Code Pasta

Untitled

2 years ago in HTML

                            <!DOCTYPE html>
<html lang="en">
<head>
  <meta charset="UTF-8">
  <meta name="viewport" content="width=device-width, initial-scale=1.0">
  <title>Interactive BOM for KiCAD</title>
  <style type="text/css">
:root {
  --pcb-edge-color: black;
  --pad-color: #878787;
  --pad-color-highlight: #D04040;
  --pin1-outline-color: #ffb629;
  --pin1-outline-color-highlight: #b4ff03;
  --silkscreen-edge-color: #aa4;
  --silkscreen-polygon-color: #4aa;
  --silkscreen-text-color: #4aa;
  --fabrication-edge-color: #907651;
  --fabrication-polygon-color: #907651;
  --fabrication-text-color: #a27c24;
  --track-color: #def5f1;
  --track-color-highlight: #D04040;
  --zone-color: #def5f1;
  --zone-color-highlight: #d0404080;
}
html, body {
  margin: 0px;
  height: 100%;
  font-family: Verdana, sans-serif;
}
.dark.topmostdiv {
  --pcb-edge-color: #eee;
  --pad-color: #808080;
  --pin1-outline-color: #ffa800;
  --pin1-outline-color-highlight: #ccff00;
  --track-color: #42524f;
  --zone-color: #42524f;
  background-color: #252c30;
  color: #eee;
}
button {
  background-color: #eee;
  border: 1px solid #888;
  color: black;
  height: 44px;
  width: 44px;
  text-align: center;
  text-decoration: none;
  display: inline-block;
  font-size: 14px;
  font-weight: bolder;
}
.dark button {
  /* This will be inverted */
  background-color: #c3b7b5;
}
button.depressed {
  background-color: #0a0;
  color: white;
}
.dark button.depressed {
  /* This will be inverted */
  background-color: #b3b;
}
button:focus {
  outline: 0;
}
button#tb-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.32 290.12h5.82M1.32 291.45h5.82' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 292.5v4.23M.26 292.63H8.2' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='1.35' y='295.73'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
}
button#lr-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.06 290.12H3.7m-2.64 1.33H3.7m-2.64 1.32H3.7m-2.64 1.3H3.7m-2.64 1.33H3.7' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 288.8v7.94m0-4.11h3.96' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='5.11' y='291.96'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
}
button#bom-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)' fill='none' stroke='%23000' stroke-width='.4'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' stroke-linejoin='round'/%3E%3Cpath d='M1.59 290.12h5.29M1.59 291.45h5.33M1.59 292.75h5.33M1.59 294.09h5.33M1.59 295.41h5.33'/%3E%3C/g%3E%3C/svg%3E");
}
button#bom-grouped-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m4 0h5m4 0h3M6.1 22h3m3.9 0h5m4 0h4m-16-8h4m4 0h4'/%3E%3Cpath stroke-linecap='null' d='M5 17.5h22M5 26.6h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
}
button#bom-ungrouped-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m-4 8h3m-3 8h4'/%3E%3Cpath stroke-linecap='null' d='M5 13.5h22m-22 8h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
}
button#bom-netlist-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg fill='none' stroke='%23000' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-width='2' d='M6 26l6-6v-8m13.8-6.3l-6 6v8'/%3E%3Ccircle cx='11.8' cy='9.5' r='2.8' stroke-width='2'/%3E%3Ccircle cx='19.8' cy='22.8' r='2.8' stroke-width='2'/%3E%3C/g%3E%3C/svg%3E");
}
button#copy {
  background-image: url("data:image/svg+xml,%3Csvg height='48' viewBox='0 0 48 48' width='48' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 0h48v48h-48z' fill='none'/%3E%3Cpath d='M32 2h-24c-2.21 0-4 1.79-4 4v28h4v-28h24v-4zm6 8h-22c-2.21 0-4 1.79-4 4v28c0 2.21 1.79 4 4 4h22c2.21 0 4-1.79 4-4v-28c0-2.21-1.79-4-4-4zm0 32h-22v-28h22v28z'/%3E%3C/svg%3E");
  background-position: 6px 6px;
  background-repeat: no-repeat;
  background-size: 26px 26px;
  border-radius: 6px;
  height: 40px;
  width: 40px;
  margin: 10px 5px;
}
button#copy:active {
    box-shadow: inset 0px 0px 5px #6c6c6c;
}
textarea.clipboard-temp {
  position: fixed;
  top: 0;
  left: 0;
  width: 2em;
  height: 2em;
  padding: 0;
  border: None;
  outline: None;
  box-shadow: None;
  background: transparent;
}
.left-most-button {
  border-right: 0;
  border-top-left-radius: 6px;
  border-bottom-left-radius: 6px;
}
.middle-button {
  border-right: 0;
}
.right-most-button {
  border-top-right-radius: 6px;
  border-bottom-right-radius: 6px;
}
.button-container {
  font-size: 0;
  margin: 10px 10px 10px 0px;
}
.dark .button-container {
  filter: invert(1);
}
.button-container button {
  background-size: 32px 32px;
  background-position: 5px 5px;
  background-repeat: no-repeat;
}
@media print {
  .hideonprint {
    display: none;
  }
}
canvas {
  cursor: crosshair;
}
canvas:active {
  cursor: grabbing;
}
.fileinfo {
  width: 100%;
  max-width: 1000px;
  border: none;
  padding: 5px;
}
.fileinfo .title {
  font-size: 20pt;
  font-weight: bold;
}
.fileinfo td {
  overflow: hidden;
  white-space: nowrap;
  max-width: 1px;
  width: 50%;
  text-overflow: ellipsis;
}
.bom {
  border-collapse: collapse;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 10pt;
  table-layout: fixed;
  width: 100%;
  margin-top: 1px;
}
.bom th, .bom td {
  border: 1px solid black;
  padding: 5px;
  word-wrap: break-word;
  text-align: center;
  position: relative;
}
.dark .bom th, .dark .bom td {
  border: 1px solid #777;
}
.bom th {
  background-color: #CCCCCC;
  background-clip: padding-box;
}
.dark .bom th {
  background-color: #3b4749;
}
.bom tr.highlighted:nth-child(n) {
  background-color: #cfc;
}
.dark .bom tr.highlighted:nth-child(n) {
  background-color: #226022;
}
.bom tr:nth-child(even) {
  background-color: #f2f2f2;
}
.dark .bom tr:nth-child(even) {
  background-color: #313b40;
}
.bom tr {
  transition: background-color 0.2s;
}
.bom .numCol {
  width: 25px;
}
.bom .Description {
  width: 10%;
}
.bom .Part {
  width: 10%;
}
.bom .Value {
  width: 15%;
}
.bom .Quantity {
  width: 65px;
}
.bom th .sortmark {
  position: absolute;
  right: 1px;
  top: 1px;
  margin-top: -5px;
  border-width: 5px;
  border-style: solid;
  border-color: transparent transparent #221 transparent;
  transform-origin: 50% 85%;
  transition: opacity 0.2s, transform 0.4s;
}
.dark .bom th .sortmark {
  filter: invert(1);
}
.bom th .sortmark.none {
  opacity: 0;
}
.bom th .sortmark.desc {
  transform: rotate(180deg);
}
.bom th:hover .sortmark.none {
  opacity: 0.5;
}
.bom .bom-checkbox {
  width: 30px;
  position: relative;
  user-select: none;
  -moz-user-select: none;
}
.bom .bom-checkbox:before {
  content: "";
  position: absolute;
  border-width: 15px;
  border-style: solid;
  border-color: #51829f transparent transparent transparent;
  visibility: hidden;
  top: -15px;
}
.bom .bom-checkbox:after {
  content: "Double click to set/unset all";
  position: absolute;
  color: white;
  top: -35px;
  left: -26px;
  background: #51829f;
  padding: 5px 15px;
  border-radius: 8px;
  white-space: nowrap;
  visibility: hidden;
}
.bom .bom-checkbox:hover:before, .bom .bom-checkbox:hover:after {
  visibility: visible;
  transition: visibility 0.2s linear 1s;
}
.split {
  -webkit-box-sizing: border-box;
  -moz-box-sizing: border-box;
  box-sizing: border-box;
  overflow-y: auto;
  overflow-x: hidden;
  background-color: inherit;
}
.split.split-horizontal, .gutter.gutter-horizontal {
  height: 100%;
  float: left;
}
.gutter {
  background-color: #ddd;
  background-repeat: no-repeat;
  background-position: 50%;
  transition: background-color 0.3s;
}
.dark .gutter {
  background-color: #777;
}
.gutter.gutter-horizontal {
  background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAeCAYAAADkftS9AAAAIklEQVQoU2M4c+bMfxAGAgYYmwGrIIiDjrELjpo5aiZeMwF+yNnOs5KSvgAAAABJRU5ErkJggg==');
  cursor: ew-resize;
  width: 5px;
}
.gutter.gutter-vertical {
  background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAFAQMAAABo7865AAAABlBMVEVHcEzMzMzyAv2sAAAAAXRSTlMAQObYZgAAABBJREFUeF5jOAMEEAIEEFwAn3kMwcB6I2AAAAAASUVORK5CYII=');
  cursor: ns-resize;
  height: 5px;
}
.searchbox {
  float: left;
  height: 40px;
  margin: 10px 5px;
  padding: 12px 32px;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 18px;
  box-sizing: border-box;
  border: 1px solid #888;
  border-radius: 6px;
  outline: none;
  background-color: #eee;
  transition: background-color 0.2s, border 0.2s;
  background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAABNklEQVQ4T8XSMUvDQBQH8P/LElFa/AIZHcTBQSz0I/gFstTBRR2KUC4ldDxw7h0Bl3RRUATxi4iiODgoiLNrbQYp5J6cpJJqomkX33Z37/14d/dIa33MzDuYI4johOI4XhyNRteO46zNYjDzAxE1yBZprVeZ+QbAUhXEGJMA2Ox2u4+fQIa0mPmsCgCgJYQ4t7lfgF0opQYAdv9ABkKI/UnOFCClXKjX61cA1osQY8x9kiRNKeV7IWA3oyhaSdP0FkAtjxhj3hzH2RBCPOf3pzqYHCilfAAX+URm9oMguPzeWSGQvUcMYC8rOBJCHBRdqxTo9/vbRHRqi8bj8XKv1xvODbiuW2u32/bvf0SlDv4XYOY7z/Mavu+nM1+BmQ+NMc0wDF/LprP0DbTWW0T00ul0nn4b7Q87+X4Qmfiq2wAAAABJRU5ErkJggg==');
  background-position: 10px 10px;
  background-repeat: no-repeat;
}
.dark .searchbox {
  background-color: #111;
  color: #eee;
}
.searchbox::placeholder {
  color: #ccc;
}
.dark .searchbox::placeholder {
  color: #666;
}
.filter {
  width: calc(60% - 64px);
}
.reflookup {
  width: calc(40% - 10px);
}
input[type=text]:focus {
  background-color: white;
  border: 1px solid #333;
}
.dark input[type=text]:focus {
  background-color: #333;
  border: 1px solid #ccc;
}
mark.highlight {
  background-color: #5050ff;
  color: #fff;
  padding: 2px;
  border-radius: 6px;
}
.dark mark.highlight {
  background-color: #76a6da;
  color: #111;
}
.menubtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
  background-position: center;
  background-repeat: no-repeat;
}
.statsbtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
}
.iobtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
}
.dark .statsbtn, .dark .savebtn, .dark .menubtn, .dark .iobtn {
  filter: invert(1);
}
.flexbox {
  display: flex;
  align-items: center;
  justify-content: space-between;
  width: 100%;
}
.savebtn {
  background-color: #d6d6d6;
  width: auto;
  height: 30px;
  flex-grow: 1;
  margin: 5px;
  border-radius: 4px;
}
.savebtn:active {
  background-color: #0a0;
  color: white;
}
.dark .savebtn:active {
  /* This will be inverted */
  background-color: #b3b;
}
.stats {
  border-collapse: collapse;
  font-size: 12pt;
  table-layout: fixed;
  width: 100%;
  min-width: 450px;
}
.dark .stats td {
  border: 1px solid #bbb;
}
.stats td {
  border: 1px solid black;
  padding: 5px;
  word-wrap: break-word;
  text-align: center;
  position: relative;
}
#checkbox-stats div {
  position: absolute;
  left: 0;
  top: 0;
  height: 100%;
  width: 100%;
  display: flex;
  align-items: center;
  justify-content: center;
}
#checkbox-stats .bar {
  background-color: rgba(28, 251, 0, 0.6);
}
.menu {
  position: relative;
  display: inline-block;
  margin: 10px 10px 10px 0px;
}
.menu-content {
  display: none;
  position: absolute;
  background-color: white;
  right: 0;
  min-width: 300px;
  box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
  z-index: 100;
  padding: 8px;
}
.dark .menu-content {
  background-color: #111;
}
.menu:hover .menu-content {
  display: block;
}
.menu:hover .menubtn, .menu:hover .iobtn, .menu:hover .statsbtn {
