4670 lines
805 KiB
HTML
4670 lines
805 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: 0.4rem 0.4rem 0.4rem 0;
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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: 3px;
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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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|
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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: 0.4rem 0.4rem 0.4rem 0;
|
|
}
|
|
|
|
.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 {
|
|
display: flex;
|
|
flex-direction: column;
|
|
width: 100%;
|
|
background-color: white;
|
|
transition: background-color 0.3s;
|
|
}
|
|
|
|
#top {
|
|
display: flex;
|
|
flex-wrap: wrap;
|
|
justify-content: flex-end;
|
|
align-items: center;
|
|
}
|
|
|
|
#topdivider {
|
|
border-bottom: 2px solid black;
|
|
display: flex;
|
|
justify-content: center;
|
|
align-items: center;
|
|
}
|
|
|
|
.dark #topdivider {
|
|
border-bottom: 2px solid #ccc;
|
|
}
|
|
|
|
#topdivider>div {
|
|
position: relative;
|
|
}
|
|
|
|
#toptoggle {
|
|
cursor: pointer;
|
|
user-select: none;
|
|
position: absolute;
|
|
padding: 0.1rem 0.3rem;
|
|
top: -0.4rem;
|
|
left: -1rem;
|
|
font-size: 1.4rem;
|
|
line-height: 60%;
|
|
border: 1px solid black;
|
|
border-radius: 1rem;
|
|
background-color: #fff;
|
|
z-index: 100;
|
|
}
|
|
|
|
.flipped {
|
|
transform: rotate(0.5turn);
|
|
}
|
|
|
|
.dark #toptoggle {
|
|
border: 1px solid #fff;
|
|
background-color: #222;
|
|
}
|
|
|
|
#fileinfodiv {
|
|
flex: 20rem 1 0;
|
|
overflow: auto;
|
|
}
|
|
|
|
#bomcontrols {
|
|
display: flex;
|
|
flex-direction: row-reverse;
|
|
}
|
|
|
|
#bomcontrols>* {
|
|
flex-shrink: 0;
|
|
}
|
|
|
|
#dbg {
|
|
display: block;
|
|
}
|
|
|
|
::-webkit-scrollbar {
|
|
width: 8px;
|
|
}
|
|
|
|
::-webkit-scrollbar-track {
|
|
background: #aaa;
|
|
}
|
|
|
|
::-webkit-scrollbar-thumb {
|
|
background: #666;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
::-webkit-scrollbar-thumb:hover {
|
|
background: #555;
|
|
}
|
|
|
|
.slider {
|
|
-webkit-appearance: none;
|
|
width: 100%;
|
|
margin: 3px 0;
|
|
padding: 0;
|
|
outline: none;
|
|
opacity: 0.7;
|
|
-webkit-transition: .2s;
|
|
transition: opacity .2s;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider:hover {
|
|
opacity: 1;
|
|
}
|
|
|
|
.slider:focus {
|
|
outline: none;
|
|
}
|
|
|
|
.slider::-webkit-slider-runnable-track {
|
|
-webkit-appearance: none;
|
|
width: 100%;
|
|
height: 8px;
|
|
background: #d3d3d3;
|
|
border-radius: 3px;
|
|
border: none;
|
|
}
|
|
|
|
.slider::-webkit-slider-thumb {
|
|
-webkit-appearance: none;
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
margin-top: -4px;
|
|
}
|
|
|
|
.dark .slider::-webkit-slider-thumb {
|
|
background: #3d3;
|
|
}
|
|
|
|
.slider::-moz-range-thumb {
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
}
|
|
|
|
.slider::-moz-range-track {
|
|
height: 8px;
|
|
background: #d3d3d3;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.dark .slider::-moz-range-thumb {
|
|
background: #3d3;
|
|
}
|
|
|
|
.slider::-ms-track {
|
|
width: 100%;
|
|
height: 8px;
|
|
border-width: 3px 0;
|
|
background: transparent;
|
|
border-color: transparent;
|
|
color: transparent;
|
|
transition: opacity .2s;
|
|
}
|
|
|
|
.slider::-ms-fill-lower {
|
|
background: #d3d3d3;
|
|
border: none;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider::-ms-fill-upper {
|
|
background: #d3d3d3;
|
|
border: none;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider::-ms-thumb {
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
margin: 0;
|
|
}
|
|
|
|
.shameless-plug {
|
|
font-size: 0.8em;
|
|
text-align: center;
|
|
display: block;
|
|
}
|
|
|
|
a {
|
|
color: #0278a4;
|
|
}
|
|
|
|
.dark a {
|
|
color: #00b9fd;
|
|
}
|
|
|
|
#frontcanvas,
|
|
#backcanvas {
|
|
touch-action: none;
|
|
}
|
|
|
|
.placeholder {
|
|
border: 1px dashed #9f9fda !important;
|
|
background-color: #edf2f7 !important;
|
|
}
|
|
|
|
.dragging {
|
|
z-index: 999;
|
|
}
|
|
|
|
.dark .dragging>table>tbody>tr {
|
|
background-color: #252c30;
|
|
}
|
|
|
|
.dark .placeholder {
|
|
filter: invert(1);
|
|
}
|
|
|
|
.column-spacer {
|
|
top: 0;
|
|
left: 0;
|
|
width: calc(100% - 4px);
|
|
position: absolute;
|
|
cursor: pointer;
|
|
user-select: none;
|
|
height: 100%;
|
|
}
|
|
|
|
.column-width-handle {
|
|
top: 0;
|
|
right: 0;
|
|
width: 4px;
|
|
position: absolute;
|
|
cursor: col-resize;
|
|
user-select: none;
|
|
height: 100%;
|
|
}
|
|
|
|
.column-width-handle:hover {
|
|
background-color: #4f99bd;
|
|
}
|
|
|
|
.help-link {
|
|
border: 1px solid #0278a4;
|
|
padding-inline: 0.3rem;
|
|
border-radius: 3px;
|
|
cursor: pointer;
|
|
}
|
|
|
|
.dark .help-link {
|
|
border: 1px solid #00b9fd;
|
|
}
|
|
|
|
.bom-color {
|
|
width: 20%;
|
|
}
|
|
|
|
.color-column input {
|
|
width: 1.6rem;
|
|
height: 1rem;
|
|
border: 1px solid black;
|
|
cursor: pointer;
|
|
padding: 0;
|
|
}
|
|
|
|
/* removes default styling from input color element */
|
|
::-webkit-color-swatch {
|
|
border: none;
|
|
}
|
|
|
|
::-webkit-color-swatch-wrapper {
|
|
padding: 0;
|
|
}
|
|
|
|
::-moz-color-swatch,
|
|
::-moz-focus-inner {
|
|
border: none;
|
|
}
|
|
|
|
::-moz-focus-inner {
|
|
padding: 0;
|
|
}
|
|
/* #bomhead {
|
|
position: sticky;
|
|
top: 0px;
|
|
z-index: 1;
|
|
} */
|
|
</style>
|
|
<script type="text/javascript" >
|
|
///////////////////////////////////////////////
|
|
/*
|
|
Split.js - v1.3.5
|
|
MIT License
|
|
https://github.com/nathancahill/Split.js
|
|
*/
|
|
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
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// 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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///////////////////////////////////////////////
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/*!
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|
* PEP v0.4.3 | https://github.com/jquery/PEP
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|
* Copyright jQuery Foundation and other contributors | http://jquery.org/license
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|
*/
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|
!function(a,b){"object"==typeof exports&&"undefined"!=typeof module?module.exports=b():"function"==typeof define&&define.amd?define(b):a.PointerEventsPolyfill=b()}(this,function(){"use strict";function a(a,b){b=b||Object.create(null);var c=document.createEvent("Event");c.initEvent(a,b.bubbles||!1,b.cancelable||!1);
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for(var d,e=2;e<m.length;e++)d=m[e],c[d]=b[d]||n[e];c.buttons=b.buttons||0;
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var f=0;return f=b.pressure&&c.buttons?b.pressure:c.buttons?.5:0,c.x=c.clientX,c.y=c.clientY,c.pointerId=b.pointerId||0,c.width=b.width||0,c.height=b.height||0,c.pressure=f,c.tiltX=b.tiltX||0,c.tiltY=b.tiltY||0,c.twist=b.twist||0,c.tangentialPressure=b.tangentialPressure||0,c.pointerType=b.pointerType||"",c.hwTimestamp=b.hwTimestamp||0,c.isPrimary=b.isPrimary||!1,c}function b(){this.array=[],this.size=0}function c(a,b,c,d){this.addCallback=a.bind(d),this.removeCallback=b.bind(d),this.changedCallback=c.bind(d),A&&(this.observer=new A(this.mutationWatcher.bind(this)))}function d(a){return"body /shadow-deep/ "+e(a)}function e(a){return'[touch-action="'+a+'"]'}function f(a){return"{ -ms-touch-action: "+a+"; touch-action: "+a+"; }"}function g(){if(F){D.forEach(function(a){String(a)===a?(E+=e(a)+f(a)+"\n",G&&(E+=d(a)+f(a)+"\n")):(E+=a.selectors.map(e)+f(a.rule)+"\n",G&&(E+=a.selectors.map(d)+f(a.rule)+"\n"))});var a=document.createElement("style");a.textContent=E,document.head.appendChild(a)}}function h(){if(!window.PointerEvent){if(window.PointerEvent=a,window.navigator.msPointerEnabled){var b=window.navigator.msMaxTouchPoints;Object.defineProperty(window.navigator,"maxTouchPoints",{value:b,enumerable:!0}),u.registerSource("ms",_)}else Object.defineProperty(window.navigator,"maxTouchPoints",{value:0,enumerable:!0}),u.registerSource("mouse",N),void 0!==window.ontouchstart&&u.registerSource("touch",V);u.register(document)}}function i(a){if(!u.pointermap.has(a)){var b=new Error("InvalidPointerId");throw b.name="InvalidPointerId",b}}function j(a){for(var b=a.parentNode;b&&b!==a.ownerDocument;)b=b.parentNode;if(!b){var c=new Error("InvalidStateError");throw c.name="InvalidStateError",c}}function k(a){var b=u.pointermap.get(a);return 0!==b.buttons}function l(){window.Element&&!Element.prototype.setPointerCapture&&Object.defineProperties(Element.prototype,{setPointerCapture:{value:W},releasePointerCapture:{value:X},hasPointerCapture:{value:Y}})}
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var m=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","pageX","pageY"],n=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0],o=window.Map&&window.Map.prototype.forEach,p=o?Map:b;b.prototype={set:function(a,b){return void 0===b?this["delete"](a):(this.has(a)||this.size++,void(this.array[a]=b))},has:function(a){return void 0!==this.array[a]},"delete":function(a){this.has(a)&&(delete this.array[a],this.size--)},get:function(a){return this.array[a]},clear:function(){this.array.length=0,this.size=0},forEach:function(a,b){return this.array.forEach(function(c,d){a.call(b,c,d,this)},this)}};var q=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","buttons","pointerId","width","height","pressure","tiltX","tiltY","pointerType","hwTimestamp","isPrimary","type","target","currentTarget","which","pageX","pageY","timeStamp"],r=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0,0,0,0,0,0,"",0,!1,"",null,null,0,0,0,0],s={pointerover:1,pointerout:1,pointerenter:1,pointerleave:1},t="undefined"!=typeof SVGElementInstance,u={pointermap:new p,eventMap:Object.create(null),captureInfo:Object.create(null),eventSources:Object.create(null),eventSourceList:[],registerSource:function(a,b){var c=b,d=c.events;d&&(d.forEach(function(a){c[a]&&(this.eventMap[a]=c[a].bind(c))},this),this.eventSources[a]=c,this.eventSourceList.push(c))},register:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
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b.register.call(b,a)},unregister:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
