroke: rgb(255, 255, 255); stroke-opacity: 1; stroke-width: 0.664176px;"/><path class="ygrid crisp" transform="translate(0,138.56)" d="M55,0h491" style="stroke: rgb(255, 255, 255); stroke-opacity: 1; stroke-width: 0.664176px;"/><path class="ygrid crisp" transform="translate(0,45.61)" d="M55,0h491" style="stroke: rgb(255, 255, 255); stroke-opacity: 1; stroke-width: 0.664176px;"/></g></g><g class="zerolinelayer"/><path class="xlines-below"/><path class="ylines-below"/><g class="overlines-below"/><g class="xaxislayer-below"/><g class="yaxislayer-below"/><g class="overaxes-below"/><g class="plot" transform="translate(55,26)" clip-path="url(#clipxyplot)"><g class="heatmaplayer mlayer"><g class="hm"><image xmlns="http://www.w3.org/2000/svg" preserveAspectRatio="none" height="374" width="446" x="22.32" y="18.68" xlink:href="data:image/png;base64,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" style="opacity: 1;"/></g></g><g class="scatterlayer mlayer"><g class="trace scatter trace-vdiffr-plotly-2" style="stroke-miterlimit: 2; opacity: 0;"><g class="fills"/><g class="errorbars"/><g class="lines"/><g class="points"><path class="point" transform="translate(23.43,391.39)" d="M3,0A3,3 0 1,1 0,-3A3,3 0 0,1 3,0Z" style="opacity: 1; stroke-width: 0px; fill: rgb(103, 0, 31); fill-opacity: 1;"/></g><g class="text"/></g></g></g><g class="overplot"/><path class="xlines-above crisp" d="" style="fill: none; stroke-width: 1px; stroke: rgb(0, 0, 0); stroke-opacity: 0;"/><path class="ylines-above crisp" d="" style="fill: none; stroke-width: 1px; stroke: rgb(0, 0, 0); stroke-opacity: 0;"/><g class="overlines-above"/><g class="xaxislayer-above"><path class="xtick ticks crisp" d="M0,438v3.65296803652968" transform="translate(78.43,0)" style="stroke: rgb(51, 51, 51); stroke-opacity: 1; stroke-width: 0.664176px;"/><path class="xtick ticks crisp" d="M0,438v3.65296803652968" transform="translate(189.46,0)" style="stroke: rgb(51, 51, 51); stroke-opacity: 1; stroke-width: 0.664176px;"/><path class="xtick ticks crisp" d="M0,438v3.65296803652968" transform="translate(300.5,0)" style="stroke: rgb(51, 51, 51); stroke-opacity: 1; stroke-width: 0.664176px;"/><path class="xtick ticks crisp" d="M0,438v3.65296803652968" transform="translate(411.54,0)" style="stroke: rgb(51, 51, 51); stroke-opacity: 1; stroke-width: 0.664176px;"/><path class="xtick ticks crisp" d="M0,438v3.65296803652968" transform="translate(522.5699999999999,0)" style="stroke: rgb(51, 51, 51); stroke-opacity: 1; stroke-width: 0.664176px;"/><g class="xtick"><text text-anchor="middle" x="0" y="455.6803652968037" transform="translate(78.43,0)" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 11.6895px; fill: rgb(77, 77, 77); fill-opacity: 1; white-space: pre; opacity: 1;">0.00</text></g><g class="xtick"><text text-anchor="middle" x="0" y="455.6803652968037" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 11.6895px; fill: rgb(77, 77, 77); fill-opacity: 1; white-space: pre; opacity: 1;" transform="translate(189.46,0)">0.25</text></g><g class="xtick"><text text-anchor="middle" x="0" y="455.6803652968037" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 11.6895px; fill: rgb(77, 77, 77); fill-opacity: 1; white-space: pre; opacity: 1;" transform="translate(300.5,0)">0.50</text></g><g class="xtick"><text text-anchor="middle" x="0" y="455.6803652968037" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 11.6895px; fill: rgb(77, 77, 77); fill-opacity: 1; white-space: pre; opacity: 1;" transform="translate(411.54,0)">0.75</text></g><g