  background-color: #eee;
}
.menu-label {
  display: inline-block;
  padding: 8px;
  border: 1px solid #ccc;
  border-top: 0;
  width: calc(100% - 18px);
}
.menu-label-top {
  border-top: 1px solid #ccc;
}
.menu-textbox {
  float: left;
  height: 24px;
  margin: 10px 5px;
  padding: 5px 5px;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 14px;
  box-sizing: border-box;
  border: 1px solid #888;
  border-radius: 4px;
  outline: none;
  background-color: #eee;
  transition: background-color 0.2s, border 0.2s;
  width: calc(100% - 10px);
}
.menu-textbox.invalid, .dark .menu-textbox.invalid {
  color: red;
}
.dark .menu-textbox {
  background-color: #222;
  color: #eee;
}
.topmostdiv {
  width: 100%;
  height: 100%;
  background-color: white;
  transition: background-color 0.3s;
}
#top {
  height: 78px;
  border-bottom: 2px solid black;
}
.dark #top {
  border-bottom: 2px solid #ccc;
}
#dbg {
  display: block;
}
::-webkit-scrollbar {
  width: 8px;
}
::-webkit-scrollbar-track {
  background: #aaa;
}
::-webkit-scrollbar-thumb {
  background: #666;
  border-radius: 3px;
}
::-webkit-scrollbar-thumb:hover {
  background: #555;
}
.slider {
  -webkit-appearance: none;
  width: 100%;
  margin: 3px 0;
  padding: 0;
  outline: none;
  opacity: 0.7;
  -webkit-transition: .2s;
  transition: opacity .2s;
  border-radius: 3px;
}
.slider:hover {
  opacity: 1;
}
.slider:focus {
  outline: none;
}
.slider::-webkit-slider-runnable-track {
  -webkit-appearance: none;
  width: 100%;
  height: 8px;
  background: #d3d3d3;
  border-radius: 3px;
  border: none;
}
.slider::-webkit-slider-thumb {
  -webkit-appearance: none;
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
  margin-top: -4px;
}
.dark .slider::-webkit-slider-thumb {
  background: #3d3;
}
.slider::-moz-range-thumb {
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
}
.slider::-moz-range-track {
  height: 8px;
  background: #d3d3d3;
  border-radius: 3px;
}
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  background: #3d3;
}
.slider::-ms-track {
  width: 100%;
  height: 8px;
  border-width: 3px 0;
  background: transparent;
  border-color: transparent;
  color: transparent;
  transition: opacity .2s;
}
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  border: none;
  border-radius: 3px;
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.slider::-ms-fill-upper {
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  height: 15px;
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.shameless-plug {
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}
a {
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}
.dark a {
  color: #00b9fd;
}
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}
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///////////////////////////////////////////////
/*
  Split.js - v1.3.5
  MIT License
  https://github.com/nathancahill/Split.js
*/
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///////////////////////////////////////////////
///////////////////////////////////////////////
// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
// This work is free. You can redistribute it and/or modify it
// under the terms of the WTFPL, Version 2
// For more information see LICENSE.txt or http://www.wtfpl.net/
//
// For more information, the home page:
// http://pieroxy.net/blog/pages/lz-string/testing.html
//
// LZ-based compression algorithm, version 1.4.4
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///////////////////////////////////////////////
///////////////////////////////////////////////
/*!
 * PEP v0.4.3 | https://github.com/jquery/PEP
 * Copyright jQuery Foundation and other contributors | http://jquery.org/license
 */
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c.altKey=b.altKey,c.ctrlKey=b.ctrlKey,c.metaKey=b.metaKey,c.shiftKey=b.shiftKey;
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vacuumTouches:function(a){var b=a.touches;
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dedupSynthMouse:function(a){var b=N.lastTouches,c=a.changedTouches[0];
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///////////////////////////////////////////////
///////////////////////////////////////////////
var config = {"show_fabrication": false, "redraw_on_drag": true, "highlight_pin1": false, "extra_fields": [], "dark_mode": false, "bom_view": "left-right", "board_rotation": 0, "checkboxes": "Sourced,Placed", "show_silkscreen": true, "show_pads": true, "layer_view": "FB"}
///////////////////////////////////////////////
///////////////////////////////////////////////
var pcbdata = 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"))
///////////////////////////////////////////////
///////////////////////////////////////////////
/* Utility functions */
var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
  pcbdata.metadata.revision + '__#';
var storage;
function initStorage(key) {
  try {
    window.localStorage.getItem("blank");
    storage = window.localStorage;
  } catch (e) {
    // localStorage not available
  }
  if (!storage) {
    try {
      window.sessionStorage.getItem("blank");
      storage = window.sessionStorage;
    } catch (e) {
      // sessionStorage also not available
    }
  }
}
function readStorage(key) {
  if (storage) {
    return storage.getItem(storagePrefix + key);
  } else {
    return null;
  }
}
function writeStorage(key, value) {
  if (storage) {
    storage.setItem(storagePrefix + key, value);
  }
}
function fancyDblClickHandler(el, onsingle, ondouble) {
  return function() {
    if (el.getAttribute("data-dblclick") == null) {
      el.setAttribute("data-dblclick", 1);
      setTimeout(function() {
        if (el.getAttribute("data-dblclick") == 1) {
          onsingle();
        }
        el.removeAttribute("data-dblclick");
      }, 200);
    } else {
      el.removeAttribute("data-dblclick");
      ondouble();
    }
  }
}
function smoothScrollToRow(rowid) {
  document.getElementById(rowid).scrollIntoView({
    behavior: "smooth",
    block: "center",
    inline: "nearest"
  });
}
function focusInputField(input) {
  input.scrollIntoView(false);
  input.focus();
  input.select();
}
function copyToClipboard() {
  var text = '';
  for (var node of bomhead.childNodes[0].childNodes) {
    if (node.firstChild) {
      text = text + node.firstChild.nodeValue;
    }
    if (node != bomhead.childNodes[0].lastChild) {
      text += '\t';
    }
  }
  text += '\n';
  for (var row of bombody.childNodes) {
    for (var cell of row.childNodes) {
      for (var node of cell.childNodes) {
        if (node.nodeName == "INPUT") {
          if (node.checked) {
            text = text + '✓';
          }
        } else if (node.nodeName == "MARK") {
          text = text + node.firstChild.nodeValue;
        } else {
          text = text + node.nodeValue;
        }
      }
      if (cell != row.lastChild) {
        text += '\t';
      }
    }
    text += '\n';
  }
  var textArea = document.createElement("textarea");
  textArea.classList.add('clipboard-temp');
  textArea.value = text;
  document.body.appendChild(textArea);
  textArea.focus();
  textArea.select();
  try {
    if (document.execCommand('copy')) {
      console.log('Bom copied to clipboard.');
    }
  } catch (err) {
    console.log('Can not copy to clipboard.');
  }
  document.body.removeChild(textArea);
}
function removeGutterNode(node) {
  for (var i = 0; i < node.childNodes.length; i++) {
    if (node.childNodes[i].classList &&
      node.childNodes[i].classList.contains("gutter")) {
      node.removeChild(node.childNodes[i]);
      break;
    }
  }
}
function cleanGutters() {
  removeGutterNode(document.getElementById("bot"));
  removeGutterNode(document.getElementById("canvasdiv"));
}
var units = {
  prefixes: {
    giga: ["G", "g", "giga", "Giga", "GIGA"],
    mega: ["M", "mega", "Mega", "MEGA"],
    kilo: ["K", "k", "kilo", "Kilo", "KILO"],
    milli: ["m", "milli", "Milli", "MILLI"],
    micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
    nano: ["N", "n", "nano", "Nano", "NANO"],
    pico: ["P", "p", "pico", "Pico", "PICO"],
  },
  unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
  unitsLong: [
    "OHM", "Ohm", "ohm", "ohms",
    "FARAD", "Farad", "farad",
    "HENRY", "Henry", "henry"
  ],
  getMultiplier: function(s) {
    if (this.prefixes.giga.includes(s)) return 1e9;
    if (this.prefixes.mega.includes(s)) return 1e6;
    if (this.prefixes.kilo.includes(s)) return 1e3;
    if (this.prefixes.milli.includes(s)) return 1e-3;
    if (this.prefixes.micro.includes(s)) return 1e-6;
    if (this.prefixes.nano.includes(s)) return 1e-9;
    if (this.prefixes.pico.includes(s)) return 1e-12;
    return 1;
  },
  valueRegex: null,
}
function initUtils() {
  var allPrefixes = units.prefixes.giga
                    .concat(units.prefixes.mega)
                    .concat(units.prefixes.kilo)
                    .concat(units.prefixes.milli)
                    .concat(units.prefixes.micro)
                    .concat(units.prefixes.nano)
                    .concat(units.prefixes.pico);
  var allUnits = units.unitsShort.concat(units.unitsLong);
  units.valueRegex = new RegExp("^([0-9\.]+)" +
                         "\\s*(" + allPrefixes.join("|") + ")?" +
                         "(" + allUnits.join("|") + ")?" +
                         "(\\b.*)?$", "");
  units.valueAltRegex = new RegExp("^([0-9]*)" +
                         "(" + units.unitsShort.join("|") + ")?" +
                         "([GgMmKkUuNnPp])?" +
                         "([0-9]*)" +
                         "(\\b.*)?$", "");
  for (var bom_type of ["both", "F", "B"]) {
    for (var row of pcbdata.bom[bom_type]) {
      row.push(parseValue(row[1], row[3][0][0]));
    }
  }
}
function parseValue(val, ref) {
  var inferUnit = (unit, ref) => {
    if (unit) {
      unit = unit.toLowerCase();
      if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
        unit = 'r';
      }
      unit = unit[0];
    } else {
      ref = /^([a-z]+)\d+$/i.exec(ref);
      if (ref) {
        ref = ref[1].toLowerCase();
        if (ref == "c") unit = 'f';
        else if (ref == "l") unit = 'h';
        else if (ref == "r" || ref == "rv") unit = 'r';
        else unit = null;
      }
    }
    return unit;
  };
  val = val.replace(/,/g, "");
  var match = units.valueRegex.exec(val);
  var unit;
  if (match) {
    val = parseFloat(match[1]);
    if (match[2]) {
      val = val * units.getMultiplier(match[2]);
    }
    unit = inferUnit(match[3], ref);
    if (!unit) return null;
    else return {
      val: val,
      unit: unit,
      extra: match[4],
    }
  }
  match = units.valueAltRegex.exec(val);
  if (match && (match[1] || match[4])) {
    val = parseFloat(match[1] + "." + match[4]);
    if (match[3]) {
      val = val * units.getMultiplier(match[3]);
    }
    unit = inferUnit(match[2], ref);
    if (!unit) return null;
    else return {
      val: val,
      unit: unit,
      extra: match[5],
    }
  }
  return null;
}
function valueCompare(a, b, stra, strb) {
  if (a === null && b === null) {
    // Failed to parse both values, compare them as strings.
