4563 lines
872 KiB
HTML
4563 lines
872 KiB
HTML
<!DOCTYPE html>
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<html lang="en">
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<head>
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<meta charset="UTF-8">
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<meta name="viewport" content="width=device-width, initial-scale=1.0">
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<title>Interactive BOM for KiCAD</title>
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<style type="text/css">
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:root {
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--pcb-edge-color: black;
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--pad-color: #878787;
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--pad-hole-color: #CCCCCC;
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--pad-color-highlight: #D04040;
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--pad-color-highlight-both: #D0D040;
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--pad-color-highlight-marked: #44a344;
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--pin1-outline-color: #ffb629;
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--pin1-outline-color-highlight: #ffb629;
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--pin1-outline-color-highlight-both: #fcbb39;
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--pin1-outline-color-highlight-marked: #fdbe41;
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--silkscreen-edge-color: #aa4;
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--silkscreen-polygon-color: #4aa;
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--silkscreen-text-color: #4aa;
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--fabrication-edge-color: #907651;
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--fabrication-polygon-color: #907651;
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--fabrication-text-color: #a27c24;
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--track-color: #def5f1;
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--track-color-highlight: #D04040;
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--zone-color: #def5f1;
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--zone-color-highlight: #d0404080;
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}
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html,
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body {
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margin: 0px;
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height: 100%;
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font-family: Verdana, sans-serif;
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}
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.dark.topmostdiv {
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--pcb-edge-color: #eee;
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--pad-color: #808080;
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--pin1-outline-color: #ffa800;
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--pin1-outline-color-highlight: #ccff00;
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--track-color: #42524f;
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--zone-color: #42524f;
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background-color: #252c30;
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color: #eee;
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}
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button {
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background-color: #eee;
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border: 1px solid #888;
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color: black;
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height: 44px;
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width: 44px;
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text-align: center;
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text-decoration: none;
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display: inline-block;
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font-size: 14px;
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font-weight: bolder;
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}
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.dark button {
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/* This will be inverted */
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background-color: #c3b7b5;
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}
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button.depressed {
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background-color: #0a0;
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color: white;
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}
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.dark button.depressed {
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/* This will be inverted */
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background-color: #b3b;
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}
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button:focus {
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outline: 0;
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}
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button#tb-btn {
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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");
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}
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button#lr-btn {
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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");
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}
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button#bom-btn {
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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");
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}
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button#bom-grouped-btn {
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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");
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}
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button#bom-ungrouped-btn {
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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");
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}
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button#bom-netlist-btn {
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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");
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}
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button#copy {
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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");
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background-position: 6px 6px;
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background-repeat: no-repeat;
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background-size: 26px 26px;
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border-radius: 6px;
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height: 40px;
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width: 40px;
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margin: 10px 5px;
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}
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button#copy:active {
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box-shadow: inset 0px 0px 5px #6c6c6c;
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}
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textarea.clipboard-temp {
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position: fixed;
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top: 0;
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left: 0;
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width: 2em;
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height: 2em;
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padding: 0;
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border: None;
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outline: None;
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box-shadow: None;
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background: transparent;
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}
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.left-most-button {
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border-right: 0;
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border-top-left-radius: 6px;
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border-bottom-left-radius: 6px;
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}
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.middle-button {
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border-right: 0;
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}
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.right-most-button {
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border-top-right-radius: 6px;
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border-bottom-right-radius: 6px;
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}
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.button-container {
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font-size: 0;
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margin: 10px 10px 10px 0px;
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}
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.dark .button-container {
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filter: invert(1);
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}
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.button-container button {
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background-size: 32px 32px;
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background-position: 5px 5px;
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background-repeat: no-repeat;
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}
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@media print {
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.hideonprint {
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display: none;
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}
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}
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canvas {
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cursor: crosshair;
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}
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canvas:active {
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cursor: grabbing;
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}
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.fileinfo {
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width: 100%;
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max-width: 1000px;
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border: none;
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padding: 5px;
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}
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.fileinfo .title {
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font-size: 20pt;
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font-weight: bold;
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}
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.fileinfo td {
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overflow: hidden;
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white-space: nowrap;
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max-width: 1px;
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width: 50%;
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text-overflow: ellipsis;
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}
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.bom {
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border-collapse: collapse;
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font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
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font-size: 10pt;
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table-layout: fixed;
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width: 100%;
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margin-top: 1px;
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position: relative;
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}
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.bom th,
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.bom td {
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border: 1px solid black;
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padding: 5px;
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word-wrap: break-word;
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text-align: center;
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position: relative;
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}
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.dark .bom th,
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.dark .bom td {
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border: 1px solid #777;
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}
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.bom th {
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background-color: #CCCCCC;
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background-clip: padding-box;
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}
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.dark .bom th {
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background-color: #3b4749;
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}
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.bom tr.highlighted:nth-child(n) {
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background-color: #cfc;
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}
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.dark .bom tr.highlighted:nth-child(n) {
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background-color: #226022;
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}
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.bom tr:nth-child(even) {
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background-color: #f2f2f2;
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}
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.dark .bom tr:nth-child(even) {
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background-color: #313b40;
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}
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.bom tr.checked {
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color: #1cb53d;
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}
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.dark .bom tr.checked {
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color: #2cce54;
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}
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.bom tr {
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transition: background-color 0.2s;
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}