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b.unregister.call(b,a)},contains:function(a,b){try{return a.contains(b)}catch(c){return!1}},down:function(a){a.bubbles=!0,this.fireEvent("pointerdown",a)},move:function(a){a.bubbles=!0,this.fireEvent("pointermove",a)},up:function(a){a.bubbles=!0,this.fireEvent("pointerup",a)},enter:function(a){a.bubbles=!1,this.fireEvent("pointerenter",a)},leave:function(a){a.bubbles=!1,this.fireEvent("pointerleave",a)},over:function(a){a.bubbles=!0,this.fireEvent("pointerover",a)},out:function(a){a.bubbles=!0,this.fireEvent("pointerout",a)},cancel:function(a){a.bubbles=!0,this.fireEvent("pointercancel",a)},leaveOut:function(a){this.out(a),this.propagate(a,this.leave,!1)},enterOver:function(a){this.over(a),this.propagate(a,this.enter,!0)},eventHandler:function(a){if(!a._handledByPE){var b=a.type,c=this.eventMap&&this.eventMap[b];c&&c(a),a._handledByPE=!0}},listen:function(a,b){b.forEach(function(b){this.addEvent(a,b)},this)},unlisten:function(a,b){b.forEach(function(b){this.removeEvent(a,b)},this)},addEvent:function(a,b){a.addEventListener(b,this.boundHandler)},removeEvent:function(a,b){a.removeEventListener(b,this.boundHandler)},makeEvent:function(b,c){this.captureInfo[c.pointerId]&&(c.relatedTarget=null);var d=new a(b,c);return c.preventDefault&&(d.preventDefault=c.preventDefault),d._target=d._target||c.target,d},fireEvent:function(a,b){var c=this.makeEvent(a,b);return this.dispatchEvent(c)},cloneEvent:function(a){for(var b,c=Object.create(null),d=0;d<q.length;d++)b=q[d],c[b]=a[b]||r[d],!t||"target"!==b&&"relatedTarget"!==b||c[b]instanceof SVGElementInstance&&(c[b]=c[b].correspondingUseElement);return a.preventDefault&&(c.preventDefault=function(){a.preventDefault()}),c},getTarget:function(a){var b=this.captureInfo[a.pointerId];return b?a._target!==b&&a.type in s?void 0:b:a._target},propagate:function(a,b,c){for(var d=a.target,e=[];d!==document&&!d.contains(a.relatedTarget);) if(e.push(d),d=d.parentNode,!d)return;c&&e.reverse(),e.forEach(function(c){a.target=c,b.call(this,a)},this)},setCapture:function(b,c,d){this.captureInfo[b]&&this.releaseCapture(b,d),this.captureInfo[b]=c,this.implicitRelease=this.releaseCapture.bind(this,b,d),document.addEventListener("pointerup",this.implicitRelease),document.addEventListener("pointercancel",this.implicitRelease);var e=new a("gotpointercapture");e.pointerId=b,e._target=c,d||this.asyncDispatchEvent(e)},releaseCapture:function(b,c){var d=this.captureInfo[b];if(d){this.captureInfo[b]=void 0,document.removeEventListener("pointerup",this.implicitRelease),document.removeEventListener("pointercancel",this.implicitRelease);var e=new a("lostpointercapture");e.pointerId=b,e._target=d,c||this.asyncDispatchEvent(e)}},dispatchEvent:/*scope.external.dispatchEvent || */function(a){var b=this.getTarget(a);if(b)return b.dispatchEvent(a)},asyncDispatchEvent:function(a){requestAnimationFrame(this.dispatchEvent.bind(this,a))}};u.boundHandler=u.eventHandler.bind(u);var v={shadow:function(a){if(a)return a.shadowRoot||a.webkitShadowRoot},canTarget:function(a){return a&&Boolean(a.elementFromPoint)},targetingShadow:function(a){var b=this.shadow(a);if(this.canTarget(b))return b},olderShadow:function(a){var b=a.olderShadowRoot;if(!b){var c=a.querySelector("shadow");c&&(b=c.olderShadowRoot)}return b},allShadows:function(a){for(var b=[],c=this.shadow(a);c;)b.push(c),c=this.olderShadow(c);return b},searchRoot:function(a,b,c){if(a){var d,e,f=a.elementFromPoint(b,c);for(e=this.targetingShadow(f);e;){if(d=e.elementFromPoint(b,c)){var g=this.targetingShadow(d);return this.searchRoot(g,b,c)||d} e=this.olderShadow(e)} return f}},owner:function(a){
|
|
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),
|
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Q(a).forEach(function(a){a._scrollType=c,u.listen(a,this.events)},this))},elementRemoved:function(a){a._scrollType=void 0,u.unlisten(a,this.events),
|
|
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});
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": "none", "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "offset_back_rotation": false, "kicad_text_formatting": true, "fields": ["Value", "Footprint"]}
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
var pcbdata = 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"))
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* Utility functions */
|
|
|
|
var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
|
|
pcbdata.metadata.revision + '__#';
|
|
var storage;
|
|
|
|
function initStorage(key) {
|
|
try {
|
|
window.localStorage.getItem("blank");
|
|
storage = window.localStorage;
|
|
} catch (e) {
|
|
// localStorage not available
|
|
}
|
|
if (!storage) {
|
|
try {
|
|
window.sessionStorage.getItem("blank");
|
|
storage = window.sessionStorage;
|
|
} catch (e) {
|
|
// sessionStorage also not available
|
|
}
|
|
}
|
|
}
|
|
|
|
function readStorage(key) {
|
|
if (storage) {
|
|
return storage.getItem(storagePrefix + key);
|
|
} else {
|
|
return null;
|
|
}
|
|
}
|
|
|
|
function writeStorage(key, value) {
|
|
if (storage) {
|
|
storage.setItem(storagePrefix + key, value);
|
|
}
|
|
}
|
|
|
|
function fancyDblClickHandler(el, onsingle, ondouble) {
|
|
return function () {
|
|
if (el.getAttribute("data-dblclick") == null) {
|
|
el.setAttribute("data-dblclick", 1);
|
|
setTimeout(function () {
|
|
if (el.getAttribute("data-dblclick") == 1) {
|
|
onsingle();
|
|
}
|
|
el.removeAttribute("data-dblclick");
|
|
}, 200);
|
|
} else {
|
|
el.removeAttribute("data-dblclick");
|
|
ondouble();
|
|
}
|
|
}
|
|
}
|
|
|
|
function smoothScrollToRow(rowid) {
|
|
document.getElementById(rowid).scrollIntoView({
|
|
behavior: "smooth",
|
|
block: "center",
|
|
inline: "nearest"
|
|
});
|
|
}
|
|
|
|
function focusInputField(input) {
|
|
input.scrollIntoView(false);
|
|
input.focus();
|
|
input.select();
|
|
}
|
|
|
|
function saveBomTable(output) {
|
|
var text = '';
|
|
for (var node of bomhead.childNodes[0].childNodes) {
|
|
if (node.firstChild) {
|
|
text += (output == 'csv' ? `"${node.firstChild.nodeValue}"` : node.firstChild.nodeValue);
|
|
}
|
|
if (node != bomhead.childNodes[0].lastChild) {
|
|
text += (output == 'csv' ? ',' : '\t');
|
|
}
|
|
}
|
|
text += '\n';
|
|
for (var row of bombody.childNodes) {
|
|
for (var cell of row.childNodes) {
|
|
let val = '';
|
|
for (var node of cell.childNodes) {
|
|
if (node.nodeName == "INPUT") {
|
|
if (node.checked) {
|
|
val += '✓';
|
|
}
|
|
} else if ((node.nodeName == "MARK") || (node.nodeName == "A")) {
|
|
val += node.firstChild.nodeValue;
|
|
} else {
|
|
val += node.nodeValue;
|
|
}
|
|
}
|
|
if (output == 'csv') {
|
|
val = val.replace(/\"/g, '\"\"'); // pair of double-quote characters
|
|
if (isNumeric(val)) {
|
|
val = +val; // use number
|
|
} else {
|
|
val = `"${val}"`; // enclosed within double-quote
|
|
}
|
|
}
|
|
text += val;
|
|
if (cell != row.lastChild) {
|
|
text += (output == 'csv' ? ',' : '\t');
|
|
}
|
|
}
|
|
text += '\n';
|
|
}
|
|
|
|
if (output != 'clipboard') {
|
|
// To file: csv or txt
|
|
var blob = new Blob([text], {
|
|
type: `text/${output}`
|
|
});
|
|
saveFile(`${pcbdata.metadata.title}.${output}`, blob);
|
|
} else {
|
|
// To clipboard
|
|
var textArea = document.createElement("textarea");
|
|
textArea.classList.add('clipboard-temp');
|
|
textArea.value = text;
|
|
|
|
document.body.appendChild(textArea);
|
|
textArea.focus();
|
|
textArea.select();
|
|
|
|
try {
|
|
if (document.execCommand('copy')) {
|
|
console.log('Bom copied to clipboard.');
|
|
}
|
|
} catch (err) {
|
|
console.log('Can not copy to clipboard.');
|
|
}
|
|
|
|
document.body.removeChild(textArea);
|
|
}
|
|
}
|
|
|
|
function isNumeric(str) {
|
|
/* https://stackoverflow.com/a/175787 */
|
|
return (typeof str != "string" ? false : !isNaN(str) && !isNaN(parseFloat(str)));
|
|
}
|
|
|
|
function removeGutterNode(node) {
|
|
for (var i = 0; i < node.childNodes.length; i++) {
|
|
if (node.childNodes[i].classList &&
|
|
node.childNodes[i].classList.contains("gutter")) {
|
|
node.removeChild(node.childNodes[i]);
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
|
|
function cleanGutters() {
|
|
removeGutterNode(document.getElementById("bot"));
|
|
removeGutterNode(document.getElementById("canvasdiv"));
|
|
}
|
|
|
|
var units = {
|
|
prefixes: {
|
|
giga: ["G", "g", "giga", "Giga", "GIGA"],
|
|
mega: ["M", "mega", "Mega", "MEGA"],
|
|
kilo: ["K", "k", "kilo", "Kilo", "KILO"],
|
|
milli: ["m", "milli", "Milli", "MILLI"],
|
|
micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
|
|
nano: ["N", "n", "nano", "Nano", "NANO"],
|
|
pico: ["P", "p", "pico", "Pico", "PICO"],
|
|
},
|
|
unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
|
|
unitsLong: [
|
|
"OHM", "Ohm", "ohm", "ohms",
|
|
"FARAD", "Farad", "farad",
|
|
"HENRY", "Henry", "henry"
|
|
],
|
|
getMultiplier: function (s) {
|
|
if (this.prefixes.giga.includes(s)) return 1e9;
|
|
if (this.prefixes.mega.includes(s)) return 1e6;
|
|
if (this.prefixes.kilo.includes(s)) return 1e3;
|
|
if (this.prefixes.milli.includes(s)) return 1e-3;
|
|
if (this.prefixes.micro.includes(s)) return 1e-6;
|
|
if (this.prefixes.nano.includes(s)) return 1e-9;
|
|
if (this.prefixes.pico.includes(s)) return 1e-12;
|
|
return 1;
|
|
},
|
|
valueRegex: null,
|
|
}
|
|
|
|
function initUtils() {
|
|
var allPrefixes = units.prefixes.giga
|
|
.concat(units.prefixes.mega)
|
|
.concat(units.prefixes.kilo)
|
|
.concat(units.prefixes.milli)
|
|
.concat(units.prefixes.micro)
|
|
.concat(units.prefixes.nano)
|
|
.concat(units.prefixes.pico);
|
|
var allUnits = units.unitsShort.concat(units.unitsLong);
|
|
units.valueRegex = new RegExp("^([0-9\.]+)" +
|
|
"\\s*(" + allPrefixes.join("|") + ")?" +
|
|
"(" + allUnits.join("|") + ")?" +
|
|
"(\\b.*)?$", "");
|
|
units.valueAltRegex = new RegExp("^([0-9]*)" +
|
|
"(" + units.unitsShort.join("|") + ")?" +
|
|
"([GgMmKkUuNnPp])?" +
|
|
"([0-9]*)" +
|
|
"(\\b.*)?$", "");
|
|
if (config.fields.includes("Value")) {
|
|
var index = config.fields.indexOf("Value");
|
|
pcbdata.bom["parsedValues"] = {};
|
|
for (var id in pcbdata.bom.fields) {
|
|
pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index])
|
|
}
|
|
}
|
|
}
|
|
|
|
function parseValue(val, ref) {
|
|
var inferUnit = (unit, ref) => {
|
|
if (unit) {
|
|
unit = unit.toLowerCase();
|
|
if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
|
|
unit = 'r';
|
|
}
|
|
unit = unit[0];
|
|
} else {
|
|
ref = /^([a-z]+)\d+$/i.exec(ref);
|
|
if (ref) {
|
|
ref = ref[1].toLowerCase();
|
|
if (ref == "c") unit = 'f';
|
|
else if (ref == "l") unit = 'h';
|
|
else if (ref == "r" || ref == "rv") unit = 'r';
|
|
else unit = null;
|
|
}
|
|
}
|
|
return unit;
|
|
};
|
|
val = val.replace(/,/g, "");
|
|
var match = units.valueRegex.exec(val);
|
|
var unit;
|
|
if (match) {
|
|
val = parseFloat(match[1]);
|
|
if (match[2]) {
|
|
val = val * units.getMultiplier(match[2]);
|
|
}
|
|
unit = inferUnit(match[3], ref);
|
|
if (!unit) return null;
|
|
else return {
|
|
val: val,
|
|
unit: unit,
|
|
extra: match[4],
|
|
}
|
|
}
|
|
match = units.valueAltRegex.exec(val);
|
|
if (match && (match[1] || match[4])) {
|
|
val = parseFloat(match[1] + "." + match[4]);
|
|
if (match[3]) {
|
|
val = val * units.getMultiplier(match[3]);
|
|
}
|
|
unit = inferUnit(match[2], ref);
|
|
if (!unit) return null;
|
|
else return {
|
|
val: val,
|
|
unit: unit,
|
|
extra: match[5],
|
|
}
|
|
}
|
|
return null;
|
|
}
|
|
|
|
function valueCompare(a, b, stra, strb) {
|
|
if (a === null && b === null) {
|
|
// Failed to parse both values, compare them as strings.