    if (stra != strb) return stra > strb ? 1 : -1;
    else return 0;
  } else if (a === null) {
    return 1;
  } else if (b === null) {
    return -1;
  } else {
    if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
    else if (a.val != b.val) return a.val > b.val ? 1 : -1;
    else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
    else return 0;
  }
}
function validateSaveImgDimension(element) {
  var valid = false;
  var intValue = 0;
  if (/^[1-9]\d*$/.test(element.value)) {
    intValue = parseInt(element.value);
    if (intValue <= 16000) {
      valid = true;
    }
  }
  if (valid) {
    element.classList.remove("invalid");
  } else {
    element.classList.add("invalid");
  }
  return intValue;
}
function saveImage(layer) {
  var width = validateSaveImgDimension(document.getElementById("render-save-width"));
  var height = validateSaveImgDimension(document.getElementById("render-save-height"));
  var bgcolor = null;
  if (!document.getElementById("render-save-transparent").checked) {
    var style = getComputedStyle(topmostdiv);
    bgcolor = style.getPropertyValue("background-color");
  }
  if (!width || !height) return;
  // Prepare image
  var canvas = document.createElement("canvas");
  var layerdict = {
    transform: {
      x: 0,
      y: 0,
      s: 1,
      panx: 0,
      pany: 0,
      zoom: 1,
    },
    bg: canvas,
    fab: canvas,
    silk: canvas,
    highlight: canvas,
    layer: layer,
  }
  // Do the rendering
  recalcLayerScale(layerdict, width, height);
  prepareLayer(layerdict);
  clearCanvas(canvas, bgcolor);
  drawBackground(layerdict, false);
  drawHighlightsOnLayer(layerdict, false);
  // Save image
  var imgdata = canvas.toDataURL("image/png");
  var filename = pcbdata.metadata.title;
  if (pcbdata.metadata.revision) {
    filename += `.${pcbdata.metadata.revision}`;
  }
  filename += `.${layer}.png`;
  saveFile(filename, dataURLtoBlob(imgdata));
}
function saveSettings() {
  var data = {
    type: "InteractiveHtmlBom settings",
    version: 1,
    pcbmetadata: pcbdata.metadata,
    settings: settings,
  }
  var blob = new Blob([JSON.stringify(data, null, 4)], {type: "application/json"});
  saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
}
function loadSettings() {
  var input = document.createElement("input");
  input.type = "file";
  input.accept = ".settings.json";
  input.onchange = function(e) {
    var file = e.target.files[0];
    var reader = new FileReader();
    reader.onload = readerEvent => {
      var content = readerEvent.target.result;
      var newSettings;
      try {
        newSettings = JSON.parse(content);
      } catch(e) {
        alert("Selected file is not InteractiveHtmlBom settings file.");
        return;
      }
      if (newSettings.type != "InteractiveHtmlBom settings") {
        alert("Selected file is not InteractiveHtmlBom settings file.");
        return;
      }
      var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
      if (metadataMatches) {
        for (var k in pcbdata.metadata) {
          if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
            metadataMatches = false;
          }
        }
      }
      if (!metadataMatches) {
        var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
        var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
        if (!confirm(
          `Settins file metadata does not match current metadata.\n\n` +
          `Page metadata:\n${currentMetadata}\n\n` +
          `Settings file metadata:\n${fileMetadata}\n\n` +
          `Press OK if you would like to import settings anyway.`)) {
          return;
        }
      }
      overwriteSettings(newSettings.settings);
    }
    reader.readAsText(file, 'UTF-8');
  }
  input.click();
}
function overwriteSettings(newSettings) {
  initDone = false;
  Object.assign(settings, newSettings);
  writeStorage("bomlayout", settings.bomlayout);
  writeStorage("bommode", settings.bommode);
  writeStorage("canvaslayout", settings.canvaslayout);
  writeStorage("bomCheckboxes", settings.checkboxes.join(","));
  document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
  for (var checkbox of settings.checkboxes) {
    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
  }
  padsVisible(settings.renderPads);
  document.getElementById("padsCheckbox").checked = settings.renderPads;
  fabricationVisible(settings.renderFabrication);
  document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
  silkscreenVisible(settings.renderSilkscreen);
  document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
  referencesVisible(settings.renderReferences);
  document.getElementById("referencesCheckbox").checked = settings.renderReferences;
  valuesVisible(settings.renderValues);
  document.getElementById("valuesCheckbox").checked = settings.renderValues;
  tracksVisible(settings.renderTracks);
  document.getElementById("tracksCheckbox").checked = settings.renderTracks;
  zonesVisible(settings.renderZones);
  document.getElementById("zonesCheckbox").checked = settings.renderZones;
  dnpOutline(settings.renderDnpOutline);
  document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
  setRedrawOnDrag(settings.redrawOnDrag);
  document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
  setDarkMode(settings.darkMode);
  document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
  setHighlightPin1(settings.highlightpin1);
  document.getElementById("highlightpin1Checkbox").checked = settings.highlightpin1;
  writeStorage("boardRotation", settings.boardRotation);
  document.getElementById("boardRotation").value = settings.boardRotation / 5;
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
  initDone = true;
  prepCheckboxes();
  changeBomLayout(settings.bomlayout);
}
function saveFile(filename, blob) {
  var link = document.createElement("a");
  var objurl = URL.createObjectURL(blob);
  link.download = filename;
  link.href = objurl;
  link.click();
}
function dataURLtoBlob(dataurl) {
  var arr = dataurl.split(','), mime = arr[0].match(/:(.*?);/)[1],
      bstr = atob(arr[1]), n = bstr.length, u8arr = new Uint8Array(n);
  while(n--){
      u8arr[n] = bstr.charCodeAt(n);
  }
  return new Blob([u8arr], {type:mime});
}
var settings = {
  canvaslayout: "default",
  bomlayout: "default",
  bommode: "grouped",
  checkboxes: [],
  checkboxStoredRefs: {},
  darkMode: false,
  highlightpin1: false,
  redrawOnDrag: true,
  boardRotation: 0,
  renderPads: true,
  renderReferences: true,
  renderValues: true,
  renderSilkscreen: true,
  renderFabrication: true,
  renderDnpOutline: false,
  renderTracks: true,
  renderZones: true,
}
function initDefaults() {
  settings.bomlayout = readStorage("bomlayout");
  if (settings.bomlayout === null) {
    settings.bomlayout = config.bom_view;
  }
  if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
    settings.bomlayout = config.bom_view;
  }
  settings.bommode = readStorage("bommode");
  if (settings.bommode === null) {
    settings.bommode = "grouped";
  }
  if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
    settings.bommode = "grouped";
  }
  settings.canvaslayout = readStorage("canvaslayout");
  if (settings.canvaslayout === null) {
    settings.canvaslayout = config.layer_view;
  }
  var bomCheckboxes = readStorage("bomCheckboxes");
  if (bomCheckboxes === null) {
    bomCheckboxes = config.checkboxes;
  }
  settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
  document.getElementById("bomCheckboxes").value = bomCheckboxes;
  function initBooleanSetting(storageString, def, elementId, func) {
    var b = readStorage(storageString);
    if (b === null) {
      b = def;
    } else {
      b = (b == "true");
    }
    document.getElementById(elementId).checked = b;
    func(b);
  }
  initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
  initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
  initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
  initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
  initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
  if ("tracks" in pcbdata) {
    initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
    initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
  } else {
    document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
    tracksVisible(false);
    zonesVisible(false);
  }
  initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
  initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
  initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);
  initBooleanSetting("highlightpin1", config.highlight_pin1, "highlightpin1Checkbox", setHighlightPin1);
  settings.boardRotation = readStorage("boardRotation");
  if (settings.boardRotation === null) {
    settings.boardRotation = config.board_rotation * 5;
  } else {
    settings.boardRotation = parseInt(settings.boardRotation);
  }
  document.getElementById("boardRotation").value = settings.boardRotation / 5;
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
}
///////////////////////////////////////////////
///////////////////////////////////////////////
/* PCB rendering code */
var emptyContext2d = document.createElement("canvas").getContext("2d");
function deg2rad(deg) {
  return deg * Math.PI / 180;
}
function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
  var point = [
    linepoint[0] * text.width + offsetx,
    linepoint[1] * text.height + offsety
  ];
  // Adding half a line height here is technically a bug
  // but pcbnew currently does the same, text is slightly shifted.
  point[0] -= (point[1] + text.height * 0.5) * tilt;
  return point;
}
function drawtext(ctx, text, color, flip) {
  if ("ref" in text && !settings.renderReferences) return;
  if ("val" in text && !settings.renderValues) return;
  ctx.save();
  ctx.fillStyle = color;
  ctx.strokeStyle = color;
  ctx.lineCap = "round";
  ctx.lineJoin = "round";
  ctx.lineWidth = text.thickness;
  if (text.svgpath) {
    ctx.stroke(new Path2D(text.svgpath));
    ctx.restore();
    return;
  }
  ctx.translate(...text.pos);
  var angle = -text.angle;
  if (text.attr.includes("mirrored")) {
    ctx.scale(-1, 1);
    angle = -angle;
  }
  var tilt = 0;
  if (text.attr.includes("italic")) {
    tilt = 0.125;
  }
  var interline = (text.height * 1.5 + text.thickness) / 2;
  var txt = text.text.split("\n");
  // KiCad ignores last empty line.