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.bom .numCol {
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width: 30px;
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}
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.bom .value {
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width: 15%;
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}
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.bom .quantity {
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width: 65px;
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}
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.bom th .sortmark {
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position: absolute;
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right: 1px;
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top: 1px;
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margin-top: -5px;
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border-width: 5px;
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border-style: solid;
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border-color: transparent transparent #221 transparent;
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transform-origin: 50% 85%;
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transition: opacity 0.2s, transform 0.4s;
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}
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.dark .bom th .sortmark {
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filter: invert(1);
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}
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.bom th .sortmark.none {
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opacity: 0;
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}
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.bom th .sortmark.desc {
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transform: rotate(180deg);
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}
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.bom th:hover .sortmark.none {
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opacity: 0.5;
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}
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.bom .bom-checkbox {
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width: 30px;
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position: relative;
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user-select: none;
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-moz-user-select: none;
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}
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.bom .bom-checkbox:before {
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content: "";
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position: absolute;
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border-width: 15px;
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border-style: solid;
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border-color: #51829f transparent transparent transparent;
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visibility: hidden;
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top: -15px;
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}
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.bom .bom-checkbox:after {
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content: "Double click to set/unset all";
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position: absolute;
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color: white;
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top: -35px;
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left: -26px;
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background: #51829f;
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padding: 5px 15px;
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border-radius: 8px;
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white-space: nowrap;
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visibility: hidden;
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}
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.bom .bom-checkbox:hover:before,
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.bom .bom-checkbox:hover:after {
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visibility: visible;
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transition: visibility 0.2s linear 1s;
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}
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.split {
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-webkit-box-sizing: border-box;
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-moz-box-sizing: border-box;
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box-sizing: border-box;
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overflow-y: auto;
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overflow-x: hidden;
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background-color: inherit;
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}
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.split.split-horizontal,
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.gutter.gutter-horizontal {
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height: 100%;
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float: left;
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}
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.gutter {
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background-color: #ddd;
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background-repeat: no-repeat;
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background-position: 50%;
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transition: background-color 0.3s;
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}
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.dark .gutter {
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background-color: #777;
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}
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.gutter.gutter-horizontal {
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAeCAYAAADkftS9AAAAIklEQVQoU2M4c+bMfxAGAgYYmwGrIIiDjrELjpo5aiZeMwF+yNnOs5KSvgAAAABJRU5ErkJggg==');
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cursor: ew-resize;
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width: 5px;
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}
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.gutter.gutter-vertical {
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAFAQMAAABo7865AAAABlBMVEVHcEzMzMzyAv2sAAAAAXRSTlMAQObYZgAAABBJREFUeF5jOAMEEAIEEFwAn3kMwcB6I2AAAAAASUVORK5CYII=');
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cursor: ns-resize;
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height: 5px;
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}
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.searchbox {
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float: left;
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height: 40px;
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margin: 10px 5px;
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padding: 12px 32px;
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font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
|
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font-size: 18px;
|
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box-sizing: border-box;
|
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border: 1px solid #888;
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border-radius: 6px;
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outline: none;
|
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background-color: #eee;
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transition: background-color 0.2s, border 0.2s;
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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==');
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background-position: 10px 10px;
|
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background-repeat: no-repeat;
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}
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.dark .searchbox {
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background-color: #111;
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color: #eee;
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}
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.searchbox::placeholder {
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color: #ccc;
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}
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.dark .searchbox::placeholder {
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color: #666;
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}
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.filter {
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width: calc(60% - 64px);
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}
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|
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.reflookup {
|
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width: calc(40% - 10px);
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}
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input[type=text]:focus {
|
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background-color: white;
|
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border: 1px solid #333;
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}
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.dark input[type=text]:focus {
|
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background-color: #333;
|
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border: 1px solid #ccc;
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}
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mark.highlight {
|
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background-color: #5050ff;
|
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color: #fff;
|
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padding: 2px;
|
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border-radius: 6px;
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}
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|
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.dark mark.highlight {
|
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background-color: #76a6da;
|
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color: #111;
|
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}
|
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.menubtn {
|
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background-color: white;
|
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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;
|
|
}
|
|
|
|
.visbtn {
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
padding: 15px;
|
|
}
|
|
|
|
#vismenu-content {
|
|
left: 0px;
|
|
font-family: Verdana, sans-serif;
|
|
}
|
|
|
|
.dark .statsbtn,
|
|
.dark .savebtn,
|
|
.dark .menubtn,
|
|
.dark .iobtn,
|
|
.dark .visbtn {
|
|
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 {
|
|
font-size: 12pt !important;
|
|
text-align: left !important;
|
|
font-weight: normal !important;
|
|
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;
|
|
}
|
|
|
|
.radio-container {
|
|
margin: 4px;
|
|
}
|
|
|
|
.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;
|
|
}
|
|
|
|
.dark .slider::-moz-range-thumb {
|
|
background: #3d3;
|
|
}
|
|
|
|
.slider::-ms-track {
|
|
width: 100%;
|
|
height: 8px;
|
|
border-width: 3px 0;
|
|
background: transparent;
|
|
border-color: transparent;
|
|
color: transparent;
|
|
transition: opacity .2s;
|
|
}
|
|
|
|
.slider::-ms-fill-lower {
|
|
background: #d3d3d3;
|
|
border: none;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider::-ms-fill-upper {
|
|
background: #d3d3d3;
|
|
border: none;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider::-ms-thumb {
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
margin: 0;
|
|
}
|
|
|
|
.shameless-plug {
|
|
font-size: 0.8em;
|
|
text-align: center;
|
|
display: block;
|
|
}
|
|
|
|
a {
|
|
color: #0278a4;
|
|
}
|
|
|
|
.dark a {
|
|
color: #00b9fd;
|
|
}
|
|
|
|
#frontcanvas,
|
|
#backcanvas {
|
|
touch-action: none;
|
|
}
|
|
|
|
.placeholder {
|
|
border: 1px dashed #9f9fda !important;
|
|
background-color: #edf2f7 !important;
|
|
}
|
|
|
|
.dragging {
|
|
z-index: 999;
|
|
}
|
|
|
|
.dark .dragging>table>tbody>tr {
|
|
background-color: #252c30;
|
|
}
|
|
|
|
.dark .placeholder {
|
|
filter: invert(1);
|
|
}
|
|
|
|
.column-spacer {
|
|
top: 0;
|
|
left: 0;
|
|
width: calc(100% - 4px);
|
|
position: absolute;
|
|
cursor: pointer;
|
|
user-select: none;
|
|
height: 100%;
|
|
}
|
|
|
|
.column-width-handle {
|
|
top: 0;
|
|
right: 0;
|
|
width: 4px;
|
|
position: absolute;
|
|
cursor: col-resize;
|
|
user-select: none;
|
|
height: 100%;
|
|
}
|
|
|
|
.column-width-handle:hover {
|
|
background-color: #4f99bd;
|
|
}
|
|
|
|
.help-link {
|
|
border: 1px solid #0278a4;
|
|
padding-inline: 0.3rem;
|
|
border-radius: 3px;
|
|
cursor: pointer;
|
|
}
|
|
|
|
.dark .help-link {
|
|
border: 1px solid #00b9fd;
|
|
}
|
|
|
|
.bom-color {
|
|
width: 20%;
|
|
}
|
|
|
|
.color-column input {
|
|
width: 1.6rem;
|
|
height: 1rem;
|
|
border: 1px solid black;
|
|
cursor: pointer;
|
|
padding: 0;
|
|
}
|
|
|
|
/* removes default styling from input color element */
|
|
::-webkit-color-swatch {
|
|
border: none;
|
|
}
|
|
|
|
::-webkit-color-swatch-wrapper {
|
|
padding: 0;
|
|
}
|
|
|
|
::-moz-color-swatch,
|
|
::-moz-focus-inner {
|
|
border: none;
|
|
}
|
|
|
|
::-moz-focus-inner {
|
|
padding: 0;
|
|
}
|
|
|
|
</style>
|
|
<script type="text/javascript" >
|
|
///////////////////////////////////////////////
|
|
/*
|
|
Split.js - v1.3.5
|
|
MIT License
|
|
https://github.com/nathancahill/Split.js
|
|
*/
|
|