class="xtick"><text text-anchor="middle" x="0" y="455.6803652968037" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 11.6895px; fill: rgb(77, 77, 77); fill-opacity: 1; white-space: pre; opacity: 1;" transform="translate(522.5699999999999,0)">1.00</text></g></g><g class="yaxislayer-above"><path class="ytick ticks crisp" d="M54,0h-3.65296803652968" transform="translate(0,417.39)" style="stroke: rgb(51, 51, 51); stroke-opacity: 1; stroke-width: 0.664176px;"/><path class="ytick ticks crisp" d="M54,0h-3.65296803652968" transform="translate(0,324.44)" style="stroke: rgb(51, 51, 51); stroke-opacity: 1; stroke-width: 0.664176px;"/><path class="ytick ticks crisp" d="M54,0h-3.65296803652968" transform="translate(0,231.5)" style="stroke: rgb(51, 51, 51); stroke-opacity: 1; stroke-width: 0.664176px;"/><path class="ytick ticks crisp" d="M54,0h-3.65296803652968" transform="translate(0,138.56)" style="stroke: rgb(51, 51, 51); stroke-opacity: 1; stroke-width: 0.664176px;"/><path class="ytick ticks crisp" d="M54,0h-3.65296803652968" transform="translate(0,45.61)" style="stroke: rgb(51, 51, 51); stroke-opacity: 1; stroke-width: 0.664176px;"/><g class="ytick"><text text-anchor="end" x="48.00913242009132" y="4.09132420091325" transform="translate(0,417.39)" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 11.6895px; fill: rgb(77, 77, 77); fill-opacity: 1; white-space: pre; opacity: 1;">0.00</text></g><g class="ytick"><text text-anchor="end" x="48.00913242009132" y="4.09132420091325" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 11.6895px; fill: rgb(77, 77, 77); fill-opacity: 1; white-space: pre; opacity: 1;" transform="translate(0,324.44)">0.25</text></g><g class="ytick"><text text-anchor="end" x="48.00913242009132" y="4.09132420091325" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 11.6895px; fill: rgb(77, 77, 77); fill-opacity: 1; white-space: pre; opacity: 1;" transform="translate(0,231.5)">0.50</text></g><g class="ytick"><text text-anchor="end" x="48.00913242009132" y="4.09132420091325" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 11.6895px; fill: rgb(77, 77, 77); fill-opacity: 1; white-space: pre; opacity: 1;" transform="translate(0,138.56)">0.75</text></g><g class="ytick"><text text-anchor="end" x="48.00913242009132" y="4.09132420091325" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 11.6895px; fill: rgb(77, 77, 77); fill-opacity: 1; white-space: pre; opacity: 1;" transform="translate(0,45.61)">1.00</text></g></g><g class="overaxes-above"/></g></g><g class="polarlayer"/><g class="smithlayer"/><g class="ternarylayer"/><g class="geolayer"/><g class="funnelarealayer"/><g class="pielayer"/><g class="iciclelayer"/><g class="treemaplayer"/><g class="sunburstlayer"/><g class="glimages"/><defs id="topdefs-"><g class="clips"/></defs><g class="layer-above"><g class="imagelayer"/><g class="shapelayer"><path data-index="0" fill-rule="evenodd" d="M55,437H546V26H55Z" style="opacity: 1; stroke: rgb(0, 0, 0); stroke-opacity: 0; fill: rgb(0, 0, 0); fill-opacity: 0; stroke-width: 0px;"/></g></g><g class="infolayer"><g class="cb-vdiffr-plotly-2 colorbar" transform="translate(55,26)"><rect class="cbbg" x="499.5551181102362" y="103" width="76.76476377952756" height="208.88976377952756" style="fill: rgb(255, 255, 255); fill-opacity: 1; stroke: rgb(0, 0, 0); stroke-opacity: 0; stroke-width: 1.88976;"/><g class="cbfills" transform="translate(0,136)"><rect class="cbfill gradient_filled" x="511" y="0" width="23" height="163" style="fill: url('#g-cb-vdiffr-plotly-2');"/></g><g class="cblines" transform="translate(0,136)"/><g class="cbaxis crisp" transform="translate(0,-26)"><path class="ycb-vdiffr-plotly-2tick ticks crisp" d="M534,0h2" transform="translate(0,324.23)" style="stroke: rgb(68, 68, 68); stroke-opacity: 1; stroke-width: 1px;"/><path class="ycb-vdiffr-plotly-2tick ticks crisp" d="M534,0h2" transform="translate(0,283.61)" style="stroke: rgb(68, 68, 68); stroke-opacity: 1; stroke-width: 1px;"/><path class="ycb-vdiffr-plotly-2tick ticks crisp" d="M534,0h2" transform="translate(0,243)" style="stroke: rgb(68, 68, 68); stroke-opacity: 1; stroke-width: 1px;"/><path class="ycb-vdiffr-plotly-2tick ticks crisp" d="M534,0h2" transform="translate(0,202.39)" style="stroke: rgb(68, 68, 68); stroke-opacity: 1; stroke-width: 1px;"/><path class="ycb-vdiffr-plotly-2tick ticks crisp" d="M534,0h2" transform="translate(0,161.77)" style="stroke: rgb(68, 68, 68); stroke-opacity: 1; stroke-width: 1px;"/><g class="ycb-vdiffr-plotly-2tick"><text text-anchor="start" x="538.337899543379" y="4.09132420091325" transform="translate(0,324.23)" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 11.6895px; fill: rgb(0, 0, 0); fill-opacity: 1; white-space: pre; opacity: 1;">0.00</text></g><g class="ycb-vdiffr-plotly-2tick"><text text-anchor="start" x="538.337899543379" y="4.09132420091325" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 11.6895px; fill: rgb(0, 0, 0); fill-opacity: 1; white-space: pre; opacity: 1;" transform="translate(0,283.61)">0.25</text></g><g class="ycb-vdiffr-plotly-2tick"><text text-anchor="start" x="538.337899543379" y="4.09132420091325" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 11.6895px; fill: rgb(0, 0, 0); fill-opacity: 1; white-space: pre; opacity: 1;" transform="translate(0,243)">0.50</text></g><g class="ycb-vdiffr-plotly-2tick"><text text-anchor="start" x="538.337899543379" y="4.09132420091325" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 11.6895px; fill: rgb(0, 0, 0); fill-opacity: 1; white-space: pre; opacity: 1;" transform="translate(0,202.39)">0.75</text></g><g class="ycb-vdiffr-plotly-2tick"><text text-anchor="start" x="538.337899543379" y="4.09132420091325" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 11.6895px; fill: rgb(0, 0, 0); fill-opacity: 1; white-space: pre; opacity: 1;" transform="translate(0,161.77)">1.00</text></g></g><g class="cbtitleunshift" transform="translate(-55,-26)"><g class="cbtitle" transform="translate(-0.5,-0.5)"><text class="ycb-vdiffr-plotly-2title" x="565.8199999999999" y="152.458904109589" text-anchor="start" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 14.61px; fill: rgb(0, 0, 0); opacity: 1; font-weight: normal; white-space: pre;">z</text></g></g><rect class="cboutline" x="511" y="136" width="23" height="163" style="stroke: rgb(68, 68, 68); stroke-opacity: 1; fill: none; stroke-width: 1;"/></g><g class="g-gtitle"/><g class="g-xtitle" transform="translate(0,-13.835616438356112)"><text class="xtitle" x="300.5" y="490.8356164383561" text-anchor="middle" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 14.61px; fill: rgb(0, 0, 0); opacity: 1; font-weight: normal; white-space: pre;">x</text></g><g class="g-ytitle"><text class="ytitle" transform="rotate(-90,15.776255707762601,231.5)" x="15.776255707762601" y="231.5" text-anchor="middle" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 14.61px; fill: rgb(0, 0, 0); opacity: 1; font-weight: normal; white-space: pre;">y</text></g></g></svg>