|
|
if (stra != strb) return stra > strb ? 1 : -1;
|
|
else return 0;
|
|
} else if (a === null) {
|
|
return 1;
|
|
} else if (b === null) {
|
|
return -1;
|
|
} else {
|
|
if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
|
|
else if (a.val != b.val) return a.val > b.val ? 1 : -1;
|
|
else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
|
|
else return 0;
|
|
}
|
|
}
|
|
|
|
function validateSaveImgDimension(element) {
|
|
var valid = false;
|
|
var intValue = 0;
|
|
if (/^[1-9]\d*$/.test(element.value)) {
|
|
intValue = parseInt(element.value);
|
|
if (intValue <= 16000) {
|
|
valid = true;
|
|
}
|
|
}
|
|
if (valid) {
|
|
element.classList.remove("invalid");
|
|
} else {
|
|
element.classList.add("invalid");
|
|
}
|
|
return intValue;
|
|
}
|
|
|
|
function saveImage(layer) {
|
|
var width = validateSaveImgDimension(document.getElementById("render-save-width"));
|
|
var height = validateSaveImgDimension(document.getElementById("render-save-height"));
|
|
var bgcolor = null;
|
|
if (!document.getElementById("render-save-transparent").checked) {
|
|
var style = getComputedStyle(topmostdiv);
|
|
bgcolor = style.getPropertyValue("background-color");
|
|
}
|
|
if (!width || !height) return;
|
|
|
|
// Prepare image
|
|
var canvas = document.createElement("canvas");
|
|
var layerdict = {
|
|
transform: {
|
|
x: 0,
|
|
y: 0,
|
|
s: 1,
|
|
panx: 0,
|
|
pany: 0,
|
|
zoom: 1,
|
|
},
|
|
bg: canvas,
|
|
fab: canvas,
|
|
silk: canvas,
|
|
highlight: canvas,
|
|
layer: layer,
|
|
}
|
|
// Do the rendering
|
|
recalcLayerScale(layerdict, width, height);
|
|
prepareLayer(layerdict);
|
|
clearCanvas(canvas, bgcolor);
|
|
drawBackground(layerdict, false);
|
|
drawHighlightsOnLayer(layerdict, false);
|
|
|
|
// Save image
|
|
var imgdata = canvas.toDataURL("image/png");
|
|
|
|
var filename = pcbdata.metadata.title;
|
|
if (pcbdata.metadata.revision) {
|
|
filename += `.${pcbdata.metadata.revision}`;
|
|
}
|
|
filename += `.${layer}.png`;
|
|
saveFile(filename, dataURLtoBlob(imgdata));
|
|
}
|
|
|
|
function saveSettings() {
|
|
var data = {
|
|
type: "InteractiveHtmlBom settings",
|
|
version: 1,
|
|
pcbmetadata: pcbdata.metadata,
|
|
settings: settings,
|
|
}
|
|
var blob = new Blob([JSON.stringify(data, null, 4)], {
|
|
type: "application/json"
|
|
});
|
|
saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
|
|
}
|
|
|
|
function loadSettings() {
|
|
var input = document.createElement("input");
|
|
input.type = "file";
|
|
input.accept = ".settings.json";
|
|
input.onchange = function (e) {
|
|
var file = e.target.files[0];
|
|
var reader = new FileReader();
|
|
reader.onload = readerEvent => {
|
|
var content = readerEvent.target.result;
|
|
var newSettings;
|
|
try {
|
|
newSettings = JSON.parse(content);
|
|
} catch (e) {
|
|
alert("Selected file is not InteractiveHtmlBom settings file.");
|
|
return;
|
|
}
|
|
if (newSettings.type != "InteractiveHtmlBom settings") {
|
|
alert("Selected file is not InteractiveHtmlBom settings file.");
|
|
return;
|
|
}
|
|
var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
|
|
if (metadataMatches) {
|
|
for (var k in pcbdata.metadata) {
|
|
if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
|
|
metadataMatches = false;
|
|
}
|
|
}
|
|
}
|
|
if (!metadataMatches) {
|
|
var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
|
|
var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
|
|
if (!confirm(
|
|
`Settins file metadata does not match current metadata.\n\n` +
|
|
`Page metadata:\n${currentMetadata}\n\n` +
|
|
`Settings file metadata:\n${fileMetadata}\n\n` +
|
|
`Press OK if you would like to import settings anyway.`)) {
|
|
return;
|
|
}
|
|
}
|
|
overwriteSettings(newSettings.settings);
|
|
}
|
|
reader.readAsText(file, 'UTF-8');
|
|
}
|
|
input.click();
|
|
}
|
|
|
|
function resetSettings() {
|
|
if (!confirm(
|
|
`This will reset all checkbox states and other settings.\n\n` +
|
|
`Press OK if you want to continue.`)) {
|
|
return;
|
|
}
|
|
if (storage) {
|
|
var keys = [];
|
|
for (var i = 0; i < storage.length; i++) {
|
|
var key = storage.key(i);
|
|
if (key.startsWith(storagePrefix)) keys.push(key);
|
|
}
|
|
for (var key of keys) storage.removeItem(key);
|
|
}
|
|
location.reload();
|
|
}
|
|
|
|
function overwriteSettings(newSettings) {
|
|
initDone = false;
|
|
Object.assign(settings, newSettings);
|
|
writeStorage("bomlayout", settings.bomlayout);
|
|
writeStorage("bommode", settings.bommode);
|
|
writeStorage("canvaslayout", settings.canvaslayout);
|
|
writeStorage("bomCheckboxes", settings.checkboxes.join(","));
|
|
document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
|
|
for (var checkbox of settings.checkboxes) {
|
|
writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
|
|
}
|
|
writeStorage("markWhenChecked", settings.markWhenChecked);
|
|
padsVisible(settings.renderPads);
|
|
document.getElementById("padsCheckbox").checked = settings.renderPads;
|
|
fabricationVisible(settings.renderFabrication);
|
|
document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
|
|
silkscreenVisible(settings.renderSilkscreen);
|
|
document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
|
|
referencesVisible(settings.renderReferences);
|
|
document.getElementById("referencesCheckbox").checked = settings.renderReferences;
|
|
valuesVisible(settings.renderValues);
|
|
document.getElementById("valuesCheckbox").checked = settings.renderValues;
|
|
tracksVisible(settings.renderTracks);
|
|
document.getElementById("tracksCheckbox").checked = settings.renderTracks;
|
|
zonesVisible(settings.renderZones);
|
|
document.getElementById("zonesCheckbox").checked = settings.renderZones;
|
|
dnpOutline(settings.renderDnpOutline);
|
|
document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
|
|
setRedrawOnDrag(settings.redrawOnDrag);
|
|
document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
|
|
setDarkMode(settings.darkMode);
|
|
document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
|
|
setHighlightPin1(settings.highlightpin1);
|
|
document.forms.highlightpin1.highlightpin1.value = settings.highlightpin1;
|
|
writeStorage("boardRotation", settings.boardRotation);
|
|
document.getElementById("boardRotation").value = settings.boardRotation / 5;
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
setOffsetBackRotation(settings.offsetBackRotation);
|
|
document.getElementById("offsetBackRotationCheckbox").checked = settings.offsetBackRotation;
|
|
initDone = true;
|
|
prepCheckboxes();
|
|
changeBomLayout(settings.bomlayout);
|
|
}
|
|
|
|
function saveFile(filename, blob) {
|
|
var link = document.createElement("a");
|
|
var objurl = URL.createObjectURL(blob);
|
|
link.download = filename;
|
|
link.href = objurl;
|
|
link.click();
|
|
}
|
|
|
|
function dataURLtoBlob(dataurl) {
|
|
var arr = dataurl.split(','),
|
|
mime = arr[0].match(/:(.*?);/)[1],
|
|
bstr = atob(arr[1]),
|
|
n = bstr.length,
|
|
u8arr = new Uint8Array(n);
|
|
while (n--) {
|
|
u8arr[n] = bstr.charCodeAt(n);
|
|
}
|
|
return new Blob([u8arr], {
|
|
type: mime
|
|
});
|
|
}
|
|
|
|
var settings = {
|
|
canvaslayout: "FB",
|
|
bomlayout: "left-right",
|
|
bommode: "grouped",
|
|
checkboxes: [],
|
|
checkboxStoredRefs: {},
|
|
darkMode: false,
|
|
highlightpin1: "none",
|
|
redrawOnDrag: true,
|
|
boardRotation: 0,
|
|
offsetBackRotation: false,
|
|
renderPads: true,
|
|
renderReferences: true,
|
|
renderValues: true,
|
|
renderSilkscreen: true,
|
|
renderFabrication: true,
|
|
renderDnpOutline: false,
|
|
renderTracks: true,
|
|
renderZones: true,
|
|
columnOrder: [],
|
|
hiddenColumns: [],
|
|
netColors: {},
|
|
}
|
|
|
|
function initDefaults() {
|
|
settings.bomlayout = readStorage("bomlayout");
|
|
if (settings.bomlayout === null) {
|
|
settings.bomlayout = config.bom_view;
|
|
}
|
|
if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
|
|
settings.bomlayout = config.bom_view;
|
|
}
|
|
settings.bommode = readStorage("bommode");
|
|
if (settings.bommode === null) {
|
|
settings.bommode = "grouped";
|
|
}
|
|
if (settings.bommode == "netlist" && !pcbdata.nets) {
|
|
settings.bommode = "grouped";
|
|
}
|
|
if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
|
|
settings.bommode = "grouped";
|
|
}
|
|
settings.canvaslayout = readStorage("canvaslayout");
|
|
if (settings.canvaslayout === null) {
|
|
settings.canvaslayout = config.layer_view;
|
|
}
|
|
var bomCheckboxes = readStorage("bomCheckboxes");
|
|
if (bomCheckboxes === null) {
|
|
bomCheckboxes = config.checkboxes;
|
|
}
|
|
settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
|
|
document.getElementById("bomCheckboxes").value = bomCheckboxes;
|
|
|
|
var highlightpin1 = readStorage("highlightpin1") || config.highlight_pin1;
|
|
if (highlightpin1 === "false") highlightpin1 = "none";
|
|
if (highlightpin1 === "true") highlightpin1 = "all";
|
|
setHighlightPin1(highlightpin1);
|
|
document.forms.highlightpin1.highlightpin1.value = highlightpin1;
|
|
|
|
settings.markWhenChecked = readStorage("markWhenChecked") || "";
|
|
populateMarkWhenCheckedOptions();
|
|
|
|
function initBooleanSetting(storageString, def, elementId, func) {
|
|
var b = readStorage(storageString);
|
|
if (b === null) {
|
|
b = def;
|
|
} else {
|
|
b = (b == "true");
|
|
}
|
|
document.getElementById(elementId).checked = b;
|
|
func(b);
|
|
}
|
|
|
|
initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
|
|
initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
|
|
initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
|
|
initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
|
|
initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
|
|
if ("tracks" in pcbdata) {
|
|
initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
|
|
initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
|
|
} else {
|
|
document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
|
|
tracksVisible(false);
|
|
zonesVisible(false);
|
|
}
|
|
initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
|
|
initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
|
|
initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);
|
|
|
|
var fields = ["checkboxes", "References"].concat(config.fields).concat(["Quantity"]);
|
|
var hcols = JSON.parse(readStorage("hiddenColumns"));
|
|
if (hcols === null) {
|
|
hcols = [];
|
|
}
|
|
settings.hiddenColumns = hcols.filter(e => fields.includes(e));
|
|
|
|
var cord = JSON.parse(readStorage("columnOrder"));
|
|
if (cord === null) {
|
|
cord = fields;
|
|
} else {
|
|
cord = cord.filter(e => fields.includes(e));
|
|
if (cord.length != fields.length)
|
|
cord = fields;
|
|
}
|
|
settings.columnOrder = cord;
|
|
|
|
settings.boardRotation = readStorage("boardRotation");
|
|
if (settings.boardRotation === null) {
|
|
settings.boardRotation = config.board_rotation * 5;
|
|
} else {
|
|
settings.boardRotation = parseInt(settings.boardRotation);
|
|
}
|
|
document.getElementById("boardRotation").value = settings.boardRotation / 5;
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
initBooleanSetting("offsetBackRotation", config.offset_back_rotation, "offsetBackRotationCheckbox", setOffsetBackRotation);
|
|
|
|
settings.netColors = JSON.parse(readStorage("netColors")) || {};
|
|
}
|
|
|
|
// Helper classes for user js callbacks.