  if (txt[txt.length - 1] == '') txt.pop();
  ctx.rotate(deg2rad(angle));
  for (var i in txt) {
    var offsety = (-(txt.length - 1) + i * 2) * interline + text.height / 2;
    var lineWidth = 0;
    for (var c of txt[i]) {
      if (c == '\t') {
        var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
        lineWidth += fourSpaces - lineWidth % fourSpaces;
      } else {
        lineWidth += pcbdata.font_data[c].w * text.width;
      }
    }
    var offsetx = 0;
    switch (text.horiz_justify) {
      case -1:
        // Justify left, do nothing
        break;
      case 0:
        // Justify center
        offsetx -= lineWidth / 2;
        break;
      case 1:
        // Justify right
        offsetx -= lineWidth;
        break;
    }
    for (var c of txt[i]) {
      if (c == '\t') {
        var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
        offsetx += fourSpaces - offsetx % fourSpaces;
        continue;
      }
      for (var line of pcbdata.font_data[c].l) {
        ctx.beginPath();
        ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
        for (var i = 1; i < line.length; i++) {
          ctx.lineTo(...calcFontPoint(line[i], text, offsetx, offsety, tilt));
        }
        ctx.stroke();
      }
      offsetx += pcbdata.font_data[c].w * text.width;
    }
  }
  ctx.restore();
}
function drawedge(ctx, scalefactor, edge, color) {
  ctx.strokeStyle = color;
  ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
  ctx.lineCap = "round";
  if (edge.svgpath) {
    ctx.stroke(new Path2D(edge.svgpath));
  } else {
    ctx.beginPath();
    if (edge.type == "segment") {
      ctx.moveTo(...edge.start);
      ctx.lineTo(...edge.end);
    }
    if (edge.type == "arc") {
      ctx.arc(
        ...edge.start,
        edge.radius,
        deg2rad(edge.startangle),
        deg2rad(edge.endangle));
    }
    if (edge.type == "circle") {
      ctx.arc(
        ...edge.start,
        edge.radius,
        0, 2 * Math.PI);
      ctx.closePath();
    }
    if (edge.type == "curve") {
      ctx.moveTo(...edge.start);
      ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
    }
    ctx.stroke();
  }
}
function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
  // chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
  var path = new Path2D();
  var width = size[0];
  var height = size[1];
  var x = width * -0.5;
  var y = height * -0.5;
  var chamfOffset = Math.min(width, height) * chamfratio;
  path.moveTo(x, 0);
  if (chamfpos & 4) {
    path.lineTo(x, y + height - chamfOffset);
    path.lineTo(x + chamfOffset, y + height);
    path.lineTo(0, y + height);
  } else {
    path.arcTo(x, y + height, x + width, y + height, radius);
  }
  if (chamfpos & 8) {
    path.lineTo(x + width - chamfOffset, y + height);
    path.lineTo(x + width, y + height - chamfOffset);
    path.lineTo(x + width, 0);
  } else {
    path.arcTo(x + width, y + height, x + width, y, radius);
  }
  if (chamfpos & 2) {
    path.lineTo(x + width, y + chamfOffset);
    path.lineTo(x + width - chamfOffset, y);
    path.lineTo(0, y);
  } else {
    path.arcTo(x + width, y, x, y, radius);
  }
  if (chamfpos & 1) {
    path.lineTo(x + chamfOffset, y);
    path.lineTo(x, y + chamfOffset);
    path.lineTo(x, 0);
  } else {
    path.arcTo(x, y, x, y + height, radius);
  }
  path.closePath();
  return path;
}
function getOblongPath(size) {
  return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
}
function getPolygonsPath(shape) {
  if (shape.path2d) {
    return shape.path2d;
  }
  if (shape.svgpath) {
    shape.path2d = new Path2D(shape.svgpath);
  } else {
    var path = new Path2D();
    for (var polygon of shape.polygons) {
      path.moveTo(...polygon[0]);
      for (var i = 1; i < polygon.length; i++) {
        path.lineTo(...polygon[i]);
      }
      path.closePath();
    }
    shape.path2d = path;
  }
  return shape.path2d;
}
function drawPolygonShape(ctx, shape, color) {
  ctx.save();
  ctx.fillStyle = color;
  if (!shape.svgpath) {
    ctx.translate(...shape.pos);
    ctx.rotate(deg2rad(-shape.angle));
  }
  ctx.fill(getPolygonsPath(shape));
  ctx.restore();
}
function drawDrawing(ctx, layer, scalefactor, drawing, color) {
  if (["segment", "arc", "circle", "curve"].includes(drawing.type)) {
    drawedge(ctx, scalefactor, drawing, color);
  } else if (drawing.type == "polygon") {
    drawPolygonShape(ctx, drawing, color);
  } else {
    drawtext(ctx, drawing, color, layer == "B");
  }
}
function getCirclePath(radius) {
  var path = new Path2D();
  path.arc(0, 0, radius, 0, 2 * Math.PI);
  path.closePath();
  return path;
}
function getCachedPadPath(pad) {
  if (!pad.path2d) {
    // if path2d is not set, build one and cache it on pad object
    if (pad.shape == "rect") {
      pad.path2d = new Path2D();
      pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
    } else if (pad.shape == "oval") {
      pad.path2d = getOblongPath(pad.size);
    } else if (pad.shape == "circle") {
      pad.path2d = getCirclePath(pad.size[0] / 2);
    } else if (pad.shape == "roundrect") {
      pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
    } else if (pad.shape == "chamfrect") {
      pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
    } else if (pad.shape == "custom") {
      pad.path2d = getPolygonsPath(pad);
    }
  }
  return pad.path2d;
}
function drawPad(ctx, pad, color, outline, hole) {
  ctx.save();
  ctx.translate(...pad.pos);
  ctx.rotate(deg2rad(pad.angle));
  if (pad.offset) {
    ctx.translate(...pad.offset);
  }
  ctx.fillStyle = color;
  ctx.strokeStyle = color;
  var path = getCachedPadPath(pad);
  if (outline) {
    ctx.stroke(path);
  } else {
    ctx.fill(path);
  }
  if (pad.type == "th" && hole) {
    if (pad.offset) {
      ctx.translate(-pad.offset[0], -pad.offset[1]);
    }
    ctx.fillStyle = "#CCCCCC";
    if (pad.drillshape == "oblong") {
      ctx.fill(getOblongPath(pad.drillsize));
    } else {
      ctx.fill(getCirclePath(pad.drillsize[0] / 2));
    }
  }
  ctx.restore();
}
function drawModule(ctx, layer, scalefactor, module, padcolor, outlinecolor, highlight, outline) {
  if (highlight) {
    // draw bounding box
    if (module.layer == layer) {
      ctx.save();
      ctx.globalAlpha = 0.2;
      ctx.translate(...module.bbox.pos);
      ctx.rotate(deg2rad(-module.bbox.angle));
      ctx.translate(...module.bbox.relpos);
      ctx.fillStyle = padcolor;
      ctx.fillRect(0, 0, ...module.bbox.size);
      ctx.globalAlpha = 1;
      ctx.strokeStyle = padcolor;
      ctx.strokeRect(0, 0, ...module.bbox.size);
      ctx.restore();
    }
  }
  // draw drawings
  for (var drawing of module.drawings) {
    if (drawing.layer == layer) {
      drawDrawing(ctx, layer, scalefactor, drawing.drawing, padcolor);
    }
  }
  // draw pads
  if (settings.renderPads) {
    for (var pad of module.pads) {
      if (pad.layers.includes(layer)) {
        drawPad(ctx, pad, padcolor, outline, true);
        if (pad.pin1 && settings.highlightpin1) {
          drawPad(ctx, pad, outlinecolor, true, false);
        }
      }
    }
  }
}
function drawEdgeCuts(canvas, scalefactor) {
  var ctx = canvas.getContext("2d");
  var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
  for (var edge of pcbdata.edges) {
    drawedge(ctx, scalefactor, edge, edgecolor);
  }
}
function drawModules(canvas, layer, scalefactor, highlight) {
  var ctx = canvas.getContext("2d");
  ctx.lineWidth = 3 / scalefactor;
  var style = getComputedStyle(topmostdiv);
  var padcolor = style.getPropertyValue('--pad-color');
  var outlinecolor = style.getPropertyValue('--pin1-outline-color');
  if (highlight) {
    padcolor = style.getPropertyValue('--pad-color-highlight');
    outlinecolor = style.getPropertyValue('--pin1-outline-color-highlight');
  }
  for (var i = 0; i < pcbdata.modules.length; i++) {
    var mod = pcbdata.modules[i];
    var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
    if (!highlight || highlightedModules.includes(i)) {
      drawModule(ctx, layer, scalefactor, mod, padcolor, outlinecolor, highlight, outline);
    }
  }
}
function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
  var ctx = canvas.getContext("2d");
  for (var d of pcbdata[layername][layer]) {
    if (["segment", "arc", "circle", "curve"].includes(d.type)) {
      drawedge(ctx, scalefactor, d, edgeColor);
    } else if (d.type == "polygon") {
      drawPolygonShape(ctx, d, polygonColor);
    } else {
      drawtext(ctx, d, textColor, layer == "B");
    }
  }
}
function drawTracks(canvas, layer, color, highlight) {
  ctx = canvas.getContext("2d");
  ctx.strokeStyle = color;
  ctx.lineCap = "round";
  for(var track of pcbdata.tracks[layer]) {
    if (highlight && highlightedNet != track.net) continue;
    ctx.lineWidth = track.width;
    ctx.beginPath();
    ctx.moveTo(...track.start);
    ctx.lineTo(...track.end);
    ctx.stroke();
  }
}
function drawZones(canvas, layer, color, highlight) {
  ctx = canvas.getContext("2d");
  ctx.strokeStyle = color;
  ctx.fillStyle = color;
  ctx.lineJoin = "round";
  for(var zone of pcbdata.zones[layer]) {
    if (!zone.path2d) {
      zone.path2d = getPolygonsPath(zone);
    }
    if (highlight && highlightedNet != zone.net) continue;
    ctx.lineWidth = zone.width ? zone.width : 0;
    ctx.fill(zone.path2d);
    ctx.stroke(zone.path2d);
  }
}
function clearCanvas(canvas, color = null) {
  var ctx = canvas.getContext("2d");
  ctx.save();
  ctx.setTransform(1, 0, 0, 1, 0, 0);
  if (color) {
    ctx.fillStyle = color;
    ctx.fillRect(0, 0, canvas.width, canvas.height);
  } else {
    ctx.clearRect(0, 0, canvas.width, canvas.height);
  }
  ctx.restore();
}
function drawNets(canvas, layer, highlight) {
  var style = getComputedStyle(topmostdiv);
  if (settings.renderTracks) {
    var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
    drawTracks(canvas, layer, trackColor, highlight);
  }
  if (settings.renderZones) {
    var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
    drawZones(canvas, layer, zoneColor, highlight);
  }
  if (highlight && settings.renderPads) {
    var padColor = style.getPropertyValue('--pad-color-highlight');
    var ctx = canvas.getContext("2d");
    for (var mod of pcbdata.modules) {
      // draw pads
      for (var pad of mod.pads) {
        if (highlightedNet != pad.net) continue;
        if (pad.layers.includes(layer)) {
          drawPad(ctx, pad, padColor, false, true);
        }
      }
    }
  }
}
function drawHighlightsOnLayer(canvasdict, clear = true) {
  if (clear) {
    clearCanvas(canvasdict.highlight);
  }
  if (highlightedModules.length > 0) {