!function(e,t){"object"==typeof exports&&"undefined"!=typeof module?module.exports=t():"function"==typeof define&&define.amd?define(t):e.Split=t()}(this,function(){"use strict";var e=window,t=e.document,n="addEventListener",i="removeEventListener",r="getBoundingClientRect",s=function(){return!1},o=e.attachEvent&&!e[n],a=["","-webkit-","-moz-","-o-"].filter(function(e){var n=t.createElement("div");return n.style.cssText="width:"+e+"calc(9px)",!!n.style.length}).shift()+"calc",l=function(e){return"string"==typeof e||e instanceof String?t.querySelector(e):e};return function(u,c){function z(e,t,n){var i=A(y,t,n);Object.keys(i).forEach(function(t){return e.style[t]=i[t]})}function h(e,t){var n=B(y,t);Object.keys(n).forEach(function(t){return e.style[t]=n[t]})}function f(e){var t=E[this.a],n=E[this.b],i=t.size+n.size;t.size=e/this.size*i,n.size=i-e/this.size*i,z(t.element,t.size,this.aGutterSize),z(n.element,n.size,this.bGutterSize)}function m(e){var t;this.dragging&&((t="touches"in e?e.touches[0][b]-this.start:e[b]-this.start)<=E[this.a].minSize+M+this.aGutterSize?t=E[this.a].minSize+this.aGutterSize:t>=this.size-(E[this.b].minSize+M+this.bGutterSize)&&(t=this.size-(E[this.b].minSize+this.bGutterSize)),f.call(this,t),c.onDrag&&c.onDrag())}function g(){var e=E[this.a].element,t=E[this.b].element;this.size=e[r]()[y]+t[r]()[y]+this.aGutterSize+this.bGutterSize,this.start=e[r]()[G]}function d(){var t=this,n=E[t.a].element,r=E[t.b].element;t.dragging&&c.onDragEnd&&c.onDragEnd(),t.dragging=!1,e[i]("mouseup",t.stop),e[i]("touchend",t.stop),e[i]("touchcancel",t.stop),t.parent[i]("mousemove",t.move),t.parent[i]("touchmove",t.move),delete t.stop,delete t.move,n[i]("selectstart",s),n[i]("dragstart",s),r[i]("selectstart",s),r[i]("dragstart",s),n.style.userSelect="",n.style.webkitUserSelect="",n.style.MozUserSelect="",n.style.pointerEvents="",r.style.userSelect="",r.style.webkitUserSelect="",r.style.MozUserSelect="",r.style.pointerEvents="",t.gutter.style.cursor="",t.parent.style.cursor=""}function S(t){var i=this,r=E[i.a].element,o=E[i.b].element;!i.dragging&&c.onDragStart&&c.onDragStart(),t.preventDefault(),i.dragging=!0,i.move=m.bind(i),i.stop=d.bind(i),e[n]("mouseup",i.stop),e[n]("touchend",i.stop),e[n]("touchcancel",i.stop),i.parent[n]("mousemove",i.move),i.parent[n]("touchmove",i.move),r[n]("selectstart",s),r[n]("dragstart",s),o[n]("selectstart",s),o[n]("dragstart",s),r.style.userSelect="none",r.style.webkitUserSelect="none",r.style.MozUserSelect="none",r.style.pointerEvents="none",o.style.userSelect="none",o.style.webkitUserSelect="none",o.style.MozUserSelect="none",o.style.pointerEvents="none",i.gutter.style.cursor=j,i.parent.style.cursor=j,g.call(i)}function v(e){e.forEach(function(t,n){if(n>0){var i=F[n-1],r=E[i.a],s=E[i.b];r.size=e[n-1],s.size=t,z(r.element,r.size,i.aGutterSize),z(s.element,s.size,i.bGutterSize)}})}function p(){F.forEach(function(e){e.parent.removeChild(e.gutter),E[e.a].element.style[y]="",E[e.b].element.style[y]=""})}void 0===c&&(c={});var y,b,G,E,w=l(u[0]).parentNode,D=e.getComputedStyle(w).flexDirection,U=c.sizes||u.map(function(){return 100/u.length}),k=void 0!==c.minSize?c.minSize:100,x=Array.isArray(k)?k:u.map(function(){return k}),L=void 0!==c.gutterSize?c.gutterSize:10,M=void 0!==c.snapOffset?c.snapOffset:30,O=c.direction||"horizontal",j=c.cursor||("horizontal"===O?"ew-resize":"ns-resize"),C=c.gutter||function(e,n){var i=t.createElement("div");return i.className="gutter gutter-"+n,i},A=c.elementStyle||function(e,t,n){var i={};return"string"==typeof t||t instanceof String?i[e]=t:i[e]=o?t+"%":a+"("+t+"% - "+n+"px)",i},B=c.gutterStyle||function(e,t){return n={},n[e]=t+"px",n;var n};"horizontal"===O?(y="width","clientWidth",b="clientX",G="left","paddingLeft"):"vertical"===O&&(y="height","clientHeight",b="clientY",G="top","paddingTop");var F=[];return E=u.map(function(e,t){var i,s={element:l(e),size:U[t],minSize:x[t]};if(t>0&&(i={a:t-1,b:t,dragging:!1,isFirst:1===t,isLast:t===u.length-1,direction:O,parent:w},i.aGutterSize=L,i.bGutterSize=L,i.isFirst&&(i.aGutterSize=L/2),i.isLast&&(i.bGutterSize=L/2),"row-reverse"===D||"column-reverse"===D)){var a=i.a;i.a=i.b,i.b=a}if(!o&&t>0){var c=C(t,O);h(c,L),c[n]("mousedown",S.bind(i)),c[n]("touchstart",S.bind(i)),w.insertBefore(c,s.element),i.gutter=c}0===t||t===u.length-1?z(s.element,s.size,L/2):z(s.element,s.size,L);var f=s.element[r]()[y];return f<s.minSize&&(s.minSize=f),t>0&&F.push(i),s}),o?{setSizes:v,destroy:p}:{setSizes:v,getSizes:function(){return E.map(function(e){return e.size})},collapse:function(e){if(e===F.length){var t=F[e-1];g.call(t),o||f.call(t,t.size-t.bGutterSize)}else{var n=F[e];g.call(n),o||f.call(n,n.aGutterSize)}},destroy:p}}});
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
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// This work is free. You can redistribute it and/or modify it
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// under the terms of the WTFPL, Version 2
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// For more information see LICENSE.txt or http://www.wtfpl.net/
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//
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// For more information, the home page:
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// http://pieroxy.net/blog/pages/lz-string/testing.html
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//
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// LZ-based compression algorithm, version 1.4.4
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var LZString=function(){var o=String.fromCharCode,i={};var n={decompressFromBase64:function(o){return null==o?"":""==o?null:n._decompress(o.length,32,function(n){return function(o,n){if(!i[o]){i[o]={};for(var t=0;t<o.length;t++)i[o][o.charAt(t)]=t}return i[o][n]}("ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",o.charAt(n))})},_decompress:function(i,n,t){var r,e,a,s,p,u,l,f=[],c=4,d=4,h=3,v="",g=[],m={val:t(0),position:n,index:1};for(r=0;r<3;r+=1)f[r]=r;for(a=0,p=Math.pow(2,2),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 2:return""}for(f[3]=l,e=l,g.push(l);;){if(m.index>i)return"";for(a=0,p=Math.pow(2,h),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(l=a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 2:return g.join("")}if(0==c&&(c=Math.pow(2,h),h++),f[l])v=f[l];else{if(l!==d)return null;v=e+e.charAt(0)}g.push(v),f[d++]=e+v.charAt(0),e=v,0==--c&&(c=Math.pow(2,h),h++)}}};return n}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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/*!
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* PEP v0.4.3 | https://github.com/jquery/PEP
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* Copyright jQuery Foundation and other contributors | http://jquery.org/license
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*/
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!function(a,b){"object"==typeof exports&&"undefined"!=typeof module?module.exports=b():"function"==typeof define&&define.amd?define(b):a.PointerEventsPolyfill=b()}(this,function(){"use strict";function a(a,b){b=b||Object.create(null);var c=document.createEvent("Event");c.initEvent(a,b.bubbles||!1,b.cancelable||!1);
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for(var d,e=2;e<m.length;e++)d=m[e],c[d]=b[d]||n[e];c.buttons=b.buttons||0;
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var f=0;return f=b.pressure&&c.buttons?b.pressure:c.buttons?.5:0,c.x=c.clientX,c.y=c.clientY,c.pointerId=b.pointerId||0,c.width=b.width||0,c.height=b.height||0,c.pressure=f,c.tiltX=b.tiltX||0,c.tiltY=b.tiltY||0,c.twist=b.twist||0,c.tangentialPressure=b.tangentialPressure||0,c.pointerType=b.pointerType||"",c.hwTimestamp=b.hwTimestamp||0,c.isPrimary=b.isPrimary||!1,c}function b(){this.array=[],this.size=0}function c(a,b,c,d){this.addCallback=a.bind(d),this.removeCallback=b.bind(d),this.changedCallback=c.bind(d),A&&(this.observer=new A(this.mutationWatcher.bind(this)))}function d(a){return"body /shadow-deep/ "+e(a)}function e(a){return'[touch-action="'+a+'"]'}function f(a){return"{ -ms-touch-action: "+a+"; touch-action: "+a+"; }"}function g(){if(F){D.forEach(function(a){String(a)===a?(E+=e(a)+f(a)+"\n",G&&(E+=d(a)+f(a)+"\n")):(E+=a.selectors.map(e)+f(a.rule)+"\n",G&&(E+=a.selectors.map(d)+f(a.rule)+"\n"))});var a=document.createElement("style");a.textContent=E,document.head.appendChild(a)}}function h(){if(!window.PointerEvent){if(window.PointerEvent=a,window.navigator.msPointerEnabled){var b=window.navigator.msMaxTouchPoints;Object.defineProperty(window.navigator,"maxTouchPoints",{value:b,enumerable:!0}),u.registerSource("ms",_)}else Object.defineProperty(window.navigator,"maxTouchPoints",{value:0,enumerable:!0}),u.registerSource("mouse",N),void 0!==window.ontouchstart&&u.registerSource("touch",V);u.register(document)}}function i(a){if(!u.pointermap.has(a)){var b=new Error("InvalidPointerId");throw b.name="InvalidPointerId",b}}function j(a){for(var b=a.parentNode;b&&b!==a.ownerDocument;)b=b.parentNode;if(!b){var c=new Error("InvalidStateError");throw c.name="InvalidStateError",c}}function k(a){var b=u.pointermap.get(a);return 0!==b.buttons}function l(){window.Element&&!Element.prototype.setPointerCapture&&Object.defineProperties(Element.prototype,{setPointerCapture:{value:W},releasePointerCapture:{value:X},hasPointerCapture:{value:Y}})}
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var m=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","pageX","pageY"],n=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0],o=window.Map&&window.Map.prototype.forEach,p=o?Map:b;b.prototype={set:function(a,b){return void 0===b?this["delete"](a):(this.has(a)||this.size++,void(this.array[a]=b))},has:function(a){return void 0!==this.array[a]},"delete":function(a){this.has(a)&&(delete this.array[a],this.size--)},get:function(a){return this.array[a]},clear:function(){this.array.length=0,this.size=0},forEach:function(a,b){return this.array.forEach(function(c,d){a.call(b,c,d,this)},this)}};var q=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","buttons","pointerId","width","height","pressure","tiltX","tiltY","pointerType","hwTimestamp","isPrimary","type","target","currentTarget","which","pageX","pageY","timeStamp"],r=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0,0,0,0,0,0,"",0,!1,"",null,null,0,0,0,0],s={pointerover:1,pointerout:1,pointerenter:1,pointerleave:1},t="undefined"!=typeof SVGElementInstance,u={pointermap:new p,eventMap:Object.create(null),captureInfo:Object.create(null),eventSources:Object.create(null),eventSourceList:[],registerSource:function(a,b){var c=b,d=c.events;d&&(d.forEach(function(a){c[a]&&(this.eventMap[a]=c[a].bind(c))},this),this.eventSources[a]=c,this.eventSourceList.push(c))},register:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
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b.register.call(b,a)},unregister:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
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b.unregister.call(b,a)},contains:function(a,b){try{return a.contains(b)}catch(c){return!1}},down:function(a){a.bubbles=!0,this.fireEvent("pointerdown",a)},move:function(a){a.bubbles=!0,this.fireEvent("pointermove",a)},up:function(a){a.bubbles=!0,this.fireEvent("pointerup",a)},enter:function(a){a.bubbles=!1,this.fireEvent("pointerenter",a)},leave:function(a){a.bubbles=!1,this.fireEvent("pointerleave",a)},over:function(a){a.bubbles=!0,this.fireEvent("pointerover",a)},out:function(a){a.bubbles=!0,this.fireEvent("pointerout",a)},cancel:function(a){a.bubbles=!0,this.fireEvent("pointercancel",a)},leaveOut:function(a){this.out(a),this.propagate(a,this.leave,!1)},enterOver:function(a){this.over(a),this.propagate(a,this.enter,!0)},eventHandler:function(a){if(!a._handledByPE){var b=a.type,c=this.eventMap&&this.eventMap[b];c&&c(a),a._handledByPE=!0}},listen:function(a,b){b.forEach(function(b){this.addEvent(a,b)},this)},unlisten:function(a,b){b.forEach(function(b){this.removeEvent(a,b)},this)},addEvent:function(a,b){a.addEventListener(b,this.boundHandler)},removeEvent:function(a,b){a.removeEventListener(b,this.boundHandler)},makeEvent:function(b,c){this.captureInfo[c.pointerId]&&(c.relatedTarget=null);var d=new a(b,c);return c.preventDefault&&(d.preventDefault=c.preventDefault),d._target=d._target||c.target,d},fireEvent:function(a,b){var c=this.makeEvent(a,b);return this.dispatchEvent(c)},cloneEvent:function(a){for(var b,c=Object.create(null),d=0;d<q.length;d++)b=q[d],c[b]=a[b]||r[d],!t||"target"!==b&&"relatedTarget"!==b||c[b]instanceof SVGElementInstance&&(c[b]=c[b].correspondingUseElement);return a.preventDefault&&(c.preventDefault=function(){a.preventDefault()}),c},getTarget:function(a){var b=this.captureInfo[a.pointerId];return b?a._target!==b&&a.type in s?void 0:b:a._target},propagate:function(a,b,c){for(var d=a.target,e=[];d!==document&&!d.contains(a.relatedTarget);) if(e.push(d),d=d.parentNode,!d)return;c&&e.reverse(),e.forEach(function(c){a.target=c,b.call(this,a)},this)},setCapture:function(b,c,d){this.captureInfo[b]&&this.releaseCapture(b,d),this.captureInfo[b]=c,this.implicitRelease=this.releaseCapture.bind(this,b,d),document.addEventListener("pointerup",this.implicitRelease),document.addEventListener("pointercancel",this.implicitRelease);var e=new a("gotpointercapture");e.pointerId=b,e._target=c,d||this.asyncDispatchEvent(e)},releaseCapture:function(b,c){var d=this.captureInfo[b];if(d){this.captureInfo[b]=void 0,document.removeEventListener("pointerup",this.implicitRelease),document.removeEventListener("pointercancel",this.implicitRelease);var e=new a("lostpointercapture");e.pointerId=b,e._target=d,c||this.asyncDispatchEvent(e)}},dispatchEvent:/*scope.external.dispatchEvent || */function(a){var b=this.getTarget(a);if(b)return b.dispatchEvent(a)},asyncDispatchEvent:function(a){requestAnimationFrame(this.dispatchEvent.bind(this,a))}};u.boundHandler=u.eventHandler.bind(u);var v={shadow:function(a){if(a)return a.shadowRoot||a.webkitShadowRoot},canTarget:function(a){return a&&Boolean(a.elementFromPoint)},targetingShadow:function(a){var b=this.shadow(a);if(this.canTarget(b))return b},olderShadow:function(a){var b=a.olderShadowRoot;if(!b){var c=a.querySelector("shadow");c&&(b=c.olderShadowRoot)}return b},allShadows:function(a){for(var b=[],c=this.shadow(a);c;)b.push(c),c=this.olderShadow(c);return b},searchRoot:function(a,b,c){if(a){var d,e,f=a.elementFromPoint(b,c);for(e=this.targetingShadow(f);e;){if(d=e.elementFromPoint(b,c)){var g=this.targetingShadow(d);return this.searchRoot(g,b,c)||d} e=this.olderShadow(e)} return f}},owner:function(a){
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for(var b=a;b.parentNode;)b=b.parentNode;
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return b.nodeType!==Node.DOCUMENT_NODE&&b.nodeType!==Node.DOCUMENT_FRAGMENT_NODE&&(b=document),b},findTarget:function(a){var b=a.clientX,c=a.clientY,d=this.owner(a.target);
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return d.elementFromPoint(b,c)||(d=document),this.searchRoot(d,b,c)}},w=Array.prototype.forEach.call.bind(Array.prototype.forEach),x=Array.prototype.map.call.bind(Array.prototype.map),y=Array.prototype.slice.call.bind(Array.prototype.slice),z=Array.prototype.filter.call.bind(Array.prototype.filter),A=window.MutationObserver||window.WebKitMutationObserver,B="[touch-action]",C={subtree:!0,childList:!0,attributes:!0,attributeOldValue:!0,attributeFilter:["touch-action"]};c.prototype={watchSubtree:function(a){
|
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//
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|
this.observer&&v.canTarget(a)&&this.observer.observe(a,C)},enableOnSubtree:function(a){this.watchSubtree(a),a===document&&"complete"!==document.readyState?this.installOnLoad():this.installNewSubtree(a)},installNewSubtree:function(a){w(this.findElements(a),this.addElement,this)},findElements:function(a){return a.querySelectorAll?a.querySelectorAll(B):[]},removeElement:function(a){this.removeCallback(a)},addElement:function(a){this.addCallback(a)},elementChanged:function(a,b){this.changedCallback(a,b)},concatLists:function(a,b){return a.concat(y(b))},
|
|
installOnLoad:function(){document.addEventListener("readystatechange",function(){"complete"===document.readyState&&this.installNewSubtree(document)}.bind(this))},isElement:function(a){return a.nodeType===Node.ELEMENT_NODE},flattenMutationTree:function(a){
|
|
var b=x(a,this.findElements,this);
|
|
return b.push(z(a,this.isElement)),b.reduce(this.concatLists,[])},mutationWatcher:function(a){a.forEach(this.mutationHandler,this)},mutationHandler:function(a){if("childList"===a.type){var b=this.flattenMutationTree(a.addedNodes);b.forEach(this.addElement,this);var c=this.flattenMutationTree(a.removedNodes);c.forEach(this.removeElement,this)}else"attributes"===a.type&&this.elementChanged(a.target,a.oldValue)}};var D=["none","auto","pan-x","pan-y",{rule:"pan-x pan-y",selectors:["pan-x pan-y","pan-y pan-x"]}],E="",F=window.PointerEvent||window.MSPointerEvent,G=!window.ShadowDOMPolyfill&&document.head.createShadowRoot,H=u.pointermap,I=25,J=[1,4,2,8,16],K=!1;try{K=1===new MouseEvent("test",{buttons:1}).buttons}catch(L){}