|
|
|
|
const IBOM_EVENT_TYPES = {
|
|
ALL: "all",
|
|
HIGHLIGHT_EVENT: "highlightEvent",
|
|
CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
|
|
BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
|
|
}
|
|
|
|
const EventHandler = {
|
|
callbacks: {},
|
|
init: function () {
|
|
for (eventType of Object.values(IBOM_EVENT_TYPES))
|
|
this.callbacks[eventType] = [];
|
|
},
|
|
registerCallback: function (eventType, callback) {
|
|
this.callbacks[eventType].push(callback);
|
|
},
|
|
emitEvent: function (eventType, eventArgs) {
|
|
event = {
|
|
eventType: eventType,
|
|
args: eventArgs,
|
|
}
|
|
var callback;
|
|
for (callback of this.callbacks[eventType])
|
|
callback(event);
|
|
for (callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
|
|
callback(event);
|
|
}
|
|
}
|
|
EventHandler.init();
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* PCB rendering code */
|
|
|
|
var emptyContext2d = document.createElement("canvas").getContext("2d");
|
|
|
|
function deg2rad(deg) {
|
|
return deg * Math.PI / 180;
|
|
}
|
|
|
|
function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
|
|
var point = [
|
|
linepoint[0] * text.width + offsetx,
|
|
linepoint[1] * text.height + offsety
|
|
];
|
|
// This approximates pcbnew behavior with how text tilts depending on horizontal justification
|
|
point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
|
|
return point;
|
|
}
|
|
|
|
function drawText(ctx, text, color) {
|
|
if ("ref" in text && !settings.renderReferences) return;
|
|
if ("val" in text && !settings.renderValues) return;
|
|
ctx.save();
|
|
ctx.fillStyle = color;
|
|
ctx.strokeStyle = color;
|
|
ctx.lineCap = "round";
|
|
ctx.lineJoin = "round";
|
|
ctx.lineWidth = text.thickness;
|
|
if ("svgpath" in text) {
|
|
ctx.stroke(new Path2D(text.svgpath));
|
|
ctx.restore();
|
|
return;
|
|
}
|
|
if ("polygons" in text) {
|
|
ctx.fill(getPolygonsPath(text));
|
|
ctx.restore();
|
|
return;
|
|
}
|
|
ctx.translate(...text.pos);
|
|
ctx.translate(text.thickness * 0.5, 0);
|
|
var angle = -text.angle;
|
|
if (text.attr.includes("mirrored")) {
|
|
ctx.scale(-1, 1);
|
|
angle = -angle;
|
|
}
|
|
var tilt = 0;
|
|
if (text.attr.includes("italic")) {
|
|
tilt = 0.125;
|
|
}
|
|
var interline = text.height * 1.5 + text.thickness;
|
|
var txt = text.text.split("\n");
|
|
// KiCad ignores last empty line.
|
|
if (txt[txt.length - 1] == '') txt.pop();
|
|
ctx.rotate(deg2rad(angle));
|
|
var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
|
|
offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
|
|
for (var i in txt) {
|
|
var lineWidth = text.thickness + interline / 2 * tilt;
|
|
for (var j = 0; j < txt[i].length; j++) {
|
|
if (txt[i][j] == '\t') {
|
|
var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
|
|
lineWidth += fourSpaces - lineWidth % fourSpaces;
|
|
} else {
|
|
if (txt[i][j] == '~') {
|
|
j++;
|
|
if (j == txt[i].length)
|
|
break;
|
|
}
|
|
lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
|
|
}
|
|
}
|
|
var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
|
|
var inOverbar = false;
|
|
for (var j = 0; j < txt[i].length; j++) {
|
|
if (config.kicad_text_formatting) {
|
|
if (txt[i][j] == '\t') {
|
|
var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
|
|
offsetx += fourSpaces - offsetx % fourSpaces;
|
|
continue;
|
|
} else if (txt[i][j] == '~') {
|
|
j++;
|
|
if (j == txt[i].length)
|
|
break;
|
|
if (txt[i][j] != '~') {
|
|
inOverbar = !inOverbar;
|
|
}
|
|
}
|
|
}
|
|
var glyph = pcbdata.font_data[txt[i][j]];
|
|
if (inOverbar) {
|
|
var overbarStart = [offsetx, -text.height * 1.4 + offsety];
|
|
var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];
|
|
|
|
if (!lastHadOverbar) {
|
|
overbarStart[0] += text.height * 1.4 * tilt;
|
|
lastHadOverbar = true;
|
|
}
|
|
ctx.beginPath();
|
|
ctx.moveTo(...overbarStart);
|
|
ctx.lineTo(...overbarEnd);
|
|
ctx.stroke();
|
|
} else {
|
|
lastHadOverbar = false;
|
|
}
|
|
for (var line of glyph.l) {
|
|
ctx.beginPath();
|
|
ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
|
|
for (var k = 1; k < line.length; k++) {
|
|
ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
|
|
}
|
|
ctx.stroke();
|
|
}
|
|
offsetx += glyph.w * text.width;
|
|
}
|
|
offsety += interline;
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawedge(ctx, scalefactor, edge, color) {
|
|
ctx.strokeStyle = color;
|
|
ctx.fillStyle = color;
|
|
ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
|
|
ctx.lineCap = "round";
|
|
ctx.lineJoin = "round";
|
|
if ("svgpath" in edge) {
|
|
ctx.stroke(new Path2D(edge.svgpath));
|
|
} else {
|
|
ctx.beginPath();
|
|
if (edge.type == "segment") {
|
|
ctx.moveTo(...edge.start);
|
|
ctx.lineTo(...edge.end);
|
|
}
|
|
if (edge.type == "rect") {
|
|
ctx.moveTo(...edge.start);
|
|
ctx.lineTo(edge.start[0], edge.end[1]);
|
|
ctx.lineTo(...edge.end);
|
|
ctx.lineTo(edge.end[0], edge.start[1]);
|
|
ctx.lineTo(...edge.start);
|
|
}
|
|
if (edge.type == "arc") {
|
|
ctx.arc(
|
|
...edge.start,
|
|
edge.radius,
|
|
deg2rad(edge.startangle),
|
|
deg2rad(edge.endangle));
|
|
}
|
|
if (edge.type == "circle") {
|
|
ctx.arc(
|
|
...edge.start,
|
|
edge.radius,
|
|
0, 2 * Math.PI);
|
|
ctx.closePath();
|
|
}
|
|
if (edge.type == "curve") {
|
|
ctx.moveTo(...edge.start);
|
|
ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
|
|
}
|
|
if("filled" in edge && edge.filled)
|
|
ctx.fill();
|
|
else
|
|
ctx.stroke();
|
|
}
|
|
}
|
|
|
|
function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
|
|
// chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
|
|
var path = new Path2D();
|
|
var width = size[0];
|
|
var height = size[1];
|
|
var x = width * -0.5;
|
|
var y = height * -0.5;
|
|
var chamfOffset = Math.min(width, height) * chamfratio;
|
|
path.moveTo(x, 0);
|
|
if (chamfpos & 4) {
|
|
path.lineTo(x, y + height - chamfOffset);
|
|
path.lineTo(x + chamfOffset, y + height);
|
|
path.lineTo(0, y + height);
|
|
} else {
|
|
path.arcTo(x, y + height, x + width, y + height, radius);
|
|
}
|
|
if (chamfpos & 8) {
|
|
path.lineTo(x + width - chamfOffset, y + height);
|
|
path.lineTo(x + width, y + height - chamfOffset);
|
|
path.lineTo(x + width, 0);
|
|
} else {
|
|
path.arcTo(x + width, y + height, x + width, y, radius);
|
|
}
|
|
if (chamfpos & 2) {
|
|
path.lineTo(x + width, y + chamfOffset);
|
|
path.lineTo(x + width - chamfOffset, y);
|
|
path.lineTo(0, y);
|
|
} else {
|
|
path.arcTo(x + width, y, x, y, radius);
|
|
}
|
|
if (chamfpos & 1) {
|
|
path.lineTo(x + chamfOffset, y);
|
|
path.lineTo(x, y + chamfOffset);
|
|
path.lineTo(x, 0);
|
|
} else {
|
|
path.arcTo(x, y, x, y + height, radius);
|
|
}
|
|
path.closePath();
|
|
return path;
|
|
}
|
|
|
|
function getOblongPath(size) {
|
|
return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
|
|
}
|
|
|
|
function getPolygonsPath(shape) {
|
|
if (shape.path2d) {
|
|
return shape.path2d;
|
|
}
|
|
if ("svgpath" in shape) {
|
|
shape.path2d = new Path2D(shape.svgpath);
|
|
} else {
|
|
var path = new Path2D();
|
|
for (var polygon of shape.polygons) {
|
|
path.moveTo(...polygon[0]);
|
|
for (var i = 1; i < polygon.length; i++) {
|
|
path.lineTo(...polygon[i]);
|
|
}
|
|
path.closePath();
|
|
}
|
|
shape.path2d = path;
|
|
}
|
|
return shape.path2d;
|
|
}
|
|
|
|
function drawPolygonShape(ctx, scalefactor, shape, color) {
|
|
ctx.save();
|
|
if (!("svgpath" in shape)) {
|
|
ctx.translate(...shape.pos);
|
|
ctx.rotate(deg2rad(-shape.angle));
|
|
}
|
|
if("filled" in shape && !shape.filled) {
|
|
ctx.strokeStyle = color;
|
|
ctx.lineWidth = Math.max(1 / scalefactor, shape.width);
|
|
ctx.lineCap = "round";
|
|
ctx.lineJoin = "round";
|
|
ctx.stroke(getPolygonsPath(shape));
|
|
} else {
|
|
ctx.fillStyle = color;
|
|
ctx.fill(getPolygonsPath(shape));
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawDrawing(ctx, scalefactor, drawing, color) {
|
|
if (["segment", "arc", "circle", "curve", "rect"].includes(drawing.type)) {
|
|
drawedge(ctx, scalefactor, drawing, color);
|
|
} else if (drawing.type == "polygon") {
|
|
drawPolygonShape(ctx, scalefactor, drawing, color);
|
|
} else {
|
|
drawText(ctx, drawing, color);
|
|
}
|
|
}
|
|
|
|
function getCirclePath(radius) {
|
|
var path = new Path2D();
|
|
path.arc(0, 0, radius, 0, 2 * Math.PI);
|
|
path.closePath();
|
|
return path;
|
|
}
|
|
|
|
function getCachedPadPath(pad) {
|
|
if (!pad.path2d) {
|
|
// if path2d is not set, build one and cache it on pad object
|
|
if (pad.shape == "rect") {
|
|
pad.path2d = new Path2D();
|
|
pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
|
|
} else if (pad.shape == "oval") {
|
|
pad.path2d = getOblongPath(pad.size);
|
|
} else if (pad.shape == "circle") {
|
|
pad.path2d = getCirclePath(pad.size[0] / 2);
|
|
} else if (pad.shape == "roundrect") {
|
|
pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
|
|
} else if (pad.shape == "chamfrect") {
|
|
pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
|
|
} else if (pad.shape == "custom") {
|
|
pad.path2d = getPolygonsPath(pad);
|
|
}
|
|
}
|
|
return pad.path2d;
|
|
}
|
|
|
|
function drawPad(ctx, pad, color, outline) {
|
|
ctx.save();
|
|
ctx.translate(...pad.pos);
|
|
ctx.rotate(-deg2rad(pad.angle));
|
|
if (pad.offset) {
|
|
ctx.translate(...pad.offset);
|
|
}
|
|
ctx.fillStyle = color;
|
|
ctx.strokeStyle = color;
|
|
var path = getCachedPadPath(pad);
|
|
if (outline) {
|
|
ctx.stroke(path);
|
|
} else {
|
|
ctx.fill(path);
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawPadHole(ctx, pad, padHoleColor) {
|
|
if (pad.type != "th") return;
|
|
ctx.save();
|
|
ctx.translate(...pad.pos);
|
|
ctx.rotate(-deg2rad(pad.angle));
|
|
ctx.fillStyle = padHoleColor;
|
|
if (pad.drillshape == "oblong") {
|
|
ctx.fill(getOblongPath(pad.drillsize));
|
|
} else {
|
|
ctx.fill(getCirclePath(pad.drillsize[0] / 2));
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, outline) {
|
|
if (highlight) {
|
|
// draw bounding box
|
|
if (footprint.layer == layer) {
|
|
ctx.save();
|
|
ctx.globalAlpha = 0.2;
|
|
ctx.translate(...footprint.bbox.pos);
|
|
ctx.rotate(deg2rad(-footprint.bbox.angle));
|
|
ctx.translate(...footprint.bbox.relpos);
|
|
ctx.fillStyle = colors.pad;
|
|
ctx.fillRect(0, 0, ...footprint.bbox.size);
|
|
ctx.globalAlpha = 1;
|
|
ctx.strokeStyle = colors.pad;
|
|
ctx.lineWidth = 3 / scalefactor;
|
|
ctx.strokeRect(0, 0, ...footprint.bbox.size);
|
|
ctx.restore();
|
|
}
|
|
}
|
|
// draw drawings
|
|
for (var drawing of footprint.drawings) {
|
|
if (drawing.layer == layer) {
|
|
drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad);
|
|
}
|
|
}
|
|
ctx.lineWidth = 3 / scalefactor;
|
|
// draw pads
|
|
if (settings.renderPads) {
|
|
for (var pad of footprint.pads) {
|
|
if (pad.layers.includes(layer)) {
|
|
drawPad(ctx, pad, colors.pad, outline);
|
|
if (pad.pin1 &&
|
|
(settings.highlightpin1 == "all" ||
|
|
settings.highlightpin1 == "selected" && highlight)) {
|
|
drawPad(ctx, pad, colors.outline, true);
|
|
}
|
|
}
|
|
}
|
|
for (var pad of footprint.pads) {
|
|
drawPadHole(ctx, pad, colors.padHole);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawEdgeCuts(canvas, scalefactor) {
|
|
var ctx = canvas.getContext("2d");
|
|
var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
|
|
for (var edge of pcbdata.edges) {
