4415 lines
987 KiB
HTML
4415 lines
987 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;
|
|
}
|
|
|
|
|
|
</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>
|
|
// This work is free. You can redistribute it and/or modify it
|
|
// under the terms of the WTFPL, Version 2
|
|
// For more information see LICENSE.txt or http://www.wtfpl.net/
|
|
//
|
|
// For more information, the home page:
|
|
// http://pieroxy.net/blog/pages/lz-string/testing.html
|
|
//
|
|
// LZ-based compression algorithm, version 1.4.4
|
|
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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|
|
|
///////////////////////////////////////////////
|
|
/*!
|
|
* PEP v0.4.3 | https://github.com/jquery/PEP
|
|
* Copyright jQuery Foundation and other contributors | http://jquery.org/license
|
|
*/
|
|
!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);
|
|
for(var d,e=2;e<m.length;e++)d=m[e],c[d]=b[d]||n[e];c.buttons=b.buttons||0;
|
|
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}})}
|
|
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++)
|
|
b.register.call(b,a)},unregister:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
|
|
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){
|
|
for(var b=a;b.parentNode;)b=b.parentNode;
|
|
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);
|
|
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){
|
|
//
|
|
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){}
|
|
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:[],
|
|
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++){
|
|
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);
|
|
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];
|
|
c.buttons=b?b.buttons&~d:0,a.buttons=c.buttons}H.set(this.POINTER_ID,a),
|
|
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),
|
|
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),
|
|
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);
|
|
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){
|
|
(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,
|
|
d.target=e,b.target?(u.leaveOut(d),u.enterOver(b)):(
|
|
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)},
|
|
dedupSynthMouse:function(a){var b=N.lastTouches,c=a.changedTouches[0];
|
|
if(this.isPrimaryTouch(c)){
|
|
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": false, "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "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") {
|
|
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 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.getElementById("highlightpin1Checkbox").checked = settings.highlightpin1;
|
|
showFootprints(settings.show_footprints);
|
|
writeStorage("boardRotation", settings.boardRotation);
|
|
document.getElementById("boardRotation").value = settings.boardRotation / 5;
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
initDone = true;
|
|
prepCheckboxes();
|
|
changeBomLayout(settings.bomlayout);
|
|
}
|
|
|
|
function saveFile(filename, blob) {
|
|
var link = document.createElement("a");
|
|
var objurl = URL.createObjectURL(blob);
|
|
link.download = filename;
|
|
link.href = objurl;
|
|
link.click();
|
|
}
|
|
|
|
function dataURLtoBlob(dataurl) {
|
|
var arr = dataurl.split(','),
|
|
mime = arr[0].match(/:(.*?);/)[1],
|
|
bstr = atob(arr[1]),
|
|
n = bstr.length,
|
|
u8arr = new Uint8Array(n);
|
|
while (n--) {
|
|
u8arr[n] = bstr.charCodeAt(n);
|
|
}
|
|
return new Blob([u8arr], {
|
|
type: mime
|
|
});
|
|
}
|
|
|
|
var settings = {
|
|
canvaslayout: "default",
|
|
bomlayout: "default",
|
|
bommode: "grouped",
|
|
checkboxes: [],
|
|
checkboxStoredRefs: {},
|
|
darkMode: false,
|
|
highlightpin1: false,
|
|
redrawOnDrag: true,
|
|
boardRotation: 0,
|
|
renderPads: true,
|
|
renderReferences: true,
|
|
renderValues: true,
|
|
renderSilkscreen: true,
|
|
renderFabrication: true,
|
|
renderDnpOutline: false,
|
|
renderTracks: true,
|
|
renderZones: true,
|
|
columnOrder: [],
|
|
hiddenColumns: [],
|
|
}
|
|
|
|