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var M,N={POINTER_ID:1,POINTER_TYPE:"mouse",events:["mousedown","mousemove","mouseup","mouseover","mouseout"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},lastTouches:[],
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isEventSimulatedFromTouch:function(a){for(var b,c=this.lastTouches,d=a.clientX,e=a.clientY,f=0,g=c.length;f<g&&(b=c[f]);f++){
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var h=Math.abs(d-b.x),i=Math.abs(e-b.y);if(h<=I&&i<=I)return!0}},prepareEvent:function(a){var b=u.cloneEvent(a),c=b.preventDefault;return b.preventDefault=function(){a.preventDefault(),c()},b.pointerId=this.POINTER_ID,b.isPrimary=!0,b.pointerType=this.POINTER_TYPE,b},prepareButtonsForMove:function(a,b){var c=H.get(this.POINTER_ID);
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0!==b.which&&c?a.buttons=c.buttons:a.buttons=0,b.buttons=a.buttons},mousedown:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);K||(c.buttons=J[c.button],b&&(c.buttons|=b.buttons),a.buttons=c.buttons),H.set(this.POINTER_ID,a),b&&0!==b.buttons?u.move(c):u.down(c)}},mousemove:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.move(b)}},mouseup:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);if(!K){var d=J[c.button];
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c.buttons=b?b.buttons&~d:0,a.buttons=c.buttons}H.set(this.POINTER_ID,a),
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c.buttons&=~J[c.button],0===c.buttons?u.up(c):u.move(c)}},mouseover:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.enterOver(b)}},mouseout:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,u.leaveOut(b)}},cancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.deactivateMouse()},deactivateMouse:function(){H["delete"](this.POINTER_ID)}},O=u.captureInfo,P=v.findTarget.bind(v),Q=v.allShadows.bind(v),R=u.pointermap,S=2500,T=200,U="touch-action",V={events:["touchstart","touchmove","touchend","touchcancel"],register:function(a){M.enableOnSubtree(a)},unregister:function(){},elementAdded:function(a){var b=a.getAttribute(U),c=this.touchActionToScrollType(b);c&&(a._scrollType=c,u.listen(a,this.events),
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Q(a).forEach(function(a){a._scrollType=c,u.listen(a,this.events)},this))},elementRemoved:function(a){a._scrollType=void 0,u.unlisten(a,this.events),
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Q(a).forEach(function(a){a._scrollType=void 0,u.unlisten(a,this.events)},this)},elementChanged:function(a,b){var c=a.getAttribute(U),d=this.touchActionToScrollType(c),e=this.touchActionToScrollType(b);
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d&&e?(a._scrollType=d,Q(a).forEach(function(a){a._scrollType=d},this)):e?this.elementRemoved(a):d&&this.elementAdded(a)},scrollTypes:{EMITTER:"none",XSCROLLER:"pan-x",YSCROLLER:"pan-y",SCROLLER:/^(?:pan-x pan-y)|(?:pan-y pan-x)|auto$/},touchActionToScrollType:function(a){var b=a,c=this.scrollTypes;return"none"===b?"none":b===c.XSCROLLER?"X":b===c.YSCROLLER?"Y":c.SCROLLER.exec(b)?"XY":void 0},POINTER_TYPE:"touch",firstTouch:null,isPrimaryTouch:function(a){return this.firstTouch===a.identifier},setPrimaryTouch:function(a){
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(0===R.size||1===R.size&&R.has(1))&&(this.firstTouch=a.identifier,this.firstXY={X:a.clientX,Y:a.clientY},this.scrolling=!1,this.cancelResetClickCount())},removePrimaryPointer:function(a){a.isPrimary&&(this.firstTouch=null,this.firstXY=null,this.resetClickCount())},clickCount:0,resetId:null,resetClickCount:function(){var a=function(){this.clickCount=0,this.resetId=null}.bind(this);this.resetId=setTimeout(a,T)},cancelResetClickCount:function(){this.resetId&&clearTimeout(this.resetId)},typeToButtons:function(a){var b=0;return"touchstart"!==a&&"touchmove"!==a||(b=1),b},touchToPointer:function(a){var b=this.currentTouchEvent,c=u.cloneEvent(a),d=c.pointerId=a.identifier+2;c.target=O[d]||P(c),c.bubbles=!0,c.cancelable=!0,c.detail=this.clickCount,c.button=0,c.buttons=this.typeToButtons(b.type),c.width=2*(a.radiusX||a.webkitRadiusX||0),c.height=2*(a.radiusY||a.webkitRadiusY||0),c.pressure=a.force||a.webkitForce||.5,c.isPrimary=this.isPrimaryTouch(a),c.pointerType=this.POINTER_TYPE,
|
|
c.altKey=b.altKey,c.ctrlKey=b.ctrlKey,c.metaKey=b.metaKey,c.shiftKey=b.shiftKey;
|
|
var e=this;return c.preventDefault=function(){e.scrolling=!1,e.firstXY=null,b.preventDefault()},c},processTouches:function(a,b){var c=a.changedTouches;this.currentTouchEvent=a;for(var d,e=0;e<c.length;e++)d=c[e],b.call(this,this.touchToPointer(d))},
|
|
shouldScroll:function(a){if(this.firstXY){var b,c=a.currentTarget._scrollType;if("none"===c)
|
|
b=!1;else if("XY"===c)
|
|
b=!0;else{var d=a.changedTouches[0],e=c,f="Y"===c?"X":"Y",g=Math.abs(d["client"+e]-this.firstXY[e]),h=Math.abs(d["client"+f]-this.firstXY[f]);
|
|
b=g>=h}return this.firstXY=null,b}},findTouch:function(a,b){for(var c,d=0,e=a.length;d<e&&(c=a[d]);d++)if(c.identifier===b)return!0},
|
|
vacuumTouches:function(a){var b=a.touches;
|
|
if(R.size>=b.length){var c=[];R.forEach(function(a,d){
|
|
if(1!==d&&!this.findTouch(b,d-2)){var e=a.out;c.push(e)}},this),c.forEach(this.cancelOut,this)}},touchstart:function(a){this.vacuumTouches(a),this.setPrimaryTouch(a.changedTouches[0]),this.dedupSynthMouse(a),this.scrolling||(this.clickCount++,this.processTouches(a,this.overDown))},overDown:function(a){R.set(a.pointerId,{target:a.target,out:a,outTarget:a.target}),u.enterOver(a),u.down(a)},touchmove:function(a){this.scrolling||(this.shouldScroll(a)?(this.scrolling=!0,this.touchcancel(a)):(a.preventDefault(),this.processTouches(a,this.moveOverOut)))},moveOverOut:function(a){var b=a,c=R.get(b.pointerId);
|
|
if(c){var d=c.out,e=c.outTarget;u.move(b),d&&e!==b.target&&(d.relatedTarget=b.target,b.relatedTarget=e,
|
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d.target=e,b.target?(u.leaveOut(d),u.enterOver(b)):(
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b.target=e,b.relatedTarget=null,this.cancelOut(b))),c.out=b,c.outTarget=b.target}},touchend:function(a){this.dedupSynthMouse(a),this.processTouches(a,this.upOut)},upOut:function(a){this.scrolling||(u.up(a),u.leaveOut(a)),this.cleanUpPointer(a)},touchcancel:function(a){this.processTouches(a,this.cancelOut)},cancelOut:function(a){u.cancel(a),u.leaveOut(a),this.cleanUpPointer(a)},cleanUpPointer:function(a){R["delete"](a.pointerId),this.removePrimaryPointer(a)},
|
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dedupSynthMouse:function(a){var b=N.lastTouches,c=a.changedTouches[0];
|
|
if(this.isPrimaryTouch(c)){
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var d={x:c.clientX,y:c.clientY};b.push(d);var e=function(a,b){var c=a.indexOf(b);c>-1&&a.splice(c,1)}.bind(null,b,d);setTimeout(e,S)}}};M=new c(V.elementAdded,V.elementRemoved,V.elementChanged,V);var W,X,Y,Z=u.pointermap,$=window.MSPointerEvent&&"number"==typeof window.MSPointerEvent.MSPOINTER_TYPE_MOUSE,_={events:["MSPointerDown","MSPointerMove","MSPointerUp","MSPointerOut","MSPointerOver","MSPointerCancel","MSGotPointerCapture","MSLostPointerCapture"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},POINTER_TYPES:["","unavailable","touch","pen","mouse"],prepareEvent:function(a){var b=a;return $&&(b=u.cloneEvent(a),b.pointerType=this.POINTER_TYPES[a.pointerType]),b},cleanup:function(a){Z["delete"](a)},MSPointerDown:function(a){Z.set(a.pointerId,a);var b=this.prepareEvent(a);u.down(b)},MSPointerMove:function(a){var b=this.prepareEvent(a);u.move(b)},MSPointerUp:function(a){var b=this.prepareEvent(a);u.up(b),this.cleanup(a.pointerId)},MSPointerOut:function(a){var b=this.prepareEvent(a);u.leaveOut(b)},MSPointerOver:function(a){var b=this.prepareEvent(a);u.enterOver(b)},MSPointerCancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.cleanup(a.pointerId)},MSLostPointerCapture:function(a){var b=u.makeEvent("lostpointercapture",a);u.dispatchEvent(b)},MSGotPointerCapture:function(a){var b=u.makeEvent("gotpointercapture",a);u.dispatchEvent(b)}},aa=window.navigator;aa.msPointerEnabled?(W=function(a){i(a),j(this),k(a)&&(u.setCapture(a,this,!0),this.msSetPointerCapture(a))},X=function(a){i(a),u.releaseCapture(a,!0),this.msReleasePointerCapture(a)}):(W=function(a){i(a),j(this),k(a)&&u.setCapture(a,this)},X=function(a){i(a),u.releaseCapture(a)}),Y=function(a){return!!u.captureInfo[a]},g(),h(),l();var ba={dispatcher:u,Installer:c,PointerEvent:a,PointerMap:p,targetFinding:v};return ba});
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": "none", "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "offset_back_rotation": false, "kicad_text_formatting": true, "fields": ["Value", "Footprint"]}
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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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 saveBomTable(output) {
|
|
var text = '';
|
|
for (var node of bomhead.childNodes[0].childNodes) {
|
|
if (node.firstChild) {
|
|
text += (output == 'csv' ? `"${node.firstChild.nodeValue}"` : node.firstChild.nodeValue);
|
|
}
|
|
if (node != bomhead.childNodes[0].lastChild) {
|
|
text += (output == 'csv' ? ',' : '\t');
|
|
}
|
|
}
|
|
text += '\n';
|
|
for (var row of bombody.childNodes) {
|
|
for (var cell of row.childNodes) {
|
|
let val = '';
|
|
for (var node of cell.childNodes) {
|
|
if (node.nodeName == "INPUT") {
|
|
if (node.checked) {
|
|
val += '✓';
|
|
}
|
|
} else if ((node.nodeName == "MARK") || (node.nodeName == "A")) {
|
|
val += node.firstChild.nodeValue;
|
|
} else {
|
|
val += node.nodeValue;
|
|
}
|
|
}
|
|
if (output == 'csv') {
|
|
val = val.replace(/\"/g, '\"\"'); // pair of double-quote characters
|
|
if (isNumeric(val)) {
|
|
val = +val; // use number
|
|
} else {
|
|
val = `"${val}"`; // enclosed within double-quote
|
|
}
|
|
}
|
|
text += val;
|
|
if (cell != row.lastChild) {
|
|
text += (output == 'csv' ? ',' : '\t');
|
|
}
|
|
}
|
|
text += '\n';
|
|
}
|
|
|
|
if (output != 'clipboard') {
|
|
// To file: csv or txt
|
|
var blob = new Blob([text], {
|
|
type: `text/${output}`
|
|
});
|
|
saveFile(`${pcbdata.metadata.title}.${output}`, blob);
|
|
} else {
|
|
// To clipboard
|
|
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 isNumeric(str) {
|
|
/* https://stackoverflow.com/a/175787 */
|
|
return (typeof str != "string" ? false : !isNaN(str) && !isNaN(parseFloat(str)));
|
|
}
|
|
|
|
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.*)?$", "");
|
|
units.valueAltRegex = new RegExp("^([0-9]*)" +
|
|
"(" + units.unitsShort.join("|") + ")?" +
|
|
"([GgMmKkUuNnPp])?" +
|
|
"([0-9]*)" +
|
|
"(\\b.*)?$", "");
|
|
if (config.fields.includes("Value")) {
|
|
var index = config.fields.indexOf("Value");
|
|
pcbdata.bom["parsedValues"] = {};
|
|
for (var id in pcbdata.bom.fields) {
|
|
pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index])
|
|
}
|
|
}
|
|
}
|
|
|
|
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 resetSettings() {
|
|
if (!confirm(
|
|
`This will reset all checkbox states and other settings.\n\n` +
|
|
`Press OK if you want to continue.`)) {
|
|
return;
|
|
}
|
|
if (storage) {
|
|
var keys = [];
|
|
for (var i = 0; i < storage.length; i++) {
|
|
var key = storage.key(i);
|
|
if (key.startsWith(storagePrefix)) keys.push(key);
|
|
}
|
|
for (var key of keys) storage.removeItem(key);
|
|
}
|
|
location.reload();
|
|
}
|
|
|
|
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]);
|
|
}
|
|
writeStorage("markWhenChecked", settings.markWhenChecked);
|
|
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.forms.highlightpin1.highlightpin1.value = settings.highlightpin1;
|
|
writeStorage("boardRotation", settings.boardRotation);
|
|
document.getElementById("boardRotation").value = settings.boardRotation / 5;
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
setOffsetBackRotation(settings.offsetBackRotation);
|
|
document.getElementById("offsetBackRotationCheckbox").checked = settings.offsetBackRotation;
|
|
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: "FB",
|
|
bomlayout: "left-right",
|
|
bommode: "grouped",
|
|
checkboxes: [],
|
|
checkboxStoredRefs: {},
|
|
darkMode: false,
|
|
highlightpin1: "none",
|
|
redrawOnDrag: true,
|
|
boardRotation: 0,
|
|
offsetBackRotation: false,
|
|
renderPads: true,
|
|
renderReferences: true,
|
|
renderValues: true,
|
|
renderSilkscreen: true,
|
|
renderFabrication: true,
|
|
renderDnpOutline: false,
|
|
renderTracks: true,
|
|
renderZones: true,
|
|
columnOrder: [],
|
|
hiddenColumns: [],
|
|
netColors: {},
|
|
}
|
|
|
|
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 (settings.bommode == "netlist" && !pcbdata.nets) {
|
|
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;
|
|
|
|
var highlightpin1 = readStorage("highlightpin1") || config.highlight_pin1;
|
|
if (highlightpin1 === "false") highlightpin1 = "none";
|
|
if (highlightpin1 === "true") highlightpin1 = "all";
|
|
setHighlightPin1(highlightpin1);
|
|
document.forms.highlightpin1.highlightpin1.value = highlightpin1;
|
|
|
|
settings.markWhenChecked = readStorage("markWhenChecked") || "";
|
|
populateMarkWhenCheckedOptions();
|
|
|
|
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);
|
|
|
|
var fields = ["checkboxes", "References"].concat(config.fields).concat(["Quantity"]);
|
|
var hcols = JSON.parse(readStorage("hiddenColumns"));
|
|
if (hcols === null) {
|
|
hcols = [];
|
|
}
|
|
settings.hiddenColumns = hcols.filter(e => fields.includes(e));
|
|
|
|
var cord = JSON.parse(readStorage("columnOrder"));
|
|
if (cord === null) {
|
|
cord = fields;
|
|
} else {
|
|
cord = cord.filter(e => fields.includes(e));
|
|
if (cord.length != fields.length)
|
|
cord = fields;
|
|
}
|
|
settings.columnOrder = cord;
|
|
|
|
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;
|
|
initBooleanSetting("offsetBackRotation", config.offset_back_rotation, "offsetBackRotationCheckbox", setOffsetBackRotation);
|
|
|
|
settings.netColors = JSON.parse(readStorage("netColors")) || {};
|
|
}
|
|
|
|
// Helper classes for user js callbacks.
|
|
|
|
const IBOM_EVENT_TYPES = {
|
|
ALL: "all",
|
|
HIGHLIGHT_EVENT: "highlightEvent",
|
|
CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
|
|
BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
|
|
}
|
|
|
|
const EventHandler = {
|
|
callbacks: {},
|
|
init: function () {
|
|
for (eventType of Object.values(IBOM_EVENT_TYPES))
|
|
this.callbacks[eventType] = [];
|
|
},
|
|
registerCallback: function (eventType, callback) {
|
|
this.callbacks[eventType].push(callback);
|
|
},
|
|
emitEvent: function (eventType, eventArgs) {
|
|
event = {
|
|
eventType: eventType,
|
|
args: eventArgs,
|
|
}
|
|
var callback;
|
|
for (callback of this.callbacks[eventType])
|
|
callback(event);
|
|
for (callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
|
|
callback(event);
|
|
}
|
|
}
|
|
EventHandler.init();
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* 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
|
|
];
|
|
// This approximates pcbnew behavior with how text tilts depending on horizontal justification
|
|
point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
|
|
return point;
|
|
}
|
|
|
|
function drawText(ctx, text, color) {
|
|
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 ("svgpath" in text) {
|
|
ctx.stroke(new Path2D(text.svgpath));
|
|
ctx.restore();
|
|
return;
|
|
}
|
|
if ("polygons" in text) {
|
|
ctx.fill(getPolygonsPath(text));
|
|
ctx.restore();
|
|
return;
|
|
}
|
|
ctx.translate(...text.pos);
|
|
ctx.translate(text.thickness * 0.5, 0);
|
|
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;
|
|
var txt = text.text.split("\n");
|
|
// KiCad ignores last empty line.