|
|
drawDrawing(ctx, scalefactor, edge, edgecolor);
|
|
}
|
|
}
|
|
|
|
function drawFootprints(canvas, layer, scalefactor, highlight) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.lineWidth = 3 / scalefactor;
|
|
var style = getComputedStyle(topmostdiv);
|
|
|
|
var colors = {
|
|
pad: style.getPropertyValue('--pad-color'),
|
|
padHole: style.getPropertyValue('--pad-hole-color'),
|
|
outline: style.getPropertyValue('--pin1-outline-color'),
|
|
}
|
|
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
var mod = pcbdata.footprints[i];
|
|
var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
|
|
var h = highlightedFootprints.includes(i);
|
|
var d = markedFootprints.has(i);
|
|
if (highlight) {
|
|
if(h && d) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight-both');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-both');
|
|
} else if (h) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight');
|
|
} else if (d) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight-marked');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-marked');
|
|
}
|
|
}
|
|
if( h || d || !highlight) {
|
|
drawFootprint(ctx, layer, scalefactor, mod, colors, highlight, outline);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
|
|
var ctx = canvas.getContext("2d");
|
|
for (var d of pcbdata.drawings[layername][layer]) {
|
|
if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
|
|
drawedge(ctx, scalefactor, d, edgeColor);
|
|
} else if (d.type == "polygon") {
|
|
drawPolygonShape(ctx, scalefactor, d, polygonColor);
|
|
} else {
|
|
drawText(ctx, d, textColor);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawTracks(canvas, layer, defaultColor, highlight) {
|
|
ctx = canvas.getContext("2d");
|
|
ctx.lineCap = "round";
|
|
|
|
var hasHole = (track) => (
|
|
'drillsize' in track &&
|
|
track.start[0] == track.end[0] &&
|
|
track.start[1] == track.end[1]);
|
|
|
|
// First draw tracks and tented vias
|
|
for (var track of pcbdata.tracks[layer]) {
|
|
if (highlight && highlightedNet != track.net) continue;
|
|
if (!hasHole(track)) {
|
|
ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
|
|
ctx.lineWidth = track.width;
|
|
ctx.beginPath();
|
|
if ('radius' in track) {
|
|
ctx.arc(
|
|
...track.center,
|
|
track.radius,
|
|
deg2rad(track.startangle),
|
|
deg2rad(track.endangle));
|
|
} else {
|
|
ctx.moveTo(...track.start);
|
|
ctx.lineTo(...track.end);
|
|
}
|
|
ctx.stroke();
|
|
}
|
|
}
|
|
// Second pass to draw untented vias
|
|
var style = getComputedStyle(topmostdiv);
|
|
var holeColor = style.getPropertyValue('--pad-hole-color')
|
|
|
|
for (var track of pcbdata.tracks[layer]) {
|
|
if (highlight && highlightedNet != track.net) continue;
|
|
if (hasHole(track)) {
|
|
ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
|
|
ctx.lineWidth = track.width;
|
|
ctx.beginPath();
|
|
ctx.moveTo(...track.start);
|
|
ctx.lineTo(...track.end);
|
|
ctx.stroke();
|
|
ctx.strokeStyle = holeColor;
|
|
ctx.lineWidth = track.drillsize;
|
|
ctx.lineTo(...track.end);
|
|
ctx.stroke();
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawZones(canvas, layer, defaultColor, highlight) {
|
|
ctx = canvas.getContext("2d");
|
|
ctx.lineJoin = "round";
|
|
for (var zone of pcbdata.zones[layer]) {
|
|
if (highlight && highlightedNet != zone.net) continue;
|
|
ctx.strokeStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
|
|
ctx.fillStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
|
|
if (!zone.path2d) {
|
|
zone.path2d = getPolygonsPath(zone);
|
|
}
|
|
ctx.fill(zone.path2d, zone.fillrule || "nonzero");
|
|
if (zone.width > 0) {
|
|
ctx.lineWidth = zone.width;
|
|
ctx.stroke(zone.path2d);
|
|
}
|
|
}
|
|
}
|
|
|
|
function clearCanvas(canvas, color = null) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.save();
|
|
ctx.setTransform(1, 0, 0, 1, 0, 0);
|
|
if (color) {
|
|
ctx.fillStyle = color;
|
|
ctx.fillRect(0, 0, canvas.width, canvas.height);
|
|
} else {
|
|
if (!window.matchMedia("print").matches)
|
|
ctx.clearRect(0, 0, canvas.width, canvas.height);
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawNets(canvas, layer, highlight) {
|
|
var style = getComputedStyle(topmostdiv);
|
|
if (settings.renderZones) {
|
|
var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
|
|
drawZones(canvas, layer, zoneColor, highlight);
|
|
}
|
|
if (settings.renderTracks) {
|
|
var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
|
|
drawTracks(canvas, layer, trackColor, highlight);
|
|
}
|
|
if (highlight && settings.renderPads) {
|
|
var padColor = style.getPropertyValue('--pad-color-highlight');
|
|
var padHoleColor = style.getPropertyValue('--pad-hole-color');
|
|
var ctx = canvas.getContext("2d");
|
|
for (var footprint of pcbdata.footprints) {
|
|
// draw pads
|
|
var padDrawn = false;
|
|
for (var pad of footprint.pads) {
|
|
if (highlightedNet != pad.net) continue;
|
|
if (pad.layers.includes(layer)) {
|
|
drawPad(ctx, pad, padColor, false);
|
|
padDrawn = true;
|
|
}
|
|
}
|
|
if (padDrawn) {
|
|
// redraw all pad holes because some pads may overlap
|
|
for (var pad of footprint.pads) {
|
|
drawPadHole(ctx, pad, padHoleColor);
|
|
}
|
|
}
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawHighlightsOnLayer(canvasdict, clear = true) {
|
|
if (clear) {
|
|
clearCanvas(canvasdict.highlight);
|
|
}
|
|
if (markedFootprints.size > 0 || highlightedFootprints.length > 0) {
|
|
drawFootprints(canvasdict.highlight, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom, true);
|
|
}
|
|
if (highlightedNet !== null) {
|
|
drawNets(canvasdict.highlight, canvasdict.layer, true);
|
|
}
|
|
}
|
|
|
|
function drawHighlights() {
|
|
drawHighlightsOnLayer(allcanvas.front);
|
|
drawHighlightsOnLayer(allcanvas.back);
|
|
}
|
|
|
|
function drawBackground(canvasdict, clear = true) {
|
|
if (clear) {
|
|
clearCanvas(canvasdict.bg);
|
|
clearCanvas(canvasdict.fab);
|
|
clearCanvas(canvasdict.silk);
|
|
}
|
|
|
|
drawNets(canvasdict.bg, canvasdict.layer, false);
|
|
drawFootprints(canvasdict.bg, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom, false);
|
|
|
|
drawEdgeCuts(canvasdict.bg, canvasdict.transform.s * canvasdict.transform.zoom);
|
|
|
|
var style = getComputedStyle(topmostdiv);
|
|
var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
|
|
var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
|
|
var textColor = style.getPropertyValue('--silkscreen-text-color');
|
|
if (settings.renderSilkscreen) {
|
|
drawBgLayer(
|
|
"silkscreen", canvasdict.silk, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom,
|
|
edgeColor, polygonColor, textColor);
|
|
}
|
|
edgeColor = style.getPropertyValue('--fabrication-edge-color');
|
|
polygonColor = style.getPropertyValue('--fabrication-polygon-color');
|
|
textColor = style.getPropertyValue('--fabrication-text-color');
|
|
if (settings.renderFabrication) {
|
|
drawBgLayer(
|
|
"fabrication", canvasdict.fab, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom,
|
|
edgeColor, polygonColor, textColor);
|
|
}
|
|
}
|
|
|
|
function prepareCanvas(canvas, flip, transform) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.setTransform(1, 0, 0, 1, 0, 0);
|
|
ctx.scale(transform.zoom, transform.zoom);
|
|
ctx.translate(transform.panx, transform.pany);
|
|
if (flip) {
|
|
ctx.scale(-1, 1);
|
|
}
|
|
ctx.translate(transform.x, transform.y);
|
|
ctx.rotate(deg2rad(settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
|
|
ctx.scale(transform.s, transform.s);
|
|
}
|
|
|
|
function prepareLayer(canvasdict) {
|
|
var flip = (canvasdict.layer === "B");
|
|
for (var c of ["bg", "fab", "silk", "highlight"]) {
|
|
prepareCanvas(canvasdict[c], flip, canvasdict.transform);
|
|
}
|
|
}
|
|
|
|
function rotateVector(v, angle) {
|
|
angle = deg2rad(angle);
|
|
return [
|
|
v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
|
|
v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
|
|
];
|
|
}
|
|
|
|
function applyRotation(bbox, flip) {
|
|
var corners = [
|
|
[bbox.minx, bbox.miny],
|
|
[bbox.minx, bbox.maxy],
|
|
[bbox.maxx, bbox.miny],
|
|
[bbox.maxx, bbox.maxy],
|
|
];
|
|
corners = corners.map((v) => rotateVector(v, settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
|
|
return {
|
|
minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
|
|
miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
|
|
maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
|
|
maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
|
|
}
|
|
}
|
|
|
|
function recalcLayerScale(layerdict, width, height) {
|
|
var flip = (layerdict.layer === "B");
|
|
var bbox = applyRotation(pcbdata.edges_bbox, flip);
|
|
var scalefactor = 0.98 * Math.min(
|
|
width / (bbox.maxx - bbox.minx),
|
|
height / (bbox.maxy - bbox.miny)
|
|
);
|
|
if (scalefactor < 0.1) {
|
|
scalefactor = 1;
|
|
}
|
|
layerdict.transform.s = scalefactor;
|
|
if (flip) {
|
|
layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
|
|
} else {
|
|
layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
|
|
}
|
|
layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
|
|
for (var c of ["bg", "fab", "silk", "highlight"]) {
|
|
canvas = layerdict[c];
|
|
canvas.width = width;
|
|
canvas.height = height;
|
|
canvas.style.width = (width / devicePixelRatio) + "px";
|
|
canvas.style.height = (height / devicePixelRatio) + "px";
|
|
}
|
|
}
|
|
|
|
function redrawCanvas(layerdict) {
|
|
prepareLayer(layerdict);
|
|
drawBackground(layerdict);
|
|
drawHighlightsOnLayer(layerdict);
|
|
}
|
|
|
|
function resizeCanvas(layerdict) {
|
|
var canvasdivid = {
|
|
"F": "frontcanvas",
|
|
"B": "backcanvas"
|
|
} [layerdict.layer];
|
|
var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
|
|
var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
|
|
recalcLayerScale(layerdict, width, height);
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
function resizeAll() {
|
|
resizeCanvas(allcanvas.front);
|
|
resizeCanvas(allcanvas.back);
|
|
}
|
|
|
|
function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
|
|
var A = x - x1;
|
|
var B = y - y1;
|
|
var C = x2 - x1;
|
|
var D = y2 - y1;
|
|
|
|
var dot = A * C + B * D;
|
|
var len_sq = C * C + D * D;
|
|
var dx, dy;
|
|
if (len_sq == 0) {
|
|
// start and end of the segment coincide
|
|
dx = x - x1;
|
|
dy = y - y1;
|
|
} else {
|
|
var param = dot / len_sq;
|
|
var xx, yy;
|
|
if (param < 0) {
|
|
xx = x1;
|
|
yy = y1;
|
|
} else if (param > 1) {
|
|
xx = x2;
|
|
yy = y2;
|
|
} else {
|
|
xx = x1 + param * C;
|
|
yy = y1 + param * D;
|
|
}
|
|
dx = x - xx;
|
|
dy = y - yy;
|
|
}
|
|
return dx * dx + dy * dy <= d * d;
|
|
}
|
|
|
|
function modulo(n, mod) {
|
|
return ((n % mod) + mod) % mod;
|
|
}
|
|
|
|
function pointWithinDistanceToArc(x, y, xc, yc, radius, startangle, endangle, d) {
|
|
var dx = x - xc;
|
|
var dy = y - yc;
|
|
var r_sq = dx * dx + dy * dy;
|
|
var rmin = Math.max(0, radius - d);
|
|
var rmax = radius + d;
|
|
|
|
if (r_sq < rmin * rmin || r_sq > rmax * rmax)
|
|
return false;
|
|
|
|
var angle1 = modulo(deg2rad(startangle), 2 * Math.PI);
|
|
var dx1 = xc + radius * Math.cos(angle1) - x;
|
|
var dy1 = yc + radius * Math.sin(angle1) - y;
|
|
if (dx1 * dx1 + dy1 * dy1 <= d * d)
|
|
return true;
|
|
|
|
var angle2 = modulo(deg2rad(endangle), 2 * Math.PI);
|
|