function initDefaults() {
|
|
settings.bomlayout = readStorage("bomlayout");
|
|
if (settings.bomlayout === null) {
|
|
settings.bomlayout = config.bom_view;
|
|
}
|
|
if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
|
|
settings.bomlayout = config.bom_view;
|
|
}
|
|
settings.bommode = readStorage("bommode");
|
|
if (settings.bommode === null) {
|
|
settings.bommode = "grouped";
|
|
}
|
|
if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
|
|
settings.bommode = "grouped";
|
|
}
|
|
settings.canvaslayout = readStorage("canvaslayout");
|
|
if (settings.canvaslayout === null) {
|
|
settings.canvaslayout = config.layer_view;
|
|
}
|
|
var bomCheckboxes = readStorage("bomCheckboxes");
|
|
if (bomCheckboxes === null) {
|
|
bomCheckboxes = config.checkboxes;
|
|
}
|
|
settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
|
|
document.getElementById("bomCheckboxes").value = bomCheckboxes;
|
|
|
|
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);
|
|
initBooleanSetting("highlightpin1", config.highlight_pin1, "highlightpin1Checkbox", setHighlightPin1);
|
|
|
|
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;
|
|
}
|
|
|
|
// 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 (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.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);
|
|
}
|
|
}
|
|
// 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) {
|
|
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, color, highlight) {
|
|
ctx = canvas.getContext("2d");
|
|
ctx.strokeStyle = color;
|
|
ctx.lineCap = "round";
|
|
for (var track of pcbdata.tracks[layer]) {
|
|
if (highlight && highlightedNet != track.net) continue;
|
|
ctx.lineWidth = track.width;
|
|
ctx.beginPath();
|
|
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, color, highlight) {
|
|
ctx = canvas.getContext("2d");
|
|
ctx.strokeStyle = color;
|
|
ctx.fillStyle = color;
|
|
ctx.lineJoin = "round";
|
|
for (var zone of pcbdata.zones[layer]) {
|
|
if (!zone.path2d) {
|
|
zone.path2d = getPolygonsPath(zone);
|
|
}
|
|
if (highlight && highlightedNet != zone.net) continue;
|
|
ctx.fill(zone.path2d);
|
|
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));
|
|
ctx.scale(transform.s, transform.s);
|
|
}
|
|
|
|
function prepareLayer(canvasdict) {
|
|
var flip = (canvasdict.layer == "B");
|
|
for (var c of ["bg", "fab", "silk", "highlight"]) {
|
|
prepareCanvas(canvasdict[c], flip, canvasdict.transform);
|
|
}
|
|
}
|
|
|
|
function rotateVector(v, angle) {
|
|
angle = deg2rad(angle);
|
|
return [
|
|
v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
|
|
v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
|
|
];
|
|
}
|
|
|
|
function applyRotation(bbox) {
|
|
var corners = [
|
|
[bbox.minx, bbox.miny],
|
|
[bbox.minx, bbox.maxy],
|
|
[bbox.maxx, bbox.miny],
|
|
[bbox.maxx, bbox.maxy],
|
|
];
|
|
corners = corners.map((v) => rotateVector(v, settings.boardRotation));
|
|
return {
|
|
minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
|
|
miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
|
|
maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
|
|
maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
|
|
}
|
|
}
|
|
|
|
function recalcLayerScale(layerdict, width, height) {
|
|
var bbox = applyRotation(pcbdata.edges_bbox);
|
|
var scalefactor = 0.98 * Math.min(
|
|
width / (bbox.maxx - bbox.minx),
|
|
height / (bbox.maxy - bbox.miny)
|
|
);
|
|
if (scalefactor < 0.1) {
|
|
scalefactor = 1;
|
|
}
|
|
layerdict.transform.s = scalefactor;
|
|
var flip = (layerdict.layer == "B");
|
|
if (flip) {
|
|
layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
|
|
} else {
|
|
layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
|
|
}
|
|
layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
|
|
for (var c of ["bg", "fab", "silk", "highlight"]) {
|
|
canvas = layerdict[c];
|
|
canvas.width = width;
|
|
canvas.height = height;
|
|
canvas.style.width = (width / devicePixelRatio) + "px";
|
|
canvas.style.height = (height / devicePixelRatio) + "px";
|
|
}
|
|
}
|
|
|
|