|
|
if (txt[txt.length - 1] == '') txt.pop();
|
|
ctx.rotate(deg2rad(angle));
|
|
var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
|
|
offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
|
|
for (var i in txt) {
|
|
var lineWidth = text.thickness + interline / 2 * tilt;
|
|
for (var j = 0; j < txt[i].length; j++) {
|
|
if (txt[i][j] == '\t') {
|
|
var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
|
|
lineWidth += fourSpaces - lineWidth % fourSpaces;
|
|
} else {
|
|
if (txt[i][j] == '~') {
|
|
j++;
|
|
if (j == txt[i].length)
|
|
break;
|
|
}
|
|
lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
|
|
}
|
|
}
|
|
var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
|
|
var inOverbar = false;
|
|
for (var j = 0; j < txt[i].length; j++) {
|
|
if (config.kicad_text_formatting) {
|
|
if (txt[i][j] == '\t') {
|
|
var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
|
|
offsetx += fourSpaces - offsetx % fourSpaces;
|
|
continue;
|
|
} else if (txt[i][j] == '~') {
|
|
j++;
|
|
if (j == txt[i].length)
|
|
break;
|
|
if (txt[i][j] != '~') {
|
|
inOverbar = !inOverbar;
|
|
}
|
|
}
|
|
}
|
|
var glyph = pcbdata.font_data[txt[i][j]];
|
|
if (inOverbar) {
|
|
var overbarStart = [offsetx, -text.height * 1.4 + offsety];
|
|
var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];
|
|
|
|
if (!lastHadOverbar) {
|
|
overbarStart[0] += text.height * 1.4 * tilt;
|
|
lastHadOverbar = true;
|
|
}
|
|
ctx.beginPath();
|
|
ctx.moveTo(...overbarStart);
|
|
ctx.lineTo(...overbarEnd);
|
|
ctx.stroke();
|
|
} else {
|
|
lastHadOverbar = false;
|
|
}
|
|
for (var line of glyph.l) {
|
|
ctx.beginPath();
|
|
ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
|
|
for (var k = 1; k < line.length; k++) {
|
|
ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
|
|
}
|
|
ctx.stroke();
|
|
}
|
|
offsetx += glyph.w * text.width;
|
|
}
|
|
offsety += interline;
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawedge(ctx, scalefactor, edge, color) {
|
|
ctx.strokeStyle = color;
|
|
ctx.fillStyle = color;
|
|
ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
|
|
ctx.lineCap = "round";
|
|
ctx.lineJoin = "round";
|
|
if ("svgpath" in edge) {
|
|
ctx.stroke(new Path2D(edge.svgpath));
|
|
} else {
|
|
ctx.beginPath();
|
|
if (edge.type == "segment") {
|
|
ctx.moveTo(...edge.start);
|
|
ctx.lineTo(...edge.end);
|
|
}
|
|
if (edge.type == "rect") {
|
|
ctx.moveTo(...edge.start);
|
|
ctx.lineTo(edge.start[0], edge.end[1]);
|
|
ctx.lineTo(...edge.end);
|
|
ctx.lineTo(edge.end[0], edge.start[1]);
|
|
ctx.lineTo(...edge.start);
|
|
}
|
|
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);
|
|
}
|
|
if("filled" in edge && edge.filled)
|
|
ctx.fill();
|
|
else
|
|
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 ("svgpath" in shape) {
|
|
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, scalefactor, shape, color) {
|
|
ctx.save();
|
|
if (!("svgpath" in shape)) {
|
|
ctx.translate(...shape.pos);
|
|
ctx.rotate(deg2rad(-shape.angle));
|
|
}
|
|
if("filled" in shape && !shape.filled) {
|
|
ctx.strokeStyle = color;
|
|
ctx.lineWidth = Math.max(1 / scalefactor, shape.width);
|
|
ctx.lineCap = "round";
|
|
ctx.lineJoin = "round";
|
|
ctx.stroke(getPolygonsPath(shape));
|
|
} else {
|
|
ctx.fillStyle = color;
|
|
ctx.fill(getPolygonsPath(shape));
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawDrawing(ctx, scalefactor, drawing, color) {
|
|
if (["segment", "arc", "circle", "curve", "rect"].includes(drawing.type)) {
|
|
drawedge(ctx, scalefactor, drawing, color);
|
|
} else if (drawing.type == "polygon") {
|
|
drawPolygonShape(ctx, scalefactor, drawing, color);
|
|
} else {
|
|
drawText(ctx, drawing, color);
|
|
}
|
|
}
|
|
|
|
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) {
|
|
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);
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawPadHole(ctx, pad, padHoleColor) {
|
|
if (pad.type != "th") return;
|
|
ctx.save();
|
|
ctx.translate(...pad.pos);
|
|
ctx.rotate(-deg2rad(pad.angle));
|
|
ctx.fillStyle = padHoleColor;
|
|
if (pad.drillshape == "oblong") {
|
|
ctx.fill(getOblongPath(pad.drillsize));
|
|
} else {
|
|
ctx.fill(getCirclePath(pad.drillsize[0] / 2));
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, outline) {
|
|
if (highlight) {
|
|
// draw bounding box
|
|
if (footprint.layer == layer) {
|
|
ctx.save();
|
|
ctx.globalAlpha = 0.2;
|
|
ctx.translate(...footprint.bbox.pos);
|
|
ctx.rotate(deg2rad(-footprint.bbox.angle));
|
|
ctx.translate(...footprint.bbox.relpos);
|
|
ctx.fillStyle = colors.pad;
|
|
ctx.fillRect(0, 0, ...footprint.bbox.size);
|
|
ctx.globalAlpha = 1;
|
|
ctx.strokeStyle = colors.pad;
|
|
ctx.lineWidth = 3 / scalefactor;
|
|
ctx.strokeRect(0, 0, ...footprint.bbox.size);
|
|
ctx.restore();
|
|
}
|
|
}
|
|
// draw drawings
|
|
for (var drawing of footprint.drawings) {
|
|
if (drawing.layer == layer) {
|
|
drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad);
|
|
}
|
|
}
|
|
ctx.lineWidth = 3 / scalefactor;
|
|
// draw pads
|
|
if (settings.renderPads) {
|
|
for (var pad of footprint.pads) {
|
|
if (pad.layers.includes(layer)) {
|
|
drawPad(ctx, pad, colors.pad, outline);
|
|
if (pad.pin1 &&
|
|
(settings.highlightpin1 == "all" ||
|
|
settings.highlightpin1 == "selected" && highlight)) {
|
|
drawPad(ctx, pad, colors.outline, true);
|
|
}
|
|
}
|
|
}
|
|
for (var pad of footprint.pads) {
|
|
drawPadHole(ctx, pad, colors.padHole);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawEdgeCuts(canvas, scalefactor) {
|
|
var ctx = canvas.getContext("2d");
|
|
var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
|
|
for (var edge of pcbdata.edges) {
|
|
drawDrawing(ctx, scalefactor, edge, edgecolor);
|
|
}
|
|
}
|
|
|
|
function drawFootprints(canvas, layer, scalefactor, highlight) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.lineWidth = 3 / scalefactor;
|
|
var style = getComputedStyle(topmostdiv);
|
|
|
|
var colors = {
|
|
pad: style.getPropertyValue('--pad-color'),
|
|
padHole: style.getPropertyValue('--pad-hole-color'),
|
|
outline: style.getPropertyValue('--pin1-outline-color'),
|
|
}
|
|
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
var mod = pcbdata.footprints[i];
|
|
var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
|
|
var h = highlightedFootprints.includes(i);
|
|
var d = markedFootprints.has(i);
|
|
if (highlight) {
|
|
if(h && d) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight-both');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-both');
|
|
} else if (h) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight');
|
|
} else if (d) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight-marked');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-marked');
|
|
}
|
|
}
|
|
if( h || d || !highlight) {
|
|
drawFootprint(ctx, layer, scalefactor, mod, colors, highlight, outline);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
|
|
var ctx = canvas.getContext("2d");
|
|
for (var d of pcbdata.drawings[layername][layer]) {
|
|
if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
|
|
drawedge(ctx, scalefactor, d, edgeColor);
|
|
} else if (d.type == "polygon") {
|
|
drawPolygonShape(ctx, scalefactor, d, polygonColor);
|
|
} else {
|
|
drawText(ctx, d, textColor);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawTracks(canvas, layer, defaultColor, highlight) {
|
|
ctx = canvas.getContext("2d");
|
|
ctx.lineCap = "round";
|
|
for (var track of pcbdata.tracks[layer]) {
|
|
if (highlight && highlightedNet != track.net) continue;
|
|
ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
|
|
ctx.lineWidth = track.width;
|
|
ctx.beginPath();
|
|
if ('radius' in track) {
|
|
ctx.arc(
|
|
...track.center,
|
|
track.radius,
|
|
deg2rad(track.startangle),
|
|
deg2rad(track.endangle));
|
|
} else {
|
|
ctx.moveTo(...track.start);
|
|
ctx.lineTo(...track.end);
|
|
}
|
|
ctx.stroke();
|
|
}
|
|
}
|
|
|
|
function drawZones(canvas, layer, defaultColor, highlight) {
|
|
ctx = canvas.getContext("2d");
|
|
ctx.lineJoin = "round";
|
|
for (var zone of pcbdata.zones[layer]) {
|
|
if (highlight && highlightedNet != zone.net) continue;
|
|
ctx.strokeStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
|
|
ctx.fillStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
|
|
if (!zone.path2d) {
|
|
zone.path2d = getPolygonsPath(zone);
|
|
}
|
|
ctx.fill(zone.path2d, zone.fillrule || "nonzero");
|
|
if (zone.width > 0) {
|
|
ctx.lineWidth = zone.width;
|
|
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 {
|
|
if (!window.matchMedia("print").matches)
|
|
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 padHoleColor = style.getPropertyValue('--pad-hole-color');
|
|
var ctx = canvas.getContext("2d");
|
|
for (var footprint of pcbdata.footprints) {
|
|
// draw pads
|
|
var padDrawn = false;
|
|
for (var pad of footprint.pads) {
|
|
if (highlightedNet != pad.net) continue;
|
|
if (pad.layers.includes(layer)) {
|
|
drawPad(ctx, pad, padColor, false);
|
|
padDrawn = true;
|
|
}
|
|
}
|
|
if (padDrawn) {
|
|
// redraw all pad holes because some pads may overlap
|
|
for (var pad of footprint.pads) {
|
|
drawPadHole(ctx, pad, padHoleColor);
|
|
}
|
|
}
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawHighlightsOnLayer(canvasdict, clear = true) {
|
|
if (clear) {
|
|
clearCanvas(canvasdict.highlight);
|
|
}
|
|
if (markedFootprints.size > 0 || highlightedFootprints.length > 0) {
|
|
drawFootprints(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);
|
|
drawFootprints(canvasdict.bg, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom, false);
|
|
|
|
drawEdgeCuts(canvasdict.bg, canvasdict.transform.s * canvasdict.transform.zoom);
|
|
|
|
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);
|
|
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 + (flip && settings.offsetBackRotation ? - 180 : 0)));
|
|
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, flip) {
|
|
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 + (flip && settings.offsetBackRotation ? - 180 : 0)));
|
|
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 flip = (layerdict.layer === "B");
|
|
var bbox = applyRotation(pcbdata.edges_bbox, flip);
|
|
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;
|
|
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 modulo(n, mod) {
|
|
return ((n % mod) + mod) % mod;
|
|
}
|
|
|
|
function pointWithinDistanceToArc(x, y, xc, yc, radius, startangle, endangle, d) {
|
|
var dx = x - xc;
|
|
var dy = y - yc;
|
|
var r_sq = dx * dx + dy * dy;
|
|
var rmin = Math.max(0, radius - d);
|
|
var rmax = radius + d;
|
|
|
|
if (r_sq < rmin * rmin || r_sq > rmax * rmax)
|
|
return false;
|
|
|
|
var angle1 = modulo(deg2rad(startangle), 2 * Math.PI);
|
|
var dx1 = xc + radius * Math.cos(angle1) - x;
|
|
var dy1 = yc + radius * Math.sin(angle1) - y;
|
|
if (dx1 * dx1 + dy1 * dy1 <= d * d)
|
|
return true;
|
|
|
|
var angle2 = modulo(deg2rad(endangle), 2 * Math.PI);
|
|
var dx2 = xc + radius * Math.cos(angle2) - x;
|
|
var dy2 = yc + radius * Math.sin(angle2) - y;
|
|
if (dx2 * dx2 + dy2 * dy2 <= d * d)
|
|
return true;
|
|
|
|
var angle = modulo(Math.atan2(dy, dx), 2 * Math.PI);
|
|
if (angle1 > angle2)
|
|
return (angle >= angle2 || angle <= angle1);
|
|
else
|
|
return (angle >= angle1 && angle <= angle2);
|
|
}
|
|
|
|
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 ('radius' in track) {
|
|
if (pointWithinDistanceToArc(x, y, ...track.center, track.radius, track.startangle, track.endangle, track.width / 2)) {
|
|
return track.net;
|
|
}
|
|
} else {
|
|
if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
|
|
return track.net;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
// Check pads
|
|
if (settings.renderPads) {
|
|
for (var footprint of pcbdata.footprints) {