var dx2 = xc + radius * Math.cos(angle2) - x;
|
|
var dy2 = yc + radius * Math.sin(angle2) - y;
|
|
if (dx2 * dx2 + dy2 * dy2 <= d * d)
|
|
return true;
|
|
|
|
var angle = modulo(Math.atan2(dy, dx), 2 * Math.PI);
|
|
if (angle1 > angle2)
|
|
return (angle >= angle2 || angle <= angle1);
|
|
else
|
|
return (angle >= angle1 && angle <= angle2);
|
|
}
|
|
|
|
function pointWithinPad(x, y, pad) {
|
|
var v = [x - pad.pos[0], y - pad.pos[1]];
|
|
v = rotateVector(v, pad.angle);
|
|
if (pad.offset) {
|
|
v[0] -= pad.offset[0];
|
|
v[1] -= pad.offset[1];
|
|
}
|
|
return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
|
|
}
|
|
|
|
function netHitScan(layer, x, y) {
|
|
// Check track segments
|
|
if (settings.renderTracks && pcbdata.tracks) {
|
|
for (var track of pcbdata.tracks[layer]) {
|
|
if ('radius' in track) {
|
|
if (pointWithinDistanceToArc(x, y, ...track.center, track.radius, track.startangle, track.endangle, track.width / 2)) {
|
|
return track.net;
|
|
}
|
|
} else {
|
|
if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
|
|
return track.net;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
// Check pads
|
|
if (settings.renderPads) {
|
|
for (var footprint of pcbdata.footprints) {
|
|
for (var pad of footprint.pads) {
|
|
if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
|
|
return pad.net;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
return null;
|
|
}
|
|
|
|
function pointWithinFootprintBbox(x, y, bbox) {
|
|
var v = [x - bbox.pos[0], y - bbox.pos[1]];
|
|
v = rotateVector(v, bbox.angle);
|
|
return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
|
|
bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
|
|
}
|
|
|
|
function bboxHitScan(layer, x, y) {
|
|
var result = [];
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
var footprint = pcbdata.footprints[i];
|
|
if (footprint.layer == layer) {
|
|
if (pointWithinFootprintBbox(x, y, footprint.bbox)) {
|
|
result.push(i);
|
|
}
|
|
}
|
|
}
|
|
return result;
|
|
}
|
|
|
|
function handlePointerDown(e, layerdict) {
|
|
if (e.button != 0 && e.button != 1) {
|
|
return;
|
|
}
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
layerdict.pointerStates[e.pointerId] = {
|
|
distanceTravelled: 0,
|
|
lastX: e.offsetX,
|
|
lastY: e.offsetY,
|
|
downTime: Date.now(),
|
|
};
|
|
}
|
|
|
|
function handleMouseClick(e, layerdict) {
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
var x = e.offsetX;
|
|
var y = e.offsetY;
|
|
var t = layerdict.transform;
|
|
var flip = layerdict.layer === "B";
|
|
if (flip) {
|
|
x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
|
|
} else {
|
|
x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
|
|
}
|
|
y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
|
|
var v = rotateVector([x, y], -settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0));
|
|
if ("nets" in pcbdata) {
|
|
var net = netHitScan(layerdict.layer, ...v);
|
|
if (net !== highlightedNet) {
|
|
netClicked(net);
|
|
}
|
|
}
|
|
if (highlightedNet === null) {
|
|
var footprints = bboxHitScan(layerdict.layer, ...v);
|
|
if (footprints.length > 0) {
|
|
footprintsClicked(footprints);
|
|
}
|
|
}
|
|
}
|
|
|
|
function handlePointerLeave(e, layerdict) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (!settings.redrawOnDrag) {
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
delete layerdict.pointerStates[e.pointerId];
|
|
}
|
|
|
|
function resetTransform(layerdict) {
|
|
layerdict.transform.panx = 0;
|
|
layerdict.transform.pany = 0;
|
|
layerdict.transform.zoom = 1;
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
function handlePointerUp(e, layerdict) {
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (e.button == 2) {
|
|
// Reset pan and zoom on right click.
|
|
resetTransform(layerdict);
|
|
layerdict.anotherPointerTapped = false;
|
|
return;
|
|
}
|
|
|
|
// We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
|
|
var ptr = layerdict.pointerStates[e.pointerId];
|
|
ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);
|
|
|
|
if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
|
|
if (Object.keys(layerdict.pointerStates).length == 1) {
|
|
if (layerdict.anotherPointerTapped) {
|
|
// This is the second pointer coming off of a two-finger tap
|
|
resetTransform(layerdict);
|
|
} else {
|
|
// This is just a regular tap
|
|
handleMouseClick(e, layerdict);
|
|
}
|
|
layerdict.anotherPointerTapped = false;
|
|
} else {
|
|
// This is the first finger coming off of what could become a two-finger tap
|
|
layerdict.anotherPointerTapped = true;
|
|
}
|
|
} else {
|
|
if (!settings.redrawOnDrag) {
|
|
redrawCanvas(layerdict);
|
|
}
|
|
layerdict.anotherPointerTapped = false;
|
|
}
|
|
|
|
delete layerdict.pointerStates[e.pointerId];
|
|
}
|
|
|
|
function handlePointerMove(e, layerdict) {
|
|
if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
|
|
return;
|
|
}
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
var thisPtr = layerdict.pointerStates[e.pointerId];
|
|
|
|
var dx = e.offsetX - thisPtr.lastX;
|
|
var dy = e.offsetY - thisPtr.lastY;
|
|
|
|
// If this number is low on pointer up, we count the action as a click
|
|
thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);
|
|
|
|
if (Object.keys(layerdict.pointerStates).length == 1) {
|
|
// This is a simple drag
|
|
layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
|
|
layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
|
|
} else if (Object.keys(layerdict.pointerStates).length == 2) {
|
|
var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];
|
|
|
|
var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
|
|
var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2) + Math.pow(e.offsetY - otherPtr.lastY, 2));
|
|
|
|
var scaleFactor = newDist / oldDist;
|
|
|
|
if (scaleFactor != NaN) {
|
|
layerdict.transform.zoom *= scaleFactor;
|
|
|
|
var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
|
|
layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
|
|
layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
|
|
}
|
|
}
|
|
|
|
thisPtr.lastX = e.offsetX;
|
|
thisPtr.lastY = e.offsetY;
|
|
|
|
if (settings.redrawOnDrag) {
|
|
redrawCanvas(layerdict);
|
|
}
|
|
}
|
|
|
|
function handleMouseWheel(e, layerdict) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
var t = layerdict.transform;
|
|
var wheeldelta = e.deltaY;
|
|
if (e.deltaMode == 1) {
|
|
// FF only, scroll by lines
|
|
wheeldelta *= 30;
|
|
} else if (e.deltaMode == 2) {
|
|
wheeldelta *= 300;
|
|
}
|
|
var m = Math.pow(1.1, -wheeldelta / 40);
|
|
// Limit amount of zoom per tick.
|
|
if (m > 2) {
|
|
m = 2;
|
|
} else if (m < 0.5) {
|
|
m = 0.5;
|
|
}
|
|
t.zoom *= m;
|
|
var zoomd = (1 - m) / t.zoom;
|
|
t.panx += devicePixelRatio * e.offsetX * zoomd;
|
|
t.pany += devicePixelRatio * e.offsetY * zoomd;
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
function addMouseHandlers(div, layerdict) {
|
|
div.addEventListener("pointerdown", function(e) {
|
|
handlePointerDown(e, layerdict);
|
|
});
|
|
div.addEventListener("pointermove", function(e) {
|
|
handlePointerMove(e, layerdict);
|
|
});
|
|
div.addEventListener("pointerup", function(e) {
|
|
handlePointerUp(e, layerdict);
|
|
});
|
|
var pointerleave = function(e) {
|
|
handlePointerLeave(e, layerdict);
|
|
}
|
|
div.addEventListener("pointercancel", pointerleave);
|
|
div.addEventListener("pointerleave", pointerleave);
|
|
div.addEventListener("pointerout", pointerleave);
|
|
|
|
div.onwheel = function(e) {
|
|
handleMouseWheel(e, layerdict);
|
|
}
|
|
for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
|
|
element.addEventListener("contextmenu", function(e) {
|
|
e.preventDefault();
|
|
}, false);
|
|
}
|
|
}
|
|
|
|
function setRedrawOnDrag(value) {
|
|
settings.redrawOnDrag = value;
|
|
writeStorage("redrawOnDrag", value);
|
|
}
|
|
|
|
function setBoardRotation(value) {
|
|
settings.boardRotation = value * 5;
|
|
writeStorage("boardRotation", settings.boardRotation);
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
resizeAll();
|
|
}
|
|
|
|
function setOffsetBackRotation(value) {
|
|
settings.offsetBackRotation = value;
|
|
writeStorage("offsetBackRotation", value);
|
|
resizeAll();
|
|
}
|
|
|
|
function initRender() {
|
|
allcanvas = {
|
|
front: {
|
|
transform: {
|
|
x: 0,
|
|
y: 0,
|
|
s: 1,
|
|
panx: 0,
|
|
pany: 0,
|
|
zoom: 1,
|
|
},
|
|
pointerStates: {},
|
|
anotherPointerTapped: false,
|
|
bg: document.getElementById("F_bg"),
|
|
fab: document.getElementById("F_fab"),
|
|
silk: document.getElementById("F_slk"),
|
|
highlight: document.getElementById("F_hl"),
|
|
layer: "F",
|
|
},
|
|
back: {
|
|
transform: {
|
|
x: 0,
|
|
y: 0,
|
|
s: 1,
|
|
panx: 0,
|
|
pany: 0,
|
|
zoom: 1,
|
|
},
|
|
pointerStates: {},
|
|
anotherPointerTapped: false,
|
|
bg: document.getElementById("B_bg"),
|
|
fab: document.getElementById("B_fab"),
|
|
silk: document.getElementById("B_slk"),
|
|
highlight: document.getElementById("B_hl"),
|
|
layer: "B",
|
|
}
|
|
};
|
|
addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
|
|
addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
|
|
}
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/*
|
|
* Table reordering via Drag'n'Drop
|
|
* Inspired by: https://htmldom.dev/drag-and-drop-table-column
|
|
*/
|
|
|
|
function setBomHandlers() {
|
|
|
|
const bom = document.getElementById('bomtable');
|
|
|
|
let dragName;
|
|
let placeHolderElements;
|
|
let draggingElement;
|
|
let forcePopulation;
|
|
let xOffset;
|
|
let yOffset;
|
|
let wasDragged;
|
|
|
|
const mouseUpHandler = function(e) {
|
|
// Delete dragging element
|
|
draggingElement.remove();
|
|
|
|
// Make BOM selectable again
|
|
bom.style.removeProperty("userSelect");
|
|
|
|
// Remove listeners
|
|
document.removeEventListener('mousemove', mouseMoveHandler);
|
|
document.removeEventListener('mouseup', mouseUpHandler);
|
|
|
|
if (wasDragged) {
|
|
// Redraw whole BOM
|
|
populateBomTable();
|
|
}
|
|
}
|
|
|
|
const mouseMoveHandler = function(e) {
|
|
// Notice the dragging
|
|
wasDragged = true;
|
|
|
|
// Make the dragged element visible
|
|
draggingElement.style.removeProperty("display");
|
|
|
|
// Set elements position to mouse position
|
|
draggingElement.style.left = `${e.screenX - xOffset}px`;
|
|
draggingElement.style.top = `${e.screenY - yOffset}px`;
|
|
|
|
// Forced redrawing of BOM table
|
|
if (forcePopulation) {
|
|
forcePopulation = false;
|
|
// Copy array
|
|
phe = Array.from(placeHolderElements);
|
|
// populate BOM table again
|
|
populateBomHeader(dragName, phe);
|
|
populateBomBody(dragName, phe);
|
|
}
|
|
|
|
// Set up array of hidden columns
|
|
var hiddenColumns = Array.from(settings.hiddenColumns);
|
|
// In the ungrouped mode, quantity don't exist
|
|
if (settings.bommode === "ungrouped")
|
|
hiddenColumns.push("Quantity");
|
|
// If no checkbox fields can be found, we consider them hidden
|
|
if (settings.checkboxes.length == 0)
|
|
hiddenColumns.push("checkboxes");
|
|
|
|
// Get table headers and group them into checkboxes, extrafields and normal headers
|
|
const bh = document.getElementById("bomhead");
|
|
headers = Array.from(bh.querySelectorAll("th"))
|
|
headers.shift() // numCol is not part of the columnOrder
|
|
headerGroups = []
|
|
lastCompoundClass = null;