function redrawCanvas(layerdict) {
|
|
prepareLayer(layerdict);
|
|
drawBackground(layerdict);
|
|
drawHighlightsOnLayer(layerdict);
|
|
}
|
|
|
|
function resizeCanvas(layerdict) {
|
|
var canvasdivid = {
|
|
"F": "frontcanvas",
|
|
"B": "backcanvas"
|
|
} [layerdict.layer];
|
|
var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
|
|
var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
|
|
recalcLayerScale(layerdict, width, height);
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
function resizeAll() {
|
|
resizeCanvas(allcanvas.front);
|
|
resizeCanvas(allcanvas.back);
|
|
}
|
|
|
|
function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
|
|
var A = x - x1;
|
|
var B = y - y1;
|
|
var C = x2 - x1;
|
|
var D = y2 - y1;
|
|
|
|
var dot = A * C + B * D;
|
|
var len_sq = C * C + D * D;
|
|
var dx, dy;
|
|
if (len_sq == 0) {
|
|
// start and end of the segment coincide
|
|
dx = x - x1;
|
|
dy = y - y1;
|
|
} else {
|
|
var param = dot / len_sq;
|
|
var xx, yy;
|
|
if (param < 0) {
|
|
xx = x1;
|
|
yy = y1;
|
|
} else if (param > 1) {
|
|
xx = x2;
|
|
yy = y2;
|
|
} else {
|
|
xx = x1 + param * C;
|
|
yy = y1 + param * D;
|
|
}
|
|
dx = x - xx;
|
|
dy = y - yy;
|
|
}
|
|
return dx * dx + dy * dy <= d * d;
|
|
}
|
|
|
|
function 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;
|
|
if (layerdict.layer == "B") {
|
|
x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
|
|
} else {
|
|
x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
|
|
}
|
|
y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
|
|
var v = rotateVector([x, y], -settings.boardRotation);
|
|
if ("nets" in pcbdata) {
|
|
var net = netHitScan(layerdict.layer, ...v);
|
|
if (net !== highlightedNet) {
|
|
netClicked(net);
|
|
}
|
|
}
|
|
if (highlightedNet === null) {
|
|
var 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 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();
|
|
}
|
|
|
|
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 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 (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") {
|
|
th = createColumnHeader("Net name", "bom-netname", (a, b) => {
|
|
if (a > b) return -1;
|
|
if (a < b) return 1;
|
|
return 0;
|
|
});
|
|
tr.appendChild(th);
|
|
} 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) {
|
|
while (bom.firstChild) {
|
|
bom.removeChild(bom.firstChild);
|
|
}
|
|
highlightHandlers = [];
|
|
footprintIndexToHandler = {};
|
|
netsToHandler = {};
|
|
currentHighlightedRowId = null;
|
|
var first = true;
|
|
if (settings.bommode == "netlist") {
|
|
bomtable = pcbdata.nets.slice();
|
|
} else {
|
|
switch (settings.canvaslayout) {
|
|
case 'F':
|
|
bomtable = pcbdata.bom.F.slice();
|
|
break;
|
|
case 'FB':
|
|
bomtable = pcbdata.bom.both.slice();
|
|
break;
|
|
case 'B':
|
|
bomtable = pcbdata.bom.B.slice();
|
|
break;
|
|
}
|
|
if (settings.bommode == "ungrouped") {
|
|
// expand bom table
|
|
expandedTable = []
|
|
for (var bomentry of bomtable) {
|
|
for (var ref of bomentry) {
|
|
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);
|
|
} 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");
|
|
td.innerHTML = highlightFilter(Array.from(valueSet).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="highlightpin1Checkbox" type="checkbox" onchange="setHighlightPin1(this.checked)">
|
|
Highlight first pin
|
|
</label>
|
|
<label class="menu-label">
|
|
<input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
|
|
Continuous redraw on drag
|
|
</label>
|
|
<label class="menu-label">
|
|
<span>Board rotation</span>
|
|
<span style="float: right"><span id="rotationDegree">0</span>°</span>
|
|
<input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
|
|
</label>
|
|
<label class="menu-label">
|
|
<div style="margin-left: 5px">Bom checkboxes</div>
|
|
<input id="bomCheckboxes" class="menu-textbox" type=text
|
|
oninput="setBomCheckboxes(this.value)">
|
|
</label>
|
|
<label class="menu-label">
|
|
<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>
|
|
</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>
|