    drawModules(canvasdict.highlight, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom, true);
  }
  if (highlightedNet !== null) {
    drawNets(canvasdict.highlight, canvasdict.layer, true);
  }
}
function drawHighlights() {
  drawHighlightsOnLayer(allcanvas.front);
  drawHighlightsOnLayer(allcanvas.back);
}
function drawBackground(canvasdict, clear = true) {
  if (clear) {
    clearCanvas(canvasdict.bg);
    clearCanvas(canvasdict.fab);
    clearCanvas(canvasdict.silk);
  }
  drawNets(canvasdict.bg, canvasdict.layer, false);
  drawModules(canvasdict.bg, canvasdict.layer,
    canvasdict.transform.s * canvasdict.transform.zoom, false);
  drawEdgeCuts(canvasdict.bg, canvasdict.transform.s);
  var style = getComputedStyle(topmostdiv);
  var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
  var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
  var textColor = style.getPropertyValue('--silkscreen-text-color');
  if (settings.renderSilkscreen) {
    drawBgLayer(
      "silkscreen", canvasdict.silk, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom,
      edgeColor, polygonColor, textColor);
  }
  edgeColor = style.getPropertyValue('--fabrication-edge-color');
  polygonColor = style.getPropertyValue('--fabrication-polygon-color');
  textColor = style.getPropertyValue('--fabrication-text-color');
  if (settings.renderFabrication) {
    drawBgLayer(
      "fabrication", canvasdict.fab, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom,
      edgeColor, polygonColor, textColor);
  }
}
function prepareCanvas(canvas, flip, transform) {
  var ctx = canvas.getContext("2d");
  ctx.setTransform(1, 0, 0, 1, 0, 0);
  var fontsize = 1.55;
  ctx.scale(transform.zoom, transform.zoom);
  ctx.translate(transform.panx, transform.pany);
  if (flip) {
    ctx.scale(-1, 1);
  }
  ctx.translate(transform.x, transform.y);
  ctx.rotate(deg2rad(settings.boardRotation));
  ctx.scale(transform.s, transform.s);
}
function prepareLayer(canvasdict) {
  var flip = (canvasdict.layer == "B");
  for (var c of ["bg", "fab", "silk", "highlight"]) {
    prepareCanvas(canvasdict[c], flip, canvasdict.transform);
  }
}
function rotateVector(v, angle) {
  angle = deg2rad(angle);
  return [
    v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
    v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
  ];
}
function applyRotation(bbox) {
  var corners = [
    [bbox.minx, bbox.miny],
    [bbox.minx, bbox.maxy],
    [bbox.maxx, bbox.miny],
    [bbox.maxx, bbox.maxy],
  ];
  corners = corners.map((v) => rotateVector(v, settings.boardRotation));
  return {
    minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
    miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
    maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
    maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
  }
}
function recalcLayerScale(layerdict, width, height) {
  var bbox = applyRotation(pcbdata.edges_bbox);
  var scalefactor = 0.98 * Math.min(
    width / (bbox.maxx - bbox.minx),
    height / (bbox.maxy - bbox.miny)
  );
  if (scalefactor < 0.1) {
    scalefactor = 1;
  }
  layerdict.transform.s = scalefactor;
  var flip = (layerdict.layer == "B");
  if (flip) {
    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
  } else {
    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
  }
  layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
  for (var c of ["bg", "fab", "silk", "highlight"]) {
    canvas = layerdict[c];
    canvas.width = width;
    canvas.height = height;
    canvas.style.width = (width / devicePixelRatio) + "px";
    canvas.style.height = (height / devicePixelRatio) + "px";
  }
}
function redrawCanvas(layerdict) {
  prepareLayer(layerdict);
  drawBackground(layerdict);
  drawHighlightsOnLayer(layerdict);
}
function resizeCanvas(layerdict) {
  var canvasdivid = {
    "F": "frontcanvas",
    "B": "backcanvas"
  } [layerdict.layer];
  var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
  var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
  recalcLayerScale(layerdict, width, height);
  redrawCanvas(layerdict);
}
function resizeAll() {
  resizeCanvas(allcanvas.front);
  resizeCanvas(allcanvas.back);
}
function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
  var A = x - x1;
  var B = y - y1;
  var C = x2 - x1;
  var D = y2 - y1;
  var dot = A * C + B * D;
  var len_sq = C * C + D * D;
  var dx, dy;
  if (len_sq == 0) {
    // start and end of the segment coincide
    dx = x - x1;
    dy = y - y1;
  } else {
    var param = dot / len_sq;
    var xx, yy;
    if (param < 0) {
      xx = x1;
      yy = y1;
    } else if (param > 1) {
      xx = x2;
      yy = y2;
    } else {
      xx = x1 + param * C;
      yy = y1 + param * D;
    }
    dx = x - xx;
    dy = y - yy;
  }
  return dx * dx + dy * dy <= d * d;
}
function pointWithinPad(x, y, pad) {
  var v = [x - pad.pos[0], y - pad.pos[1]];
  v = rotateVector(v, -pad.angle);
  if (pad.offset) {
    v[0] -= pad.offset[0];
    v[1] -= pad.offset[1];
  }
  return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
}
function netHitScan(layer, x, y) {
  // Check track segments
  if (settings.renderTracks && pcbdata.tracks) {
    for(var track of pcbdata.tracks[layer]) {
      if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
        return track.net;
      }
    }
  }
  // Check pads
  if (settings.renderPads) {
    for (var mod of pcbdata.modules) {
      for(var pad of mod.pads) {
        if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
          return pad.net;
        }
      }
    }
  }
  return null;
}
function pointWithinModuleBbox(x, y, bbox) {
  var v = [x - bbox.pos[0], y - bbox.pos[1]];
  v = rotateVector(v, bbox.angle);
  return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
         bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
}
function bboxHitScan(layer, x, y) {
  var result = [];
  for (var i = 0; i < pcbdata.modules.length; i++) {
    var module = pcbdata.modules[i];
    if (module.layer == layer) {
      if (pointWithinModuleBbox(x, y, module.bbox)) {
        result.push(i);
      }
    }
  }
  return result;
}
function handlePointerDown(e, layerdict) {
  if (e.button != 0) {
    return;
  }
  e.preventDefault();
  e.stopPropagation();
  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }
  layerdict.pointerStates[e.pointerId] = {
    distanceTravelled: 0,
    lastX: e.offsetX,
    lastY: e.offsetY,
    downTime: Date.now(),
  };
}
function handleMouseClick(e, layerdict) {
  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }
  var x = e.offsetX;
  var y = e.offsetY;
  var t = layerdict.transform;
  if (layerdict.layer == "B") {
    x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
  } else {
    x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
  }
  y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
  var v = rotateVector([x, y], -settings.boardRotation);
  if ("nets" in pcbdata) {
    var net = netHitScan(layerdict.layer, ...v);
    if (net !== highlightedNet) {
      netClicked(net);
    }
  }
  if (highlightedNet === null) {
    var modules = bboxHitScan(layerdict.layer, ...v);
    if (modules.length > 0) {
      modulesClicked(modules);
    }
  }
}
function handlePointerLeave(e, layerdict) {
  e.preventDefault();
  e.stopPropagation();
  if (!settings.redrawOnDrag) {
    redrawCanvas(layerdict);
  }
  delete layerdict.pointerStates[e.pointerId];
}
function resetTransform(layerdict) {
  layerdict.transform.panx = 0;
  layerdict.transform.pany = 0;
  layerdict.transform.zoom = 1;
  redrawCanvas(layerdict);
}
function handlePointerUp(e, layerdict) {
  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }
  e.preventDefault();
  e.stopPropagation();
  if (e.button == 2) {
    // Reset pan and zoom on right click.
    resetTransform(layerdict);
    layerdict.anotherPointerTapped = false;
    return;
  }
  // We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
  var ptr = layerdict.pointerStates[e.pointerId];
  ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);
  if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
    if (Object.keys(layerdict.pointerStates).length == 1) {
      if (layerdict.anotherPointerTapped) {
        // This is the second pointer coming off of a two-finger tap
        resetTransform(layerdict);
      } else {
        // This is just a regular tap
        handleMouseClick(e, layerdict);
      }
      layerdict.anotherPointerTapped = false;
    } else {
      // This is the first finger coming off of what could become a two-finger tap
      layerdict.anotherPointerTapped = true;
    }
  } else {
    if (!settings.redrawOnDrag) {
      redrawCanvas(layerdict);
    }
    layerdict.anotherPointerTapped = false;
  }
  delete layerdict.pointerStates[e.pointerId];
}
function handlePointerMove(e, layerdict) {
  if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
    return;
  }
  e.preventDefault();
  e.stopPropagation();
  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }
  var thisPtr = layerdict.pointerStates[e.pointerId];
  var dx = e.offsetX - thisPtr.lastX;
  var dy = e.offsetY - thisPtr.lastY;
  // If this number is low on pointer up, we count the action as a click
  thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);
  if (Object.keys(layerdict.pointerStates).length == 1) {
    // This is a simple drag
    layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
    layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
  } else if (Object.keys(layerdict.pointerStates).length == 2) {
    var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];
    var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
    var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2)     + Math.pow(e.offsetY - otherPtr.lastY, 2));
    var scaleFactor = newDist/oldDist;
    if (scaleFactor != NaN) {
      layerdict.transform.zoom *= scaleFactor;
      var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
      layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
      layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
    }
  }
  thisPtr.lastX = e.offsetX;
  thisPtr.lastY = e.offsetY;
  if (settings.redrawOnDrag) {
    redrawCanvas(layerdict);
  }
}
function handleMouseWheel(e, layerdict) {
  e.preventDefault();
  e.stopPropagation();
  var t = layerdict.transform;
  var wheeldelta = e.deltaY;
  if (e.deltaMode == 1) {
    // FF only, scroll by lines
    wheeldelta *= 30;
  } else if (e.deltaMode == 2) {
    wheeldelta *= 300;
  }
  var m = Math.pow(1.1, -wheeldelta / 40);
  // Limit amount of zoom per tick.