|
|
for (i = 0; i < settings.columnOrder.length; i++) {
|
|
cElem = settings.columnOrder[i];
|
|
if (hiddenColumns.includes(cElem)) {
|
|
// Hidden columns appear as a dummy element
|
|
headerGroups.push([]);
|
|
continue;
|
|
}
|
|
elem = headers.filter(e => getColumnOrderName(e) === cElem)[0];
|
|
if (elem.classList.contains("bom-checkbox")) {
|
|
if (lastCompoundClass === "bom-checkbox") {
|
|
cbGroup = headerGroups.pop();
|
|
cbGroup.push(elem);
|
|
headerGroups.push(cbGroup);
|
|
} else {
|
|
lastCompoundClass = "bom-checkbox";
|
|
headerGroups.push([elem])
|
|
}
|
|
} else {
|
|
headerGroups.push([elem])
|
|
}
|
|
}
|
|
|
|
// Copy settings.columnOrder
|
|
var columns = Array.from(settings.columnOrder)
|
|
|
|
// Set up array with indices of hidden columns
|
|
var hiddenIndices = hiddenColumns.map(e => settings.columnOrder.indexOf(e));
|
|
var dragIndex = columns.indexOf(dragName);
|
|
var swapIndex = dragIndex;
|
|
var swapDone = false;
|
|
|
|
// Check if the current dragged element is swapable with the left or right element
|
|
if (dragIndex > 0) {
|
|
// Get left headers boundingbox
|
|
swapIndex = dragIndex - 1;
|
|
while (hiddenIndices.includes(swapIndex) && swapIndex > 0)
|
|
swapIndex--;
|
|
if (!hiddenIndices.includes(swapIndex)) {
|
|
box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
|
|
if (e.clientX < box.left + window.scrollX + (box.width / 2)) {
|
|
swapElement = columns[dragIndex];
|
|
columns.splice(dragIndex, 1);
|
|
columns.splice(swapIndex, 0, swapElement);
|
|
forcePopulation = true;
|
|
swapDone = true;
|
|
}
|
|
}
|
|
}
|
|
if ((!swapDone) && dragIndex < headerGroups.length - 1) {
|
|
// Get right headers boundingbox
|
|
swapIndex = dragIndex + 1;
|
|
while (hiddenIndices.includes(swapIndex))
|
|
swapIndex++;
|
|
if (swapIndex < headerGroups.length) {
|
|
box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
|
|
if (e.clientX > box.left + window.scrollX + (box.width / 2)) {
|
|
swapElement = columns[dragIndex];
|
|
columns.splice(dragIndex, 1);
|
|
columns.splice(swapIndex, 0, swapElement);
|
|
forcePopulation = true;
|
|
swapDone = true;
|
|
}
|
|
}
|
|
}
|
|
|
|
// Write back change to storage
|
|
if (swapDone) {
|
|
settings.columnOrder = columns
|
|
writeStorage("columnOrder", JSON.stringify(columns));
|
|
}
|
|
|
|
}
|
|
|
|
const mouseDownHandler = function(e) {
|
|
var target = e.target;
|
|
if (target.tagName.toLowerCase() != "td")
|
|
target = target.parentElement;
|
|
|
|
// Used to check if a dragging has ever happened
|
|
wasDragged = false;
|
|
|
|
// Create new element which will be displayed as the dragged column
|
|
draggingElement = document.createElement("div")
|
|
draggingElement.classList.add("dragging");
|
|
draggingElement.style.display = "none";
|
|
draggingElement.style.position = "absolute";
|
|
draggingElement.style.overflow = "hidden";
|
|
|
|
// Get bomhead and bombody elements
|
|
const bh = document.getElementById("bomhead");
|
|
const bb = document.getElementById("bombody");
|
|
|
|
// Get all compound headers for the current column
|
|
var compoundHeaders;
|
|
if (target.classList.contains("bom-checkbox")) {
|
|
compoundHeaders = Array.from(bh.querySelectorAll("th.bom-checkbox"));
|
|
} else {
|
|
compoundHeaders = [target];
|
|
}
|
|
|
|
// Create new table which will display the column
|
|
var newTable = document.createElement("table");
|
|
newTable.classList.add("bom");
|
|
newTable.style.background = "white";
|
|
draggingElement.append(newTable);
|
|
|
|
// Create new header element
|
|
var newHeader = document.createElement("thead");
|
|
newTable.append(newHeader);
|
|
|
|
// Set up array for storing all placeholder elements
|
|
placeHolderElements = [];
|
|
|
|
// Add all compound headers to the new thead element and placeholders
|
|
compoundHeaders.forEach(function(h) {
|
|
clone = cloneElementWithDimensions(h);
|
|
newHeader.append(clone);
|
|
placeHolderElements.push(clone);
|
|
});
|
|
|
|
// Create new body element
|
|
var newBody = document.createElement("tbody");
|
|
newTable.append(newBody);
|
|
|
|
// Get indices for compound headers
|
|
var idxs = compoundHeaders.map(e => getBomTableHeaderIndex(e));
|
|
|
|
// For each row in the BOM body...
|
|
var rows = bb.querySelectorAll("tr");
|
|
rows.forEach(function(row) {
|
|
// ..get the cells for the compound column
|
|
const tds = row.querySelectorAll("td");
|
|
var copytds = idxs.map(i => tds[i]);
|
|
// Add them to the new element and the placeholders
|
|
var newRow = document.createElement("tr");
|
|
copytds.forEach(function(td) {
|
|
clone = cloneElementWithDimensions(td);
|
|
newRow.append(clone);
|
|
placeHolderElements.push(clone);
|
|
});
|
|
newBody.append(newRow);
|
|
});
|
|
|
|
// Compute width for compound header
|
|
var width = compoundHeaders.reduce((acc, x) => acc + x.clientWidth, 0);
|
|
draggingElement.style.width = `${width}px`;
|
|
|
|
// Insert the new dragging element and disable selection on BOM
|
|
bom.insertBefore(draggingElement, null);
|
|
bom.style.userSelect = "none";
|
|
|
|
// Determine the mouse position offset
|
|
xOffset = e.screenX - compoundHeaders.reduce((acc, x) => Math.min(acc, x.offsetLeft), compoundHeaders[0].offsetLeft);
|
|
yOffset = e.screenY - compoundHeaders[0].offsetTop;
|
|
|
|
// Get name for the column in settings.columnOrder
|
|
dragName = getColumnOrderName(target);
|
|
|
|
// Change text and class for placeholder elements
|
|
placeHolderElements = placeHolderElements.map(function(e) {
|
|
newElem = cloneElementWithDimensions(e);
|
|
newElem.textContent = "";
|
|
newElem.classList.add("placeholder");
|
|
return newElem;
|
|
});
|
|
|
|
// On next mouse move, the whole BOM needs to be redrawn to show the placeholders
|
|
forcePopulation = true;
|
|
|
|
// Add listeners for move and up on mouse
|
|
document.addEventListener('mousemove', mouseMoveHandler);
|
|
document.addEventListener('mouseup', mouseUpHandler);
|
|
}
|
|
|
|
// In netlist mode, there is nothing to reorder
|
|
if (settings.bommode === "netlist")
|
|
return;
|
|
|
|
// Add mouseDownHandler to every column except the numCol
|
|
bom.querySelectorAll("th")
|
|
.forEach(function(head) {
|
|
if (!head.classList.contains("numCol")) {
|
|
head.onmousedown = mouseDownHandler;
|
|
}
|
|
});
|
|
|
|
}
|
|
|
|
function getBoundingClientRectFromMultiple(elements) {
|
|
var elems = Array.from(elements);
|
|
|
|
if (elems.length == 0)
|
|
return null;
|
|
|
|
var box = elems.shift()
|
|
.getBoundingClientRect();
|
|
|
|
elems.forEach(function(elem) {
|
|
var elembox = elem.getBoundingClientRect();
|
|
box.left = Math.min(elembox.left, box.left);
|
|
box.top = Math.min(elembox.top, box.top);
|
|
box.width += elembox.width;
|
|
box.height = Math.max(elembox.height, box.height);
|
|
});
|
|
|
|
return box;
|
|
}
|
|
|
|
function cloneElementWithDimensions(elem) {
|
|
var newElem = elem.cloneNode(true);
|
|
newElem.style.height = window.getComputedStyle(elem).height;
|
|
newElem.style.width = window.getComputedStyle(elem).width;
|
|
return newElem;
|
|
}
|
|
|
|
function getBomTableHeaderIndex(elem) {
|
|
const bh = document.getElementById('bomhead');
|
|
const ths = Array.from(bh.querySelectorAll("th"));
|
|
return ths.indexOf(elem);
|
|
}
|
|
|
|
function getColumnOrderName(elem) {
|
|
var cname = elem.getAttribute("col_name");
|
|
if (cname === "bom-checkbox")
|
|
return "checkboxes";
|
|
else
|
|
return cname;
|
|
}
|
|
|
|
function resizableGrid(tablehead) {
|
|
var cols = tablehead.firstElementChild.children;
|
|
var rowWidth = tablehead.offsetWidth;
|
|
|
|
for (var i = 1; i < cols.length; i++) {
|
|
if (cols[i].classList.contains("bom-checkbox"))
|
|
continue;
|
|
cols[i].style.width = ((cols[i].clientWidth - paddingDiff(cols[i])) * 100 / rowWidth) + '%';
|
|
}
|
|
|
|
for (var i = 1; i < cols.length - 1; i++) {
|
|
var div = document.createElement('div');
|
|
div.className = "column-width-handle";
|
|
cols[i].appendChild(div);
|
|
setListeners(div);
|
|
}
|
|
|
|
function setListeners(div) {
|
|
var startX, curCol, nxtCol, curColWidth, nxtColWidth, rowWidth;
|
|
|
|
div.addEventListener('mousedown', function(e) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
curCol = e.target.parentElement;
|
|
nxtCol = curCol.nextElementSibling;
|
|
startX = e.pageX;
|
|
|
|
var padding = paddingDiff(curCol);
|
|
|
|
rowWidth = curCol.parentElement.offsetWidth;
|
|
curColWidth = curCol.clientWidth - padding;
|
|
nxtColWidth = nxtCol.clientWidth - padding;
|
|
});
|
|
|
|
document.addEventListener('mousemove', function(e) {
|
|
if (startX) {
|
|
var diffX = e.pageX - startX;
|
|
diffX = -Math.min(-diffX, curColWidth - 20);
|
|
diffX = Math.min(diffX, nxtColWidth - 20);
|
|
|
|
curCol.style.width = ((curColWidth + diffX) * 100 / rowWidth) + '%';
|
|
nxtCol.style.width = ((nxtColWidth - diffX) * 100 / rowWidth) + '%';
|
|
console.log(`${curColWidth + nxtColWidth} ${(curColWidth + diffX) * 100 / rowWidth + (nxtColWidth - diffX) * 100 / rowWidth}`);
|
|
}
|
|
});
|
|
|
|
document.addEventListener('mouseup', function(e) {
|
|
curCol = undefined;
|
|
nxtCol = undefined;
|
|
startX = undefined;
|
|
nxtColWidth = undefined;
|
|
curColWidth = undefined
|
|
});
|
|
}
|
|
|
|
function paddingDiff(col) {
|
|
|
|
if (getStyleVal(col, 'box-sizing') == 'border-box') {
|
|
return 0;
|
|
}
|
|
|
|
var padLeft = getStyleVal(col, 'padding-left');
|
|
var padRight = getStyleVal(col, 'padding-right');
|
|
return (parseInt(padLeft) + parseInt(padRight));
|
|
|
|
}
|
|
|
|
function getStyleVal(elm, css) {
|
|
return (window.getComputedStyle(elm, null).getPropertyValue(css))
|
|
}
|
|
}
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* DOM manipulation and misc code */
|
|
|
|
var bomsplit;
|
|
var canvassplit;
|
|
var initDone = false;
|
|
var bomSortFunction = null;
|
|
var currentSortColumn = null;
|
|
var currentSortOrder = null;
|
|
var currentHighlightedRowId;
|
|
var highlightHandlers = [];
|
|
var footprintIndexToHandler = {};
|
|
var netsToHandler = {};
|
|
var markedFootprints = new Set();
|
|
var highlightedFootprints = [];
|
|
var highlightedNet = null;
|
|
var lastClicked;
|
|
|
|
function dbg(html) {
|
|
dbgdiv.innerHTML = html;
|
|
}
|
|
|
|
function redrawIfInitDone() {
|
|
if (initDone) {
|
|
redrawCanvas(allcanvas.front);
|
|
redrawCanvas(allcanvas.back);
|
|
}
|
|
}
|
|
|
|
function padsVisible(value) {
|
|
writeStorage("padsVisible", value);
|
|
settings.renderPads = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function referencesVisible(value) {
|
|
writeStorage("referencesVisible", value);
|
|
settings.renderReferences = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function valuesVisible(value) {
|
|
writeStorage("valuesVisible", value);
|
|
settings.renderValues = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function tracksVisible(value) {
|
|
writeStorage("tracksVisible", value);
|
|
settings.renderTracks = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function zonesVisible(value) {
|
|
writeStorage("zonesVisible", value);
|
|
settings.renderZones = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function dnpOutline(value) {
|
|
writeStorage("dnpOutline", value);
|
|
settings.renderDnpOutline = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function setDarkMode(value) {