|
|
for (var pad of footprint.pads) {
|
|
if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
|
|
return pad.net;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
return null;
|
|
}
|
|
|
|
function pointWithinFootprintBbox(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.footprints.length; i++) {
|
|
var footprint = pcbdata.footprints[i];
|
|
if (footprint.layer == layer) {
|
|
if (pointWithinFootprintBbox(x, y, footprint.bbox)) {
|
|
result.push(i);
|
|
}
|
|
}
|
|
}
|
|
return result;
|
|
}
|
|
|
|
function handlePointerDown(e, layerdict) {
|
|
if (e.button != 0 && e.button != 1) {
|
|
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;
|
|
var flip = layerdict.layer === "B";
|
|
if (flip) {
|
|
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 + (flip && settings.offsetBackRotation ? - 180 : 0));
|
|
if ("nets" in pcbdata) {
|
|
var net = netHitScan(layerdict.layer, ...v);
|
|
if (net !== highlightedNet) {
|
|
netClicked(net);
|
|
}
|
|
}
|
|
if (highlightedNet === null) {
|
|
var footprints = bboxHitScan(layerdict.layer, ...v);
|
|
if (footprints.length > 0) {
|
|
footprintsClicked(footprints);
|
|
}
|
|
}
|
|
}
|
|
|
|
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 setOffsetBackRotation(value) {
|
|
settings.offsetBackRotation = value;
|
|
writeStorage("offsetBackRotation", value);
|
|
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);
|
|
}
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/*
|
|
* Table reordering via Drag'n'Drop
|
|
* Inspired by: https://htmldom.dev/drag-and-drop-table-column
|
|
*/
|
|
|
|
function setBomHandlers() {
|
|
|
|
const bom = document.getElementById('bomtable');
|
|
|
|
let dragName;
|
|
let placeHolderElements;
|
|
let draggingElement;
|
|
let forcePopulation;
|
|
let xOffset;
|
|
let yOffset;
|
|
let wasDragged;
|
|
|
|
const mouseUpHandler = function(e) {
|
|
// Delete dragging element
|
|
draggingElement.remove();
|
|
|
|
// Make BOM selectable again
|
|
bom.style.removeProperty("userSelect");
|
|
|
|
// Remove listeners
|
|
document.removeEventListener('mousemove', mouseMoveHandler);
|
|
document.removeEventListener('mouseup', mouseUpHandler);
|
|
|
|
if (wasDragged) {
|
|
// Redraw whole BOM
|
|
populateBomTable();
|
|
}
|
|
}
|
|
|
|
const mouseMoveHandler = function(e) {
|
|
// Notice the dragging
|
|
wasDragged = true;
|
|
|
|
// Make the dragged element visible
|
|
draggingElement.style.removeProperty("display");
|
|
|
|
// Set elements position to mouse position
|
|
draggingElement.style.left = `${e.screenX - xOffset}px`;
|
|
draggingElement.style.top = `${e.screenY - yOffset}px`;
|
|
|
|
// Forced redrawing of BOM table
|
|
if (forcePopulation) {
|
|
forcePopulation = false;
|
|
// Copy array
|
|
phe = Array.from(placeHolderElements);
|
|
// populate BOM table again
|
|
populateBomHeader(dragName, phe);
|
|
populateBomBody(dragName, phe);
|
|
}
|
|
|
|
// Set up array of hidden columns
|
|
var hiddenColumns = Array.from(settings.hiddenColumns);
|
|
// In the ungrouped mode, quantity don't exist
|
|
if (settings.bommode === "ungrouped")
|
|
hiddenColumns.push("Quantity");
|
|
// If no checkbox fields can be found, we consider them hidden
|
|
if (settings.checkboxes.length == 0)
|
|
hiddenColumns.push("checkboxes");
|
|
|
|
// Get table headers and group them into checkboxes, extrafields and normal headers
|
|
const bh = document.getElementById("bomhead");
|
|
headers = Array.from(bh.querySelectorAll("th"))
|
|
headers.shift() // numCol is not part of the columnOrder
|
|
headerGroups = []
|
|
lastCompoundClass = null;
|
|
for (i = 0; i < settings.columnOrder.length; i++) {
|
|
cElem = settings.columnOrder[i];
|
|
if (hiddenColumns.includes(cElem)) {
|
|
// Hidden columns appear as a dummy element
|
|
headerGroups.push([]);
|
|
continue;
|
|
}
|
|
elem = headers.filter(e => getColumnOrderName(e) === cElem)[0];
|
|
if (elem.classList.contains("bom-checkbox")) {
|
|
if (lastCompoundClass === "bom-checkbox") {
|
|
cbGroup = headerGroups.pop();
|
|
cbGroup.push(elem);
|
|
headerGroups.push(cbGroup);
|
|
} else {
|
|
lastCompoundClass = "bom-checkbox";
|
|
headerGroups.push([elem])
|
|
}
|
|
} else {
|
|
headerGroups.push([elem])
|
|
}
|
|
}
|
|
|
|
// Copy settings.columnOrder
|
|
var columns = Array.from(settings.columnOrder)
|
|
|
|
// Set up array with indices of hidden columns
|
|
var hiddenIndices = hiddenColumns.map(e => settings.columnOrder.indexOf(e));
|
|
var dragIndex = columns.indexOf(dragName);
|
|
var swapIndex = dragIndex;
|
|
var swapDone = false;
|
|
|
|
// Check if the current dragged element is swapable with the left or right element
|
|
if (dragIndex > 0) {
|
|
// Get left headers boundingbox
|
|
swapIndex = dragIndex - 1;
|
|
while (hiddenIndices.includes(swapIndex) && swapIndex > 0)
|
|
swapIndex--;
|
|
if (!hiddenIndices.includes(swapIndex)) {
|
|
box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
|
|
if (e.clientX < box.left + window.scrollX + (box.width / 2)) {
|
|
swapElement = columns[dragIndex];
|
|
columns.splice(dragIndex, 1);
|
|
columns.splice(swapIndex, 0, swapElement);
|
|
forcePopulation = true;
|
|
swapDone = true;
|
|
}
|
|
}
|
|
}
|
|
if ((!swapDone) && dragIndex < headerGroups.length - 1) {
|
|
// Get right headers boundingbox
|
|
swapIndex = dragIndex + 1;
|
|
while (hiddenIndices.includes(swapIndex))
|
|
swapIndex++;
|
|
if (swapIndex < headerGroups.length) {
|
|
box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
|
|
if (e.clientX > box.left + window.scrollX + (box.width / 2)) {
|
|
swapElement = columns[dragIndex];
|
|
columns.splice(dragIndex, 1);
|
|
columns.splice(swapIndex, 0, swapElement);
|
|
forcePopulation = true;
|
|
swapDone = true;
|
|
}
|
|
}
|
|
}
|
|
|
|
// Write back change to storage
|
|
if (swapDone) {
|
|
settings.columnOrder = columns
|
|
writeStorage("columnOrder", JSON.stringify(columns));
|
|
}
|
|
|
|
}
|
|
|
|
const mouseDownHandler = function(e) {
|
|
var target = e.target;
|
|
if (target.tagName.toLowerCase() != "td")
|
|
target = target.parentElement;
|
|
|
|
// Used to check if a dragging has ever happened
|
|
wasDragged = false;
|
|
|
|
// Create new element which will be displayed as the dragged column
|
|
draggingElement = document.createElement("div")
|
|
draggingElement.classList.add("dragging");
|
|
draggingElement.style.display = "none";
|
|
draggingElement.style.position = "absolute";
|
|
draggingElement.style.overflow = "hidden";
|
|
|
|
// Get bomhead and bombody elements
|
|
const bh = document.getElementById("bomhead");
|
|
const bb = document.getElementById("bombody");
|
|
|
|
// Get all compound headers for the current column
|
|
var compoundHeaders;
|
|
if (target.classList.contains("bom-checkbox")) {
|
|
compoundHeaders = Array.from(bh.querySelectorAll("th.bom-checkbox"));
|
|
} else {
|
|
compoundHeaders = [target];
|
|
}
|
|
|
|
// Create new table which will display the column
|
|
var newTable = document.createElement("table");
|
|
newTable.classList.add("bom");
|
|
newTable.style.background = "white";
|
|
draggingElement.append(newTable);
|
|
|
|
// Create new header element
|
|
var newHeader = document.createElement("thead");
|
|
newTable.append(newHeader);
|
|
|
|
// Set up array for storing all placeholder elements
|
|
placeHolderElements = [];
|
|
|
|
// Add all compound headers to the new thead element and placeholders
|
|
compoundHeaders.forEach(function(h) {
|
|
clone = cloneElementWithDimensions(h);
|
|
newHeader.append(clone);
|
|
placeHolderElements.push(clone);
|
|
});
|
|
|
|
// Create new body element
|
|
var newBody = document.createElement("tbody");
|
|
newTable.append(newBody);
|
|
|
|
// Get indices for compound headers
|
|
var idxs = compoundHeaders.map(e => getBomTableHeaderIndex(e));
|
|
|
|
// For each row in the BOM body...
|
|
var rows = bb.querySelectorAll("tr");
|
|
rows.forEach(function(row) {
|
|
// ..get the cells for the compound column
|
|
const tds = row.querySelectorAll("td");
|
|
var copytds = idxs.map(i => tds[i]);
|
|
// Add them to the new element and the placeholders
|
|
var newRow = document.createElement("tr");
|
|
copytds.forEach(function(td) {
|
|
clone = cloneElementWithDimensions(td);
|
|
newRow.append(clone);
|
|
placeHolderElements.push(clone);
|
|
});
|
|
newBody.append(newRow);
|
|
});
|
|
|
|
// Compute width for compound header
|
|
var width = compoundHeaders.reduce((acc, x) => acc + x.clientWidth, 0);
|
|
draggingElement.style.width = `${width}px`;
|
|
|
|
// Insert the new dragging element and disable selection on BOM
|
|
bom.insertBefore(draggingElement, null);
|
|
bom.style.userSelect = "none";
|
|
|
|
// Determine the mouse position offset
|
|
xOffset = e.screenX - compoundHeaders.reduce((acc, x) => Math.min(acc, x.offsetLeft), compoundHeaders[0].offsetLeft);
|
|
yOffset = e.screenY - compoundHeaders[0].offsetTop;
|
|
|
|
// Get name for the column in settings.columnOrder
|
|
dragName = getColumnOrderName(target);
|
|
|
|
// Change text and class for placeholder elements
|
|
placeHolderElements = placeHolderElements.map(function(e) {
|
|
newElem = cloneElementWithDimensions(e);
|
|
newElem.textContent = "";
|
|
newElem.classList.add("placeholder");
|
|
return newElem;
|
|
});
|
|
|
|
// On next mouse move, the whole BOM needs to be redrawn to show the placeholders
|
|
forcePopulation = true;
|
|
|
|
// Add listeners for move and up on mouse
|
|
document.addEventListener('mousemove', mouseMoveHandler);
|
|
document.addEventListener('mouseup', mouseUpHandler);
|
|
}
|
|
|
|
// In netlist mode, there is nothing to reorder
|
|
if (settings.bommode === "netlist")
|
|
return;
|
|
|
|
// Add mouseDownHandler to every column except the numCol
|
|
bom.querySelectorAll("th")
|
|
.forEach(function(head) {
|
|
if (!head.classList.contains("numCol")) {
|
|
head.onmousedown = mouseDownHandler;
|
|
}
|
|
});
|
|
|
|
}
|
|
|
|
function getBoundingClientRectFromMultiple(elements) {
|
|
var elems = Array.from(elements);
|
|
|
|
if (elems.length == 0)
|
|
return null;
|
|
|
|
var box = elems.shift()
|
|
.getBoundingClientRect();
|
|
|
|
elems.forEach(function(elem) {
|
|
var elembox = elem.getBoundingClientRect();
|
|
box.left = Math.min(elembox.left, box.left);
|
|
box.top = Math.min(elembox.top, box.top);
|
|
box.width += elembox.width;
|
|
box.height = Math.max(elembox.height, box.height);
|
|
});
|
|
|
|
return box;
|
|
}
|
|
|
|
function cloneElementWithDimensions(elem) {
|
|
var newElem = elem.cloneNode(true);
|
|
newElem.style.height = window.getComputedStyle(elem).height;
|
|
newElem.style.width = window.getComputedStyle(elem).width;
|
|
return newElem;
|
|
}
|
|
|
|
function getBomTableHeaderIndex(elem) {
|
|
const bh = document.getElementById('bomhead');
|
|
const ths = Array.from(bh.querySelectorAll("th"));
|
|
return ths.indexOf(elem);
|
|
}
|
|
|
|
function getColumnOrderName(elem) {
|
|
var cname = elem.getAttribute("col_name");
|
|
if (cname === "bom-checkbox")
|
|
return "checkboxes";
|
|
else
|
|
return cname;
|
|
}
|
|
|
|
function resizableGrid(tablehead) {
|
|
var cols = tablehead.firstElementChild.children;
|
|
var rowWidth = tablehead.offsetWidth;
|
|
|
|
for (var i = 1; i < cols.length; i++) {
|
|
if (cols[i].classList.contains("bom-checkbox"))
|
|
continue;
|
|
cols[i].style.width = ((cols[i].clientWidth - paddingDiff(cols[i])) * 100 / rowWidth) + '%';
|
|
}
|
|
|
|
for (var i = 1; i < cols.length - 1; i++) {
|
|
var div = document.createElement('div');
|
|
div.className = "column-width-handle";
|
|
cols[i].appendChild(div);
|
|
setListeners(div);
|
|
}
|
|
|
|
function setListeners(div) {
|
|
var startX, curCol, nxtCol, curColWidth, nxtColWidth, rowWidth;
|
|
|
|
div.addEventListener('mousedown', function(e) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
curCol = e.target.parentElement;