  if (m > 2) {
    m = 2;
  } else if (m < 0.5) {
    m = 0.5;
  }
  t.zoom *= m;
  var zoomd = (1 - m) / t.zoom;
  t.panx += devicePixelRatio * e.offsetX * zoomd;
  t.pany += devicePixelRatio * e.offsetY * zoomd;
  redrawCanvas(layerdict);
}
function addMouseHandlers(div, layerdict) {
  div.addEventListener("pointerdown", function(e) {
    handlePointerDown(e, layerdict);
  });
  div.addEventListener("pointermove", function(e) {
    handlePointerMove(e, layerdict);
  });
  div.addEventListener("pointerup", function(e) {
    handlePointerUp(e, layerdict);
  });
  var pointerleave = function(e) {
    handlePointerLeave(e, layerdict);
  }
  div.addEventListener("pointercancel", pointerleave);
  div.addEventListener("pointerleave", pointerleave);
  div.addEventListener("pointerout", pointerleave);
  div.onwheel = function(e) {
    handleMouseWheel(e, layerdict);
  }
  for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
    element.addEventListener("contextmenu", function(e) {
      e.preventDefault();
    }, false);
  }
}
function setRedrawOnDrag(value) {
  settings.redrawOnDrag = value;
  writeStorage("redrawOnDrag", value);
}
function setBoardRotation(value) {
  settings.boardRotation = value * 5;
  writeStorage("boardRotation", settings.boardRotation);
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
  resizeAll();
}
function initRender() {
  allcanvas = {
    front: {
      transform: {
        x: 0,
        y: 0,
        s: 1,
        panx: 0,
        pany: 0,
        zoom: 1,
      },
      pointerStates: {},
      anotherPointerTapped: false,
      bg: document.getElementById("F_bg"),
      fab: document.getElementById("F_fab"),
      silk: document.getElementById("F_slk"),
      highlight: document.getElementById("F_hl"),
      layer: "F",
    },
    back: {
      transform: {
        x: 0,
        y: 0,
        s: 1,
        panx: 0,
        pany: 0,
        zoom: 1,
      },
      pointerStates: {},
      anotherPointerTapped: false,
      bg: document.getElementById("B_bg"),
      fab: document.getElementById("B_fab"),
      silk: document.getElementById("B_slk"),
      highlight: document.getElementById("B_hl"),
      layer: "B",
    }
  };
  addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
  addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
}
///////////////////////////////////////////////
///////////////////////////////////////////////
/* DOM manipulation and misc code */
var bomsplit;
var canvassplit;
var initDone = false;
var bomSortFunction = null;
var currentSortColumn = null;
var currentSortOrder = null;
var currentHighlightedRowId;
var highlightHandlers = [];
var moduleIndexToHandler = {};
var netsToHandler = {};
var highlightedModules = [];
var highlightedNet = null;
var lastClicked;
function dbg(html) {
  dbgdiv.innerHTML = html;
}
function redrawIfInitDone() {
  if (initDone) {
    redrawCanvas(allcanvas.front);
    redrawCanvas(allcanvas.back);
  }
}
function padsVisible(value) {
  writeStorage("padsVisible", value);
  settings.renderPads = value;
  redrawIfInitDone();
}
function referencesVisible(value) {
  writeStorage("referencesVisible", value);
  settings.renderReferences = value;
  redrawIfInitDone();
}
function valuesVisible(value) {
  writeStorage("valuesVisible", value);
  settings.renderValues = value;
  redrawIfInitDone();
}
function tracksVisible(value) {
  writeStorage("tracksVisible", value);
  settings.renderTracks = value;
  redrawIfInitDone();
}
function zonesVisible(value) {
  writeStorage("zonesVisible", value);
  settings.renderZones = value;
  redrawIfInitDone();
}
function dnpOutline(value) {
  writeStorage("dnpOutline", value);
  settings.renderDnpOutline = value;
  redrawIfInitDone();
}
function setDarkMode(value) {
  if (value) {
    topmostdiv.classList.add("dark");
  } else {
    topmostdiv.classList.remove("dark");
  }
  writeStorage("darkmode", value);
  settings.darkMode = value;
  redrawIfInitDone();
}
function fabricationVisible(value) {
  writeStorage("fabricationVisible", value);
  settings.renderFabrication = value;
  redrawIfInitDone();
}
function silkscreenVisible(value) {
  writeStorage("silkscreenVisible", value);
  settings.renderSilkscreen = value;
  redrawIfInitDone();
}
function setHighlightPin1(value) {
  writeStorage("highlightpin1", value);
  settings.highlightpin1 = value;
  redrawIfInitDone();
}
function getStoredCheckboxRefs(checkbox) {
  function convert(ref) {
    var intref = parseInt(ref);
    if (isNaN(intref)) {
      for (var i = 0; i < pcbdata.modules.length; i++) {
        if (pcbdata.modules[i].ref == ref) {
          return i;
        }
      }
      return -1;
    } else {
      return intref;
    }
  }
  if (!(checkbox in settings.checkboxStoredRefs)) {
    var val = readStorage("checkbox_" + checkbox);
    settings.checkboxStoredRefs[checkbox] = val ? val : "";
  }
  if (!settings.checkboxStoredRefs[checkbox]) {
    return new Set();
  } else {
    return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
  }
}
function getCheckboxState(checkbox, references) {
  var storedRefsSet = getStoredCheckboxRefs(checkbox);
  var currentRefsSet = new Set(references.map(r => r[1]));
  // Get difference of current - stored
  var difference = new Set(currentRefsSet);
  for (ref of storedRefsSet) {
    difference.delete(ref);
  }
  if (difference.size == 0) {
    // All the current refs are stored
    return "checked";
  } else if (difference.size == currentRefsSet.size) {
    // None of the current refs are stored
    return "unchecked";
  } else {
    // Some of the refs are stored
    return "indeterminate";
  }
}
function setBomCheckboxState(checkbox, element, references) {
  var state = getCheckboxState(checkbox, references);
  element.checked = (state == "checked");
  element.indeterminate = (state == "indeterminate");
}
function createCheckboxChangeHandler(checkbox, references) {
  return function() {
    refsSet = getStoredCheckboxRefs(checkbox);
    if (this.checked) {
      // checkbox ticked
      for (var ref of references) {
        refsSet.add(ref[1]);
      }
    } else {
      // checkbox unticked
      for (var ref of references) {
        refsSet.delete(ref[1]);
      }
    }
    settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
    updateCheckboxStats(checkbox);
  }
}
function clearHighlightedModules() {
  if (currentHighlightedRowId) {
    document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
    currentHighlightedRowId = null;
    highlightedModules = [];
    highlightedNet = null;
  }
}
function createRowHighlightHandler(rowid, refs, net) {
  return function() {
    if (currentHighlightedRowId) {
      if (currentHighlightedRowId == rowid) {
        return;
      }
      document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
    }
    document.getElementById(rowid).classList.add("highlighted");
    currentHighlightedRowId = rowid;
    highlightedModules = refs ? refs.map(r => r[1]) : [];
    highlightedNet = net;
    drawHighlights();
  }
}
function entryMatches(entry) {
  if (settings.bommode == "netlist") {
    // entry is just a net name
    return entry.toLowerCase().indexOf(filter) >= 0;
  }
  // check refs
  for (var ref of entry[3]) {
    if (ref[0].toLowerCase().indexOf(filter) >= 0) {
      return true;
    }
  }
  // check extra fields
  for (var i in config.extra_fields) {
    if (entry[4][i].toLowerCase().indexOf(filter) >= 0) {
      return true;
    }
  }
  // check value
  if (entry[1].toLowerCase().indexOf(filter) >= 0) {
    return true;
  }
  // check footprint
  if (entry[2].toLowerCase().indexOf(filter) >= 0) {
    return true;
  }
  return false;
}
function findRefInEntry(entry) {
  return entry[3].filter(r => r[0].toLowerCase() == reflookup);
}
function highlightFilter(s) {
  if (!filter) {
    return s;
  }
  var parts = s.toLowerCase().split(filter);
  if (parts.length == 1) {
    return s;
  }
  var r = "";
  var pos = 0;
  for (var i in parts) {
    if (i > 0) {
      r += '<mark class="highlight">' +
        s.substring(pos, pos + filter.length) +
        '</mark>';
      pos += filter.length;
    }
    r += s.substring(pos, pos + parts[i].length);
    pos += parts[i].length;
  }
  return r;
}
function checkboxSetUnsetAllHandler(checkboxname) {
  return function() {
    var checkboxnum = 0;
    while (checkboxnum < settings.checkboxes.length &&
      settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
      checkboxnum++;
    }
    if (checkboxnum >= settings.checkboxes.length) {
      return;
    }
    var allset = true;
    var checkbox;
    var row;
    for (row of bombody.childNodes) {
      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
      if (!checkbox.checked || checkbox.indeterminate) {
        allset = false;
        break;
      }
    }
    for (row of bombody.childNodes) {
      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
      checkbox.checked = !allset;
      checkbox.indeterminate = false;
      checkbox.onchange();
    }
  }
}
function createColumnHeader(name, cls, comparator) {
  var th = document.createElement("TH");
  th.innerHTML = name;
  th.classList.add(cls);
  th.style.cursor = "pointer";
  var span = document.createElement("SPAN");
  span.classList.add("sortmark");
  span.classList.add("none");
  th.appendChild(span);
  th.onclick = function() {
    if (currentSortColumn && this !== currentSortColumn) {
      // Currently sorted by another column
      currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
      currentSortColumn.childNodes[1].classList.add("none");
      currentSortColumn = null;
      currentSortOrder = null;
    }
    if (currentSortColumn && this === currentSortColumn) {
      // Already sorted by this column
      if (currentSortOrder == "asc") {
        // Sort by this column, descending order
        bomSortFunction = function(a, b) {
          return -comparator(a, b);
        }
        currentSortColumn.childNodes[1].classList.remove("asc");
        currentSortColumn.childNodes[1].classList.add("desc");
        currentSortOrder = "desc";
      } else {
        // Unsort
        bomSortFunction = null;
        currentSortColumn.childNodes[1].classList.remove("desc");
        currentSortColumn.childNodes[1].classList.add("none");
        currentSortColumn = null;
        currentSortOrder = null;
      }
    } else {
      // Sort by this column, ascending order
      bomSortFunction = comparator;
      currentSortColumn = this;
      currentSortColumn.childNodes[1].classList.remove("none");
      currentSortColumn.childNodes[1].classList.add("asc");
      currentSortOrder = "asc";
    }
    populateBomBody();
  }
  return th;
}
function populateBomHeader() {
  while (bomhead.firstChild) {
    bomhead.removeChild(bomhead.firstChild);
  }
  var tr = document.createElement("TR");
  var th = document.createElement("TH");
  th.classList.add("numCol");
  tr.appendChild(th);
  var checkboxCompareClosure = function(checkbox) {
    return (a, b) => {
      var stateA = getCheckboxState(checkbox, a[3]);
      var stateB = getCheckboxState(checkbox, b[3]);
      if (stateA > stateB) return -1;
      if (stateA < stateB) return 1;
      return 0;
    }
  }
  if (settings.bommode == "netlist") {
    th = createColumnHeader("Net name", "bom-netname", (a, b) => {
      if (a > b) return -1;
      if (a < b) return 1;
      return 0;
    });
    tr.appendChild(th);
  } else {
    for (var checkbox of settings.checkboxes) {
      th = createColumnHeader(
        checkbox, "bom-checkbox", checkboxCompareClosure(checkbox));
      th.onclick = fancyDblClickHandler(
        th, th.onclick.bind(th), checkboxSetUnsetAllHandler(checkbox));
      tr.appendChild(th);
    }
    tr.appendChild(createColumnHeader("References", "References", (a, b) => {
      var i = 0;
      while (i < a[3].length && i < b[3].length) {
        if (a[3][i] != b[3][i]) return a[3][i] > b[3][i] ? 1 : -1;
        i++;
      }
      return a[3].length - b[3].length;
    }));
    // Extra fields
    if (config.extra_fields.length > 0) {
      var extraFieldCompareClosure = function(fieldIndex) {
        return (a, b) => {
          var fa = a[4][fieldIndex];
          var fb = b[4][fieldIndex];
          if (fa != fb) return fa > fb ? 1 : -1;
          else return 0;
        }
      }
      for (var i in config.extra_fields) {
        tr.appendChild(createColumnHeader(
          config.extra_fields[i], "extra", extraFieldCompareClosure(i)));
      }
    }
    tr.appendChild(createColumnHeader("Value", "Value", (a, b) => {
      return valueCompare(a[5], b[5], a[1], b[1]);
    }));
    tr.appendChild(createColumnHeader("Footprint", "Footprint", (a, b) => {
      if (a[2] != b[2]) return a[2] > b[2] ? 1 : -1;
      else return 0;
    }));
    if (settings.bommode == "grouped") {
      tr.appendChild(createColumnHeader("Quantity", "Quantity", (a, b) => {