|
|
nxtCol = curCol.nextElementSibling;
|
|
startX = e.pageX;
|
|
|
|
var padding = paddingDiff(curCol);
|
|
|
|
rowWidth = curCol.parentElement.offsetWidth;
|
|
curColWidth = curCol.clientWidth - padding;
|
|
nxtColWidth = nxtCol.clientWidth - padding;
|
|
});
|
|
|
|
document.addEventListener('mousemove', function(e) {
|
|
if (startX) {
|
|
var diffX = e.pageX - startX;
|
|
diffX = -Math.min(-diffX, curColWidth - 20);
|
|
diffX = Math.min(diffX, nxtColWidth - 20);
|
|
|
|
curCol.style.width = ((curColWidth + diffX) * 100 / rowWidth) + '%';
|
|
nxtCol.style.width = ((nxtColWidth - diffX) * 100 / rowWidth) + '%';
|
|
console.log(`${curColWidth + nxtColWidth} ${(curColWidth + diffX) * 100 / rowWidth + (nxtColWidth - diffX) * 100 / rowWidth}`);
|
|
}
|
|
});
|
|
|
|
document.addEventListener('mouseup', function(e) {
|
|
curCol = undefined;
|
|
nxtCol = undefined;
|
|
startX = undefined;
|
|
nxtColWidth = undefined;
|
|
curColWidth = undefined
|
|
});
|
|
}
|
|
|
|
function paddingDiff(col) {
|
|
|
|
if (getStyleVal(col, 'box-sizing') == 'border-box') {
|
|
return 0;
|
|
}
|
|
|
|
var padLeft = getStyleVal(col, 'padding-left');
|
|
var padRight = getStyleVal(col, 'padding-right');
|
|
return (parseInt(padLeft) + parseInt(padRight));
|
|
|
|
}
|
|
|
|
function getStyleVal(elm, css) {
|
|
return (window.getComputedStyle(elm, null).getPropertyValue(css))
|
|
}
|
|
}
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* 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 footprintIndexToHandler = {};
|
|
var netsToHandler = {};
|
|
var markedFootprints = new Set();
|
|
var highlightedFootprints = [];
|
|
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();
|
|
if (initDone) {
|
|
populateBomTable();
|
|
}
|
|
}
|
|
|
|
function setShowBOMColumn(field, value) {
|
|
if (field === "references") {
|
|
var rl = document.getElementById("reflookup");
|
|
rl.disabled = !value;
|
|
if (!value) {
|
|
rl.value = "";
|
|
updateRefLookup("");
|
|
}
|
|
}
|
|
|
|
var n = settings.hiddenColumns.indexOf(field);
|
|
if (value) {
|
|
if (n != -1) {
|
|
settings.hiddenColumns.splice(n, 1);
|
|
}
|
|
} else {
|
|
if (n == -1) {
|
|
settings.hiddenColumns.push(field);
|
|
}
|
|
}
|
|
|
|
writeStorage("hiddenColumns", JSON.stringify(settings.hiddenColumns));
|
|
|
|
if (initDone) {
|
|
populateBomTable();
|
|
}
|
|
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
|
|
function setFullscreen(value) {
|
|
if (value) {
|
|
document.documentElement.requestFullscreen();
|
|
} else {
|
|
document.exitFullscreen();
|
|
}
|
|
}
|
|
|
|
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.footprints.length; i++) {
|
|
if (pcbdata.footprints[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, row) {
|
|
return function () {
|
|
refsSet = getStoredCheckboxRefs(checkbox);
|
|
var markWhenChecked = settings.markWhenChecked == checkbox;
|
|
eventArgs = {
|
|
checkbox: checkbox,
|
|
refs: references,
|
|
}
|
|
if (this.checked) {
|
|
// checkbox ticked
|
|
for (var ref of references) {
|
|
refsSet.add(ref[1]);
|
|
}
|
|
if (markWhenChecked) {
|
|
row.classList.add("checked");
|
|
for (var ref of references) {
|
|
markedFootprints.add(ref[1]);
|
|
}
|
|
drawHighlights();
|
|
}
|
|
eventArgs.state = 'checked';
|
|
} else {
|
|
// checkbox unticked
|
|
for (var ref of references) {
|
|
refsSet.delete(ref[1]);
|
|
}
|
|
if (markWhenChecked) {
|
|
row.classList.remove("checked");
|
|
for (var ref of references) {
|
|
markedFootprints.delete(ref[1]);
|
|
}
|
|
drawHighlights();
|
|
}
|
|
eventArgs.state = 'unchecked';
|
|
}
|
|
settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
|
|
writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
|
|
updateCheckboxStats(checkbox);
|
|
EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
|
|
}
|
|
}
|
|
|
|
function clearHighlightedFootprints() {
|
|
if (currentHighlightedRowId) {
|
|
document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
|
|
currentHighlightedRowId = null;
|
|
highlightedFootprints = [];
|
|
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;
|
|
highlightedFootprints = refs ? refs.map(r => r[1]) : [];
|
|
highlightedNet = net;
|
|
drawHighlights();
|
|
EventHandler.emitEvent(
|
|
IBOM_EVENT_TYPES.HIGHLIGHT_EVENT, {
|
|
rowid: rowid,
|
|
refs: refs,
|
|
net: net
|
|
});
|
|
}
|
|
}
|
|
|
|
function updateNetColors() {
|
|
writeStorage("netColors", JSON.stringify(settings.netColors));
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function netColorChangeHandler(net) {
|
|
return (event) => {
|
|
settings.netColors[net] = event.target.value;
|
|
updateNetColors();
|
|
}
|
|
}
|
|
|
|
function netColorRightClick(net) {
|
|
return (event) => {
|
|
if(event.button == 2) {
|
|
event.preventDefault();
|
|
event.stopPropagation();
|
|
|
|
var style = getComputedStyle(topmostdiv);
|
|
var defaultNetColor = style.getPropertyValue('--track-color').trim();
|
|
event.target.value = defaultNetColor;
|
|
delete settings.netColors[net];
|
|
updateNetColors();
|
|
}
|
|
}
|
|
}
|
|
|
|
function entryMatches(entry) {
|
|
if (settings.bommode == "netlist") {
|
|
// entry is just a net name
|
|
return entry.toLowerCase().indexOf(filter) >= 0;
|
|
}
|
|
// check refs
|
|
if (!settings.hiddenColumns.includes("references")) {
|
|
for (var ref of entry) {
|
|
if (ref[0].toLowerCase().indexOf(filter) >= 0) {
|
|
return true;
|
|
}
|
|
}
|
|
}
|
|
// check fields
|
|
for (var i in config.fields) {
|
|
var f = config.fields[i];
|
|
if (!settings.hiddenColumns.includes(f)) {
|
|
for (var ref of entry) {
|
|
if (String(pcbdata.bom.fields[ref[1]][i]).toLowerCase().indexOf(filter) >= 0) {
|
|
return true;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
return false;
|
|
}
|
|
|
|
function findRefInEntry(entry) {
|
|
return entry.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, is_checkbox = false) {
|
|
var th = document.createElement("TH");
|
|
th.innerHTML = name;
|
|
th.classList.add(cls);
|
|
if (is_checkbox)
|
|
th.setAttribute("col_name", "bom-checkbox");
|
|
else
|
|
th.setAttribute("col_name", name);
|
|
var span = document.createElement("SPAN");
|
|
span.classList.add("sortmark");
|
|
span.classList.add("none");
|
|
th.appendChild(span);
|
|
var spacer = document.createElement("div");
|
|
spacer.className = "column-spacer";
|
|
th.appendChild(spacer);
|
|
spacer.onclick = function () {
|
|
if (currentSortColumn && th !== currentSortColumn) {
|
|
// Currently sorted by another column
|
|
currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
|
|
currentSortColumn.childNodes[1].classList.add("none");
|
|
currentSortColumn = null;
|
|
currentSortOrder = null;
|
|
}
|
|
if (currentSortColumn && th === 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 = th;
|
|
currentSortColumn.childNodes[1].classList.remove("none");
|
|
currentSortColumn.childNodes[1].classList.add("asc");
|
|
currentSortOrder = "asc";
|
|
}
|
|
populateBomBody();
|
|
}
|
|
if (is_checkbox) {
|
|
spacer.onclick = fancyDblClickHandler(
|
|
spacer, spacer.onclick, checkboxSetUnsetAllHandler(name));
|
|
}
|
|
return th;
|
|
}
|
|
|
|
function populateBomHeader(placeHolderColumn = null, placeHolderElements = null) {
|
|
while (bomhead.firstChild) {
|
|
bomhead.removeChild(bomhead.firstChild);
|
|
}
|
|
var tr = document.createElement("TR");
|
|
var th = document.createElement("TH");
|
|
th.classList.add("numCol");
|
|
|
|
var vismenu = document.createElement("div");
|
|
vismenu.id = "vismenu";
|
|
vismenu.classList.add("menu");
|
|
|
|
var visbutton = document.createElement("div");
|
|
visbutton.classList.add("visbtn");
|
|
visbutton.classList.add("hideonprint");
|
|
|
|
var viscontent = document.createElement("div");
|
|
viscontent.classList.add("menu-content");
|
|
viscontent.id = "vismenu-content";
|
|
|
|
settings.columnOrder.forEach(column => {
|
|
if (typeof column !== "string")
|
|
return;
|
|
|
|
// Skip empty columns
|
|
if (column === "checkboxes" && settings.checkboxes.length == 0)
|
|
return;
|
|
else if (column === "Quantity" && settings.bommode == "ungrouped")
|
|
return;
|
|
|
|
var label = document.createElement("label");
|
|
label.classList.add("menu-label");
|
|
|
|
var input = document.createElement("input");
|
|
input.classList.add("visibility_checkbox");
|
|
input.type = "checkbox";
|
|
input.onchange = function (e) {
|
|
setShowBOMColumn(column, e.target.checked)
|
|
};
|
|
input.checked = !(settings.hiddenColumns.includes(column));
|
|
|
|
label.appendChild(input);
|
|
if (column.length > 0)
|
|
label.append(column[0].toUpperCase() + column.slice(1));
|
|
|
|
viscontent.appendChild(label);
|
|
});
|
|
|
|
viscontent.childNodes[0].classList.add("menu-label-top");
|
|
|
|
vismenu.appendChild(visbutton);
|
|
if (settings.bommode != "netlist") {
|
|
vismenu.appendChild(viscontent);
|
|
th.appendChild(vismenu);
|
|
}
|
|
tr.appendChild(th);
|
|
|
|
var checkboxCompareClosure = function (checkbox) {
|
|
return (a, b) => {
|
|
var stateA = getCheckboxState(checkbox, a);
|
|
var stateB = getCheckboxState(checkbox, b);
|
|
if (stateA > stateB) return -1;
|
|
if (stateA < stateB) return 1;
|
|
return 0;
|
|
}
|
|
}
|
|
var stringFieldCompareClosure = function (fieldIndex) {
|
|
return (a, b) => {
|
|
var fa = pcbdata.bom.fields[a[0][1]][fieldIndex];
|
|
var fb = pcbdata.bom.fields[b[0][1]][fieldIndex];
|
|
if (fa != fb) return fa > fb ? 1 : -1;
|
|
else return 0;
|
|
}
|
|
}
|
|
var referenceRegex = /(?<prefix>[^0-9]+)(?<number>[0-9]+)/;
|
|
var compareRefs = (a, b) => {
|
|
var ra = referenceRegex.exec(a);
|
|
var rb = referenceRegex.exec(b);
|
|
if (ra === null || rb === null) {
|
|
if (a != b) return a > b ? 1 : -1;
|
|
return 0;
|
|
} else {
|
|
if (ra.groups.prefix != rb.groups.prefix) {
|
|
return ra.groups.prefix > rb.groups.prefix ? 1 : -1;
|
|
}
|
|
if (ra.groups.number != rb.groups.number) {
|
|
return parseInt(ra.groups.number) > parseInt(rb.groups.number) ? 1 : -1;
|
|
}
|
|
return 0;
|
|
}
|
|
}
|
|
if (settings.bommode == "netlist") {
|
|
tr.appendChild(createColumnHeader("Net name", "bom-netname", (a, b) => {
|
|
if (a > b) return -1;
|
|
if (a < b) return 1;
|
|
return 0;
|
|
}));
|
|
tr.appendChild(createColumnHeader("Color", "bom-color", (a, b) => {
|
|
return 0;
|
|
}));
|
|
} else {
|
|
// Filter hidden columns
|
|
var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
|
|
var valueIndex = config.fields.indexOf("Value");
|
|
var footprintIndex = config.fields.indexOf("Footprint");
|
|
columns.forEach((column) => {
|
|
if (column === placeHolderColumn) {
|
|
var n = 1;
|
|
if (column === "checkboxes")
|
|
n = settings.checkboxes.length;
|
|
for (i = 0; i < n; i++) {
|
|
td = placeHolderElements.shift();
|
|
tr.appendChild(td);
|
|
}
|
|
return;
|
|
} else if (column === "checkboxes") {
|
|
for (var checkbox of settings.checkboxes) {
|
|
th = createColumnHeader(
|
|
checkbox, "bom-checkbox", checkboxCompareClosure(checkbox), true);
|
|
tr.appendChild(th);
|
|
}
|
|
} else if (column === "References") {
|
|
tr.appendChild(createColumnHeader("References", "references", (a, b) => {
|
|
var i = 0;
|
|
while (i < a.length && i < b.length) {
|
|
if (a[i] != b[i]) return compareRefs(a[i][0], b[i][0]);
|
|
i++;
|
|
}
|
|
return a.length - b.length;
|
|
}));
|
|
} else if (column === "Value") {
|
|
tr.appendChild(createColumnHeader("Value", "value", (a, b) => {
|
|
var ra = a[0][1], rb = b[0][1];
|
|
return valueCompare(
|
|
pcbdata.bom.parsedValues[ra], pcbdata.bom.parsedValues[rb],
|
|
pcbdata.bom.fields[ra][valueIndex], pcbdata.bom.fields[rb][valueIndex]);
|
|
}));
|
|
return;
|
|
} else if (column === "Footprint") {
|
|
tr.appendChild(createColumnHeader(
|
|
"Footprint", "footprint", stringFieldCompareClosure(footprintIndex)));
|
|
} else if (column === "Quantity" && settings.bommode == "grouped") {
|
|
tr.appendChild(createColumnHeader("Quantity", "quantity", (a, b) => {
|
|
return a.length - b.length;
|
|
}));
|
|
} else {
|
|
// Other fields
|
|
var i = config.fields.indexOf(column);
|
|
if (i < 0)
|
|
return;
|
|
tr.appendChild(createColumnHeader(
|
|
column, `field${i + 1}`, stringFieldCompareClosure(i)));
|
|
}
|
|
});
|
|
}
|
|
bomhead.appendChild(tr);
|
|
}
|
|
|
|
function populateBomBody(placeholderColumn = null, placeHolderElements = null) {
|
|
const urlRegex = /^(https?:\/\/[^\s\/$.?#][^\s]*|file:\/\/([a-zA-Z]:|\/)[^\x00]+)$/;
|
|
while (bom.firstChild) {
|
|
bom.removeChild(bom.firstChild);
|
|
}
|
|
highlightHandlers = [];
|
|
footprintIndexToHandler = {};
|
|
netsToHandler = {};
|
|
currentHighlightedRowId = null;
|
|
var first = true;
|
|
var style = getComputedStyle(topmostdiv);
|
|
var defaultNetColor = style.getPropertyValue('--track-color').trim();
|
|
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) {
|
|
expandedTable.push([ref]);
|
|
}
|
|
}
|
|
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 : "<no net>");
|
|
tr.appendChild(td);
|
|
var color = settings.netColors[netname] || defaultNetColor;
|
|
td = document.createElement("TD");
|
|
var colorBox = document.createElement("INPUT");
|
|
colorBox.type = "color";
|
|
colorBox.value = color;
|
|
colorBox.onchange = netColorChangeHandler(netname);
|
|
colorBox.onmouseup = netColorRightClick(netname);
|
|
colorBox.oncontextmenu = (e) => e.preventDefault();
|
|
td.appendChild(colorBox);
|
|
td.classList.add("color-column");
|
|
tr.appendChild(td);
|
|
} else {
|
|
if (reflookup) {
|
|
references = findRefInEntry(bomentry);
|
|
if (references.length == 0) {
|
|
continue;
|
|
}
|
|
} else {
|
|
references = bomentry;
|
|
}
|
|
// Filter hidden columns
|
|
var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
|
|
columns.forEach((column) => {
|
|
if (column === placeholderColumn) {
|
|
var n = 1;
|
|
if (column === "checkboxes")
|
|
n = settings.checkboxes.length;
|
|
for (i = 0; i < n; i++) {
|
|
td = placeHolderElements.shift();
|
|
tr.appendChild(td);
|
|
}
|
|
return;
|
|
} else if (column === "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, tr);
|
|
setBomCheckboxState(checkbox, input, references);
|
|
if (input.checked && settings.markWhenChecked == checkbox) {
|
|
tr.classList.add("checked");
|
|
}
|
|
td.appendChild(input);
|
|
tr.appendChild(td);
|
|
}
|
|
}
|
|
} else if (column === "References") {
|
|
td = document.createElement("TD");
|
|
td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
|
|
tr.appendChild(td);
|
|
} else if (column === "Quantity" && settings.bommode == "grouped") {
|
|
// Quantity
|
|
td = document.createElement("TD");
|
|
td.textContent = references.length;
|
|
tr.appendChild(td);
|
|
} else {
|
|
// All the other fields
|
|
var field_index = config.fields.indexOf(column)
|
|
if (field_index < 0)
|
|
return;
|
|
var valueSet = new Set();
|
|
references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index]));
|
|
td = document.createElement("TD");
|
|
var output = new Array();
|
|
for (let item of valueSet) {
|
|
const visible = highlightFilter(String(item));
|
|
if (typeof item === 'string' && item.match(urlRegex)) {
|
|
output.push(`<a href="${item}" target="_blank">${visible}</a>`);
|
|
} else {
|
|
output.push(visible);
|
|
}
|
|
}
|
|
td.innerHTML = output.join(", ");
|
|
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])) {
|
|
footprintIndexToHandler[refIndex] = handler;
|
|
}
|
|
}
|
|
if (netname !== null) {
|
|
netsToHandler[netname] = handler;
|
|
}
|
|
if ((filter || reflookup) && first) {
|
|
handler();
|
|
first = false;
|
|
}
|
|
}
|
|
EventHandler.emitEvent(
|
|
IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, {
|
|
filter: filter,
|
|
reflookup: reflookup,
|
|
checkboxes: settings.checkboxes,
|
|
bommode: settings.bommode,
|
|
});
|
|
}
|
|
|
|
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();
|
|
setBomHandlers();
|
|
resizableGrid(bomhead);
|
|
}
|
|
|
|
function footprintsClicked(footprintIndexes) {
|
|
var lastClickedIndex = footprintIndexes.indexOf(lastClicked);
|
|
for (var i = 1; i <= footprintIndexes.length; i++) {
|
|
var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length];
|
|
if (refIndex in footprintIndexToHandler) {
|
|
lastClicked = refIndex;
|
|
footprintIndexToHandler[refIndex]();
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
|
|
function netClicked(net) {
|
|
if (net in netsToHandler) {
|
|
netsToHandler[net]();
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
} else {
|
|
clearHighlightedFootprints();
|
|
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.footprints.length; i++) {
|
|
if (pcbdata.bom.skipped.includes(i)) continue;
|
|
var mod = pcbdata.footprints[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 " +
|
|
/^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");
|
|
var chkbxs = document.getElementsByClassName("visibility_checkbox");
|
|
|
|
switch (mode) {
|
|
case 'grouped':
|
|
document.getElementById("bom-grouped-btn").classList.add("depressed");
|
|
for (var i = 0; i < chkbxs.length; i++) {
|
|
chkbxs[i].disabled = false;
|
|
}
|
|
break;
|
|
case 'ungrouped':
|
|
document.getElementById("bom-ungrouped-btn").classList.add("depressed");
|
|
for (var i = 0; i < chkbxs.length; i++) {
|
|
chkbxs[i].disabled = false;
|
|
}
|
|
break;
|
|
case 'netlist':
|
|
document.getElementById("bom-netlist-btn").classList.add("depressed");
|
|
for (var i = 0; i < chkbxs.length; i++) {
|
|
chkbxs[i].disabled = true;
|
|
}
|
|
}
|
|
|
|
writeStorage("bommode", mode);
|
|
if (mode != settings.bommode) {
|
|
settings.bommode = mode;
|
|
bomSortFunction = null;
|
|
currentSortColumn = null;
|
|
currentSortOrder = null;
|
|
clearHighlightedFootprints();
|
|
}
|
|
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(",").map((e) => e.trim()).filter((e) => e);
|
|
prepCheckboxes();
|
|
populateMarkWhenCheckedOptions();
|
|
setMarkWhenChecked(settings.markWhenChecked);
|
|
}
|
|
|
|
function setMarkWhenChecked(value) {
|
|
writeStorage("markWhenChecked", value);
|
|
settings.markWhenChecked = value;
|
|
markedFootprints.clear();
|
|
for (var ref of (value ? getStoredCheckboxRefs(value) : [])) {
|
|
markedFootprints.add(ref);
|
|
}
|
|
populateBomTable();
|
|
drawHighlights();
|
|
}
|
|
|
|
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 populateMarkWhenCheckedOptions() {
|
|
var container = document.getElementById("markWhenCheckedContainer");
|
|
|
|
if (settings.checkboxes.length == 0) {
|
|
container.parentElement.style.display = "none";
|
|
return;
|
|
}
|
|
|
|
container.innerHTML = '';
|
|
container.parentElement.style.display = "inline-block";
|
|
|
|
function createOption(name, displayName) {
|
|
var id = "markWhenChecked-" + name;
|
|
|
|
var div = document.createElement("div");
|
|
div.classList.add("radio-container");
|
|
|
|
var input = document.createElement("input");
|
|
input.type = "radio";
|
|
input.name = "markWhenChecked";
|
|
input.value = name;
|
|
input.id = id;
|
|
input.onchange = () => setMarkWhenChecked(name);
|
|
div.appendChild(input);
|
|
|
|
// Preserve the selected element when the checkboxes change
|
|
if (name == settings.markWhenChecked) {
|
|
input.checked = true;
|
|
}
|
|
|
|
var label = document.createElement("label");
|
|
label.innerHTML = displayName;
|
|
label.htmlFor = id;
|
|
div.appendChild(label);
|
|
|
|
container.appendChild(div);
|
|
}
|
|
createOption("", "None");
|
|
for (var checkbox of settings.checkboxes) {
|
|
createOption(checkbox, checkbox);
|
|
}
|
|
}
|
|
|
|
function updateCheckboxStats(checkbox) {
|
|
var checked = getStoredCheckboxRefs(checkbox).size;
|
|
var total = pcbdata.footprints.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) + "%)";
|
|
}
|
|
|
|
function constrain(number, min, max){
|
|
return Math.min(Math.max(parseInt(number), min), max);
|
|
}
|
|
|
|
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;
|
|
case "ArrowLeft":
|
|
case "ArrowRight":
|
|
if (document.activeElement.type != "text"){
|
|
e.preventDefault();
|
|
let boardRotationElement = document.getElementById("boardRotation")
|
|
settings.boardRotation = parseInt(boardRotationElement.value); // degrees / 5
|
|
if (e.key == "ArrowLeft"){
|
|
settings.boardRotation += 3; // 15 degrees
|
|
}
|
|
else{
|
|
settings.boardRotation -= 3;
|
|
}
|
|
settings.boardRotation = constrain(settings.boardRotation, boardRotationElement.min, boardRotationElement.max);
|
|
boardRotationElement.value = settings.boardRotation
|
|
setBoardRotation(settings.boardRotation);
|
|
}
|
|
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));
|
|
e.preventDefault();
|
|
}
|
|
}
|
|
}
|
|
|
|
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;
|
|
setBomCheckboxes(document.getElementById("bomCheckboxes").value);
|
|
// Triggers render
|
|
changeBomLayout(settings.bomlayout);
|
|
|
|
// Users may leave fullscreen without touching the checkbox. Uncheck.
|
|
document.addEventListener('fullscreenchange', () => {
|
|
if (!document.fullscreenElement)
|
|
document.getElementById('fullscreenCheckbox').checked = false;
|
|
});
|
|
}
|
|
|
|
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" style="width: calc(50% - 18px)">
|
|
<input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
|
|
Dark mode
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
|
|
Full Screen
|
|
</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" style="width: calc(50% - 18px)">
|
|
<input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
|
|
Pads
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
|
|
DNP outlined
|
|
</label>
|
|
<label class="menu-label">
|
|
<input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
|
|
Continuous redraw on drag
|
|
</label>
|
|
<label class="menu-label">
|
|
Highlight first pin
|
|
<form id="highlightpin1">
|
|
<div class="flexbox">
|
|
<label>
|
|
<input type="radio" name="highlightpin1" value="none" onchange="setHighlightPin1('none')">
|
|
None
|
|
</label>
|
|
<label>
|
|
<input type="radio" name="highlightpin1" value="all" onchange="setHighlightPin1('all')">
|
|
All
|
|
</label>
|
|
<label>
|
|
<input type="radio" name="highlightpin1" value="selected" onchange="setHighlightPin1('selected')">
|
|
Selected
|
|
</label>
|
|
</div>
|
|
</form>
|
|
</label>
|
|
<label class="menu-label">
|
|
<span>Board rotation</span>
|
|
<span style="float: right"><span id="rotationDegree">0</span>°</span>
|
|
<input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
|
|
</label>
|
|
<label class="menu-label">
|
|
<input id="offsetBackRotationCheckbox" type="checkbox" onchange="setOffsetBackRotation(this.checked)">
|
|
Offset back rotation
|
|
</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">
|
|
<div style="margin-left: 5px">Mark when checked</div>
|
|
<div id="markWhenCheckedContainer"></div>
|
|
</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>
|
|
<a target="blank" title="Mouse and keyboard help" href="https://github.com/openscopeproject/InteractiveHtmlBom/wiki/Usage#bom-page-mouse-actions" style="text-decoration: none;"><label class="help-link">?</label></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>
|
|
<button class="savebtn" onclick="resetSettings()">Reset</button>
|
|
</div>
|
|
</div>
|
|
<div class="menu-label">
|
|
<span style="margin-left: 5px;">Save bom table as</span>
|
|
<div class="flexbox">
|
|
<button class="savebtn" onclick="saveBomTable('csv')">csv</button>
|
|
<button class="savebtn" onclick="saveBomTable('txt')">txt</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="saveBomTable('clipboard')"></button>
|
|
</div>
|
|
</div>
|
|
<div id="dbg"></div>
|
|
<table class="bom" id="bomtable">
|
|
<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>
|