        return a[3].length - b[3].length;
      }));
    }
  }
  bomhead.appendChild(tr);
}
function populateBomBody() {
  while (bom.firstChild) {
    bom.removeChild(bom.firstChild);
  }
  highlightHandlers = [];
  moduleIndexToHandler = {};
  netsToHandler = {};
  currentHighlightedRowId = null;
  var first = true;
  if (settings.bommode == "netlist") {
    bomtable = pcbdata.nets.slice();
  } else {
    switch (settings.canvaslayout) {
      case 'F':
        bomtable = pcbdata.bom.F.slice();
        break;
      case 'FB':
        bomtable = pcbdata.bom.both.slice();
        break;
      case 'B':
        bomtable = pcbdata.bom.B.slice();
        break;
    }
    if (settings.bommode == "ungrouped") {
      // expand bom table
      expandedTable = []
      for (var bomentry of bomtable) {
        for (var ref of bomentry[3]) {
          expandedTable.push([1, bomentry[1], bomentry[2], [ref], bomentry[4], bomentry[5]]);
        }
      }
      bomtable = expandedTable;
    }
  }
  if (bomSortFunction) {
    bomtable = bomtable.sort(bomSortFunction);
  }
  for (var i in bomtable) {
    var bomentry = bomtable[i];
    if (filter && !entryMatches(bomentry)) {
      continue;
    }
    var references = null;
    var netname = null;
    var tr = document.createElement("TR");
    var td = document.createElement("TD");
    var rownum = +i + 1;
    tr.id = "bomrow" + rownum;
    td.textContent = rownum;
    tr.appendChild(td);
    if (settings.bommode == "netlist") {
      netname = bomentry;
      td = document.createElement("TD");
      td.innerHTML = highlightFilter(netname ? netname : "&lt;no net&gt;");
      tr.appendChild(td);
    } else {
      if (reflookup) {
        references = findRefInEntry(bomentry);
        if (references.length == 0) {
          continue;
        }
      } else {
        references = bomentry[3];
      }
      // Checkboxes
      for (var checkbox of settings.checkboxes) {
        if (checkbox) {
          td = document.createElement("TD");
          var input = document.createElement("input");
          input.type = "checkbox";
          input.onchange = createCheckboxChangeHandler(checkbox, references);
          setBomCheckboxState(checkbox, input, references);
          td.appendChild(input);
          tr.appendChild(td);
        }
      }
      // References
      td = document.createElement("TD");
      td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
      tr.appendChild(td);
      // Extra fields
      for (var i in config.extra_fields) {
        td = document.createElement("TD");
        td.innerHTML = highlightFilter(bomentry[4][i]);
        tr.appendChild(td);
      }
      // Value
      td = document.createElement("TD");
      td.innerHTML = highlightFilter(bomentry[1]);
      tr.appendChild(td);
      // Footprint
      td = document.createElement("TD");
      td.innerHTML = highlightFilter(bomentry[2]);
      tr.appendChild(td);
      if (settings.bommode == "grouped") {
        // Quantity
        td = document.createElement("TD");
        td.textContent = bomentry[3].length;
        tr.appendChild(td);
      }
    }
    bom.appendChild(tr);
    var handler = createRowHighlightHandler(tr.id, references, netname);
    tr.onmousemove = handler;
    highlightHandlers.push({
      id: tr.id,
      handler: handler,
    });
    if (references !== null) {
      for (var refIndex of references.map(r => r[1])) {
        moduleIndexToHandler[refIndex] = handler;
      }
    }
    if (netname !== null) {
      netsToHandler[netname] = handler;
    }
    if ((filter || reflookup) && first) {
      handler();
      first = false;
    }
  }
}
function highlightPreviousRow() {
  if (!currentHighlightedRowId) {
    highlightHandlers[highlightHandlers.length - 1].handler();
  } else {
    if (highlightHandlers.length > 1 &&
      highlightHandlers[0].id == currentHighlightedRowId) {
      highlightHandlers[highlightHandlers.length - 1].handler();
    } else {
      for (var i = 0; i < highlightHandlers.length - 1; i++) {
        if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
          highlightHandlers[i].handler();
          break;
        }
      }
    }
  }
  smoothScrollToRow(currentHighlightedRowId);
}
function highlightNextRow() {
  if (!currentHighlightedRowId) {
    highlightHandlers[0].handler();
  } else {
    if (highlightHandlers.length > 1 &&
      highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
      highlightHandlers[0].handler();
    } else {
      for (var i = 1; i < highlightHandlers.length; i++) {
        if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
          highlightHandlers[i].handler();
          break;
        }
      }
    }
  }
  smoothScrollToRow(currentHighlightedRowId);
}
function populateBomTable() {
  populateBomHeader();
  populateBomBody();
}
function modulesClicked(moduleIndexes) {
  var lastClickedIndex = moduleIndexes.indexOf(lastClicked);
  for (var i = 1; i <= moduleIndexes.length; i++) {
    var refIndex = moduleIndexes[(lastClickedIndex + i) % moduleIndexes.length];
    if (refIndex in moduleIndexToHandler) {
      lastClicked = refIndex;
      moduleIndexToHandler[refIndex]();
      smoothScrollToRow(currentHighlightedRowId);
      break;
    }
  }
}
function netClicked(net) {
  if (net in netsToHandler) {
    netsToHandler[net]();
    smoothScrollToRow(currentHighlightedRowId);
  } else {
    clearHighlightedModules();
    highlightedNet = net;
    drawHighlights();
  }
}
function updateFilter(input) {
  filter = input.toLowerCase();
  populateBomTable();
}
function updateRefLookup(input) {
  reflookup = input.toLowerCase();
  populateBomTable();
}
function changeCanvasLayout(layout) {
  document.getElementById("fl-btn").classList.remove("depressed");
  document.getElementById("fb-btn").classList.remove("depressed");
  document.getElementById("bl-btn").classList.remove("depressed");
  switch (layout) {
    case 'F':
      document.getElementById("fl-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.collapse(1);
      }
      break;
    case 'B':
      document.getElementById("bl-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.collapse(0);
      }
      break;
    default:
      document.getElementById("fb-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.setSizes([50, 50]);
      }
  }
  settings.canvaslayout = layout;
  writeStorage("canvaslayout", layout);
  resizeAll();
  changeBomMode(settings.bommode);
}
function populateMetadata() {
  document.getElementById("title").innerHTML = pcbdata.metadata.title;
  document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
  document.getElementById("company").innerHTML = pcbdata.metadata.company;
  document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
  if (pcbdata.metadata.title != "") {
    document.title = pcbdata.metadata.title + " BOM";
  }
  // Calculate board stats
  var fp_f = 0, fp_b = 0, pads_f = 0, pads_b = 0, pads_th = 0;
  for (var i = 0; i < pcbdata.modules.length; i++) {
    if (pcbdata.bom.skipped.includes(i)) continue;
    var mod = pcbdata.modules[i];
    if (mod.layer == "F") {
      fp_f++;
    } else {
      fp_b++;
    }
    for (var pad of mod.pads) {
      if (pad.type == "th") {
        pads_th++;
      } else {
        if (pad.layers.includes("F")) {
          pads_f++;
        }
        if (pad.layers.includes("B")) {
          pads_b++;
        }
      }
    }
  }
  document.getElementById("stats-components-front").innerHTML = fp_f;
  document.getElementById("stats-components-back").innerHTML = fp_b;
  document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
  document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
  document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
  document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
  document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
  document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
  document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
  document.getElementById("stats-th-pads").innerHTML = pads_th;
  // Update version string
  document.getElementById("github-link").innerHTML = "InteractiveHtmlBom&nbsp;" +
    /^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
}
function changeBomLayout(layout) {
  document.getElementById("bom-btn").classList.remove("depressed");
  document.getElementById("lr-btn").classList.remove("depressed");
  document.getElementById("tb-btn").classList.remove("depressed");
  switch (layout) {
    case 'bom-only':
      document.getElementById("bom-btn").classList.add("depressed");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      document.getElementById("frontcanvas").style.display = "none";
      document.getElementById("backcanvas").style.display = "none";
      document.getElementById("bot").style.height = "";
      break;
    case 'top-bottom':
      document.getElementById("tb-btn").classList.add("depressed");
      document.getElementById("frontcanvas").style.display = "";
      document.getElementById("backcanvas").style.display = "";
      document.getElementById("bot").style.height = "calc(100% - 80px)";
      document.getElementById("bomdiv").classList.remove("split-horizontal");
      document.getElementById("canvasdiv").classList.remove("split-horizontal");
      document.getElementById("frontcanvas").classList.add("split-horizontal");
      document.getElementById("backcanvas").classList.add("split-horizontal");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
        sizes: [50, 50],
        onDragEnd: resizeAll,
        direction: "vertical",
        gutterSize: 5
      });
      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
        sizes: [50, 50],
        gutterSize: 5,
        onDragEnd: resizeAll
      });
      break;
    case 'left-right':
      document.getElementById("lr-btn").classList.add("depressed");
      document.getElementById("frontcanvas").style.display = "";
      document.getElementById("backcanvas").style.display = "";
      document.getElementById("bot").style.height = "calc(100% - 80px)";
      document.getElementById("bomdiv").classList.add("split-horizontal");
      document.getElementById("canvasdiv").classList.add("split-horizontal");
      document.getElementById("frontcanvas").classList.remove("split-horizontal");
      document.getElementById("backcanvas").classList.remove("split-horizontal");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
        sizes: [50, 50],
        onDragEnd: resizeAll,
        gutterSize: 5
      });
      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
        sizes: [50, 50],
        gutterSize: 5,
        direction: "vertical",
        onDragEnd: resizeAll
      });
  }
  settings.bomlayout = layout;
  writeStorage("bomlayout", layout);
  changeCanvasLayout(settings.canvaslayout);
}
function changeBomMode(mode) {
  document.getElementById("bom-grouped-btn").classList.remove("depressed");
  document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
  document.getElementById("bom-netlist-btn").classList.remove("depressed");
  switch (mode) {
    case 'grouped':
      document.getElementById("bom-grouped-btn").classList.add("depressed");
      break;
    case 'ungrouped':
      document.getElementById("bom-ungrouped-btn").classList.add("depressed");
      break;
    case 'netlist':
      document.getElementById("bom-netlist-btn").classList.add("depressed");
  }
  writeStorage("bommode", mode);
  if (mode != settings.bommode) {
    settings.bommode = mode;
    bomSortFunction = null;
    currentSortColumn = null;
    currentSortOrder = null;
    clearHighlightedModules();
  }
  populateBomTable();
}
function focusFilterField() {
  focusInputField(document.getElementById("filter"));
}
function focusRefLookupField() {
  focusInputField(document.getElementById("reflookup"));
}
function toggleBomCheckbox(bomrowid, checkboxnum) {
  if (!bomrowid || checkboxnum > settings.checkboxes.length) {
    return;
  }
  var bomrow = document.getElementById(bomrowid);
  var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
  checkbox.checked = !checkbox.checked;
  checkbox.indeterminate = false;
  checkbox.onchange();
}
function checkBomCheckbox(bomrowid, checkboxname) {
  var checkboxnum = 0;
  while (checkboxnum < settings.checkboxes.length &&
    settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
    checkboxnum++;
  }
  if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
    return;
  }
  var bomrow = document.getElementById(bomrowid);
  var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
  checkbox.checked = true;
  checkbox.indeterminate = false;
  checkbox.onchange();
}
function setBomCheckboxes(value) {
  writeStorage("bomCheckboxes", value);
  settings.checkboxes = value.split(",").filter((e) => e);
  prepCheckboxes();
  populateBomTable();
}
function prepCheckboxes() {
  var table = document.getElementById("checkbox-stats");
  while (table.childElementCount > 1) {
    table.removeChild(table.lastChild);
  }
  if (settings.checkboxes.length) {
    table.style.display = "";
  } else {
    table.style.display = "none";
  }
  for (var checkbox of settings.checkboxes) {
    var tr = document.createElement("TR");
    var td = document.createElement("TD");
    td.innerHTML = checkbox;
    tr.appendChild(td);
    td = document.createElement("TD");
    td.id = "checkbox-stats-" + checkbox;
    var progressbar = document.createElement("div");
    progressbar.classList.add("bar");
    td.appendChild(progressbar);
    var text = document.createElement("div");
    text.classList.add("text");
    td.appendChild(text);
    tr.appendChild(td);
    table.appendChild(tr);
    updateCheckboxStats(checkbox);
  }
}
function updateCheckboxStats(checkbox) {
  var checked = getStoredCheckboxRefs(checkbox).size;
  var total = pcbdata.modules.length - pcbdata.bom.skipped.length;
  var percent = checked * 100.0 / total;
  var td = document.getElementById("checkbox-stats-" + checkbox);
  td.firstChild.style.width = percent + "%";
  td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
}
document.onkeydown = function(e) {
  switch (e.key) {
    case "n":
      if (document.activeElement.type == "text") {
        return;
      }
      if (currentHighlightedRowId !== null) {
        checkBomCheckbox(currentHighlightedRowId, "placed");
        highlightNextRow();
        e.preventDefault();
      }
      break;
    case "ArrowUp":
      highlightPreviousRow();
      e.preventDefault();
      break;
    case "ArrowDown":
      highlightNextRow();
      e.preventDefault();
      break;
    default:
      break;
  }
  if (e.altKey) {
    switch (e.key) {
      case "f":
        focusFilterField();
        e.preventDefault();
        break;
      case "r":
        focusRefLookupField();
        e.preventDefault();
        break;
      case "z":
        changeBomLayout("bom-only");
        e.preventDefault();
        break;
      case "x":
        changeBomLayout("left-right");
        e.preventDefault();
        break;
      case "c":
        changeBomLayout("top-bottom");
        e.preventDefault();
        break;
      case "v":
        changeCanvasLayout("F");
        e.preventDefault();
        break;
      case "b":
        changeCanvasLayout("FB");
        e.preventDefault();
        break;
      case "n":
        changeCanvasLayout("B");
        e.preventDefault();
        break;
      default:
        break;
    }
    if (e.key >= '1' && e.key <= '9') {
      toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key));
    }
  }
}
function hideNetlistButton() {
  document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
  document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
  document.getElementById("bom-netlist-btn").style.display = "none";
}
window.onload = function(e) {
  initUtils();
  initRender();
  initStorage();
  initDefaults();
  cleanGutters();
  populateMetadata();
  dbgdiv = document.getElementById("dbg");
  bom = document.getElementById("bombody");
  bomhead = document.getElementById("bomhead");
  filter = "";
  reflookup = "";
  if (!("nets" in pcbdata)) {
    hideNetlistButton();
  }
  initDone = true;
  prepCheckboxes();
  // Triggers render
  changeBomLayout(settings.bomlayout);
}
window.onresize = resizeAll;
window.matchMedia("print").addListener(resizeAll);
///////////////////////////////////////////////
  </script>
</head>
<body>
<div id="topmostdiv" class="topmostdiv">
  <div id="top">
    <div style="float: right; height: 100%;">
      <div class="hideonprint menu" style="float: right; top: 8px;">
        <button class="menubtn"></button>
        <div class="menu-content">
          <label class="menu-label menu-label-top">
            <input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
            Dark mode
          </label>
          <label class="menu-label">
            <input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
            Show footprint pads
          </label>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
            Fab layer
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
            Silkscreen
          </label>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
            References
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
            Values
          </label>
          <div id="tracksAndZonesCheckboxes">
            <label class="menu-label" style="width: calc(50% - 18px)">
              <input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
              Tracks
            </label><!-- This comment eats space! All of it!
            --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
              <input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
              Zones
            </label>
          </div>
          <label class="menu-label">
            <input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
            DNP components outlined
          </label>
          <label class="menu-label">
            <input id="highlightpin1Checkbox" type="checkbox" onchange="setHighlightPin1(this.checked)">
            Highlight first pin
          </label>
          <label class="menu-label">
            <input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
            Continuous redraw on drag
          </label>
          <label class="menu-label">
            <span>Board rotation</span>
            <span style="float: right"><span id="rotationDegree">0</span>&#176;</span>
            <input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
          </label>
          <label class="menu-label">
            <div style="margin-left: 5px">Bom checkboxes</div>
            <input id="bomCheckboxes" class="menu-textbox" type=text
                   oninput="setBomCheckboxes(this.value)">
          </label>
          <label class="menu-label">
            <span class="shameless-plug">
              <span>Created using</span>
              <a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
            </span>
          </label>
        </div>
      </div>
      <div class="button-container hideonprint"
           style="float: right; position: relative; top: 8px">
        <button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')"
                title="Front only">F
        </button>
        <button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')"
                title="Front and Back">FB
        </button>
        <button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')"
                title="Back only">B
        </button>
      </div>
      <div class="button-container hideonprint"
           style="float: right; position: relative; top: 8px">
        <button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')"
                title="BOM only"></button>
        <button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')"
                title="BOM left, drawings right"></button>
        <button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')"
                title="BOM top, drawings bot"></button>
      </div>
      <div class="button-container hideonprint"
           style="float: right; position: relative; top: 8px">
        <button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')"
                title="Grouped BOM"></button>
        <button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')"
                title="Ungrouped BOM"></button>
        <button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')"
                title="Netlist"></button>
      </div>
      <div class="hideonprint menu" style="float: right; top: 8px;">
        <button class="statsbtn"></button>
        <div class="menu-content">
          <table class="stats">
            <tbody>
              <tr>
                <td width="40%">Board stats</td>
                <td>Front</td>
                <td>Back</td>
                <td>Total</td>
              </tr>
              <tr>
                <td>Components</td>
                <td id="stats-components-front">~</td>
                <td id="stats-components-back">~</td>
                <td id="stats-components-total">~</td>
              </tr>
              <tr>
                <td>Groups</td>
                <td id="stats-groups-front">~</td>
                <td id="stats-groups-back">~</td>
                <td id="stats-groups-total">~</td>
              </tr>
              <tr>
                <td>SMD pads</td>
                <td id="stats-smd-pads-front">~</td>
                <td id="stats-smd-pads-back">~</td>
                <td id="stats-smd-pads-total">~</td>
              </tr>
              <tr>
                <td>TH pads</td>
                <td colspan=3 id="stats-th-pads">~</td>
              </tr>
            </tbody>
          </table>
          <table class="stats">
            <col width="40%"/><col />
            <tbody id="checkbox-stats">
              <tr>
                <td colspan=2 style="border-top: 0">Checkboxes</td>
              </tr>
            </tbody>
          </table>
        </div>
      </div>
      <div class="hideonprint menu" style="float: right; top: 8px;">
        <button class="iobtn"></button>
        <div class="menu-content">
          <div class="menu-label menu-label-top">
            <div style="margin-left: 5px;">Save board image</div>
            <div class="flexbox">
              <input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
              <span>X</span>
              <input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
            </div>
            <label>
              <input id="render-save-transparent" type="checkbox">
              Transparent background
            </label>
            <div class="flexbox">
              <button class="savebtn" onclick="saveImage('F')">Front</button>
              <button class="savebtn" onclick="saveImage('B')">Back</button>
            </div>
          </div>
          <div class="menu-label">
            <span style="margin-left: 5px;">Config and checkbox state</span>
            <div class="flexbox">
              <button class="savebtn" onclick="saveSettings()">Export</button>
              <button class="savebtn" onclick="loadSettings()">Import</button>
            </div>
          </div>
        </div>
      </div>
    </div>
    <div id="fileinfodiv" style="overflow: auto;">
      <table class="fileinfo">
        <tbody>
          <tr>
            <td id="title" class="title" style="width: 70%">
              Title
            </td>
            <td id="revision" class="title" style="width: 30%">
              Revision
            </td>
          </tr>
          <tr>
            <td id="company">
              Company
            </td>
            <td id="filedate">
              Date
            </td>
          </tr>
        </tbody>
      </table>
    </div>
  </div>
  <div id="bot" class="split" style="height: calc(100% - 80px)">
    <div id="bomdiv" class="split split-horizontal">
      <div style="width: 100%">
        <input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup"
               oninput="updateRefLookup(this.value)">
        <input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter"
               oninput="updateFilter(this.value)">
        <div class="button-container hideonprint" style="float: left; margin: 0;">
          <button id="copy" title="Copy bom table to clipboard"
               onclick="copyToClipboard()"></button>
        </div>
      </div>
      <div id="dbg"></div>
      <table class="bom">
        <thead id="bomhead">
        </thead>
        <tbody id="bombody">
        </tbody>
      </table>
    </div>
    <div id="canvasdiv" class="split split-horizontal">
      <div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden">
        <div style="position: relative; width: 100%; height: 100%;">
          <canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
          <canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
          <canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
          <canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
        </div>
      </div>
      <div id="backcanvas" class="split" touch-action="none" style="overflow: hidden">
        <div style="position: relative; width: 100%; height: 100%;">
          <canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
          <canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
          <canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
          <canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
        </div>
      </div>
    </div>
  </div>
</div>
</body>
</html>

                        
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