|
|
if (value) {
|
|
topmostdiv.classList.add("dark");
|
|
} else {
|
|
topmostdiv.classList.remove("dark");
|
|
}
|
|
writeStorage("darkmode", value);
|
|
settings.darkMode = value;
|
|
redrawIfInitDone();
|
|
if (initDone) {
|
|
populateBomTable();
|
|
}
|
|
}
|
|
|
|
function setShowBOMColumn(field, value) {
|
|
if (field === "references") {
|
|
var rl = document.getElementById("reflookup");
|
|
rl.disabled = !value;
|
|
if (!value) {
|
|
rl.value = "";
|
|
updateRefLookup("");
|
|
}
|
|
}
|
|
|
|
var n = settings.hiddenColumns.indexOf(field);
|
|
if (value) {
|
|
if (n != -1) {
|
|
settings.hiddenColumns.splice(n, 1);
|
|
}
|
|
} else {
|
|
if (n == -1) {
|
|
settings.hiddenColumns.push(field);
|
|
}
|
|
}
|
|
|
|
writeStorage("hiddenColumns", JSON.stringify(settings.hiddenColumns));
|
|
|
|
if (initDone) {
|
|
populateBomTable();
|
|
}
|
|
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
|
|
function setFullscreen(value) {
|
|
if (value) {
|
|
document.documentElement.requestFullscreen();
|
|
} else {
|
|
document.exitFullscreen();
|
|
}
|
|
}
|
|
|
|
function fabricationVisible(value) {
|
|
writeStorage("fabricationVisible", value);
|
|
settings.renderFabrication = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function silkscreenVisible(value) {
|
|
writeStorage("silkscreenVisible", value);
|
|
settings.renderSilkscreen = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function setHighlightPin1(value) {
|
|
writeStorage("highlightpin1", value);
|
|
settings.highlightpin1 = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function getStoredCheckboxRefs(checkbox) {
|
|
function convert(ref) {
|
|
var intref = parseInt(ref);
|
|
if (isNaN(intref)) {
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
if (pcbdata.footprints[i].ref == ref) {
|
|
return i;
|
|
}
|
|
}
|
|
return -1;
|
|
} else {
|
|
return intref;
|
|
}
|
|
}
|
|
if (!(checkbox in settings.checkboxStoredRefs)) {
|
|
var val = readStorage("checkbox_" + checkbox);
|
|
settings.checkboxStoredRefs[checkbox] = val ? val : "";
|
|
}
|
|
if (!settings.checkboxStoredRefs[checkbox]) {
|
|
return new Set();
|
|
} else {
|
|
return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
|
|
}
|
|
}
|
|
|
|
function getCheckboxState(checkbox, references) {
|
|
var storedRefsSet = getStoredCheckboxRefs(checkbox);
|
|
var currentRefsSet = new Set(references.map(r => r[1]));
|
|
// Get difference of current - stored
|
|
var difference = new Set(currentRefsSet);
|
|
for (ref of storedRefsSet) {
|
|
difference.delete(ref);
|
|
}
|
|
if (difference.size == 0) {
|
|
// All the current refs are stored
|
|
return "checked";
|
|
} else if (difference.size == currentRefsSet.size) {
|
|
// None of the current refs are stored
|
|
return "unchecked";
|
|
} else {
|
|
// Some of the refs are stored
|
|
return "indeterminate";
|
|
}
|
|
}
|
|
|
|
function setBomCheckboxState(checkbox, element, references) {
|
|
var state = getCheckboxState(checkbox, references);
|
|
element.checked = (state == "checked");
|
|
element.indeterminate = (state == "indeterminate");
|
|
}
|
|
|
|
function createCheckboxChangeHandler(checkbox, references, row) {
|
|
return function () {
|
|
refsSet = getStoredCheckboxRefs(checkbox);
|
|
var markWhenChecked = settings.markWhenChecked == checkbox;
|
|
eventArgs = {
|
|
checkbox: checkbox,
|
|
refs: references,
|
|
}
|
|
if (this.checked) {
|
|
// checkbox ticked
|
|
for (var ref of references) {
|
|
refsSet.add(ref[1]);
|
|
}
|
|
if (markWhenChecked) {
|
|
row.classList.add("checked");
|
|
for (var ref of references) {
|
|
markedFootprints.add(ref[1]);
|
|
}
|
|
drawHighlights();
|
|
}
|
|
eventArgs.state = 'checked';
|
|
} else {
|
|
// checkbox unticked
|
|
for (var ref of references) {
|
|
refsSet.delete(ref[1]);
|
|
}
|
|
if (markWhenChecked) {
|
|
row.classList.remove("checked");
|
|
for (var ref of references) {
|
|
markedFootprints.delete(ref[1]);
|
|
}
|
|
drawHighlights();
|
|
}
|
|
eventArgs.state = 'unchecked';
|
|
}
|
|
settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
|
|
writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
|
|
updateCheckboxStats(checkbox);
|
|
EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
|
|
}
|
|
}
|
|
|
|
function clearHighlightedFootprints() {
|
|
if (currentHighlightedRowId) {
|
|
document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
|
|
currentHighlightedRowId = null;
|
|
highlightedFootprints = [];
|
|
highlightedNet = null;
|
|
}
|
|
}
|
|
|
|
function createRowHighlightHandler(rowid, refs, net) {
|
|
return function () {
|
|
if (currentHighlightedRowId) {
|
|
if (currentHighlightedRowId == rowid) {
|
|
return;
|
|
}
|
|
document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
|
|
}
|
|
document.getElementById(rowid).classList.add("highlighted");
|
|
currentHighlightedRowId = rowid;
|
|
highlightedFootprints = refs ? refs.map(r => r[1]) : [];
|
|
highlightedNet = net;
|
|
drawHighlights();
|
|
EventHandler.emitEvent(
|
|
IBOM_EVENT_TYPES.HIGHLIGHT_EVENT, {
|
|
rowid: rowid,
|
|
refs: refs,
|
|
net: net
|
|
});
|
|
}
|
|
}
|
|
|
|
function updateNetColors() {
|
|
writeStorage("netColors", JSON.stringify(settings.netColors));
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function netColorChangeHandler(net) {
|
|
return (event) => {
|
|
settings.netColors[net] = event.target.value;
|
|
updateNetColors();
|
|
}
|
|
}
|
|
|
|
function netColorRightClick(net) {
|
|
return (event) => {
|
|
if (event.button == 2) {
|
|
event.preventDefault();
|
|
event.stopPropagation();
|
|
|
|
var style = getComputedStyle(topmostdiv);
|
|
var defaultNetColor = style.getPropertyValue('--track-color').trim();
|
|
event.target.value = defaultNetColor;
|
|
delete settings.netColors[net];
|
|
updateNetColors();
|
|
}
|
|
}
|
|
}
|
|
|
|
function entryMatches(entry) {
|
|
if (settings.bommode == "netlist") {
|
|
// entry is just a net name
|
|
return entry.toLowerCase().indexOf(filter) >= 0;
|
|
}
|
|
// check refs
|
|
if (!settings.hiddenColumns.includes("references")) {
|
|
for (var ref of entry) {
|
|
if (ref[0].toLowerCase().indexOf(filter) >= 0) {
|
|
return true;
|
|
}
|
|
}
|
|
}
|
|
// check fields
|
|
for (var i in config.fields) {
|
|
var f = config.fields[i];
|
|
if (!settings.hiddenColumns.includes(f)) {
|
|
for (var ref of entry) {
|
|
if (String(pcbdata.bom.fields[ref[1]][i]).toLowerCase().indexOf(filter) >= 0) {
|
|
return true;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
return false;
|
|
}
|
|
|
|
function findRefInEntry(entry) {
|
|
return entry.filter(r => r[0].toLowerCase() == reflookup);
|
|
}
|
|
|
|
function highlightFilter(s) {
|
|
if (!filter) {
|
|
return s;
|
|
}
|
|
var parts = s.toLowerCase().split(filter);
|
|
if (parts.length == 1) {
|
|
return s;
|
|
}
|
|
var r = "";
|
|
var pos = 0;
|
|
for (var i in parts) {
|
|
if (i > 0) {
|
|
r += '<mark class="highlight">' +
|
|
s.substring(pos, pos + filter.length) +
|
|
'</mark>';
|
|
pos += filter.length;
|
|
}
|
|
r += s.substring(pos, pos + parts[i].length);
|
|
pos += parts[i].length;
|
|
}
|
|
return r;
|
|
}
|
|
|
|
function checkboxSetUnsetAllHandler(checkboxname) {
|
|
return function () {
|
|
var checkboxnum = 0;
|
|
while (checkboxnum < settings.checkboxes.length &&
|
|
settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
|
|
checkboxnum++;
|
|
}
|
|
if (checkboxnum >= settings.checkboxes.length) {
|
|
return;
|
|
}
|
|
var allset = true;
|
|
var checkbox;
|
|
var row;
|
|
for (row of bombody.childNodes) {
|
|
checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
|
|
if (!checkbox.checked || checkbox.indeterminate) {
|
|
allset = false;
|
|
break;
|
|
}
|
|
}
|
|
for (row of bombody.childNodes) {
|
|
checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
|
|
checkbox.checked = !allset;
|
|
checkbox.indeterminate = false;
|
|
checkbox.onchange();
|
|
}
|
|
}
|
|
}
|
|
|
|
function createColumnHeader(name, cls, comparator, is_checkbox = false) {
|
|
var th = document.createElement("TH");
|
|
th.innerHTML = name;
|
|
th.classList.add(cls);
|
|
if (is_checkbox)
|
|
th.setAttribute("col_name", "bom-checkbox");
|
|
else
|
|
th.setAttribute("col_name", name);
|
|
var span = document.createElement("SPAN");
|
|
span.classList.add("sortmark");
|
|
span.classList.add("none");
|
|
th.appendChild(span);
|
|
var spacer = document.createElement("div");
|
|
spacer.className = "column-spacer";
|
|
th.appendChild(spacer);
|
|
spacer.onclick = function () {
|
|
if (currentSortColumn && th !== currentSortColumn) {
|
|
// Currently sorted by another column
|
|
currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
|
|
currentSortColumn.childNodes[1].classList.add("none");
|
|
currentSortColumn = null;
|
|
currentSortOrder = null;
|
|
}
|
|
if (currentSortColumn && th === currentSortColumn) {
|
|
// Already sorted by this column
|
|
if (currentSortOrder == "asc") {
|
|
// Sort by this column, descending order
|
|
bomSortFunction = function (a, b) {
|
|
return -comparator(a, b);
|
|
}
|
|
currentSortColumn.childNodes[1].classList.remove("asc");
|
|
currentSortColumn.childNodes[1].classList.add("desc");
|
|
currentSortOrder = "desc";
|
|
} else {
|
|
// Unsort
|
|
bomSortFunction = null;
|
|
currentSortColumn.childNodes[1].classList.remove("desc");
|
|
currentSortColumn.childNodes[1].classList.add("none");
|
|
currentSortColumn = null;
|
|
currentSortOrder = null;
|
|
}
|
|
} else {
|
|
// Sort by this column, ascending order
|
|
bomSortFunction = comparator;
|
|
currentSortColumn = th;
|
|
currentSortColumn.childNodes[1].classList.remove("none");
|
|
currentSortColumn.childNodes[1].classList.add("asc");
|
|
currentSortOrder = "asc";
|
|
}
|
|
populateBomBody();
|
|
}
|
|
if (is_checkbox) {
|
|
spacer.onclick = fancyDblClickHandler(
|
|
spacer, spacer.onclick, checkboxSetUnsetAllHandler(name));
|
|
}
|
|
return th;
|
|
}
|
|
|
|
function populateBomHeader(placeHolderColumn = null, placeHolderElements = null) {
|
|
while (bomhead.firstChild) {
|
|
bomhead.removeChild(bomhead.firstChild);
|
|
}
|
|
var tr = document.createElement("TR");
|
|
var th = document.createElement("TH");
|
|
th.classList.add("numCol");
|
|
|
|
var vismenu = document.createElement("div");
|
|
vismenu.id = "vismenu";
|
|
vismenu.classList.add("menu");
|
|
|
|
var visbutton = document.createElement("div");
|
|
visbutton.classList.add("visbtn");
|
|
visbutton.classList.add("hideonprint");
|
|
|
|
var viscontent = document.createElement("div");
|
|
viscontent.classList.add("menu-content");
|
|
viscontent.id = "vismenu-content";
|
|
|
|
settings.columnOrder.forEach(column => {
|
|
if (typeof column !== "string")
|
|
return;
|
|
|
|
// Skip empty columns
|
|
if (column === "checkboxes" && settings.checkboxes.length == 0)
|
|
return;
|
|
else if (column === "Quantity" && settings.bommode == "ungrouped")
|
|
return;
|
|
|
|
var label = document.createElement("label");
|
|
label.classList.add("menu-label");
|
|
|
|
var input = document.createElement("input");
|
|
input.classList.add("visibility_checkbox");
|
|
input.type = "checkbox";
|
|
input.onchange = function (e) {
|
|
setShowBOMColumn(column, e.target.checked)
|
|
};
|
|
input.checked = !(settings.hiddenColumns.includes(column));
|
|
|
|
label.appendChild(input);
|
|
if (column.length > 0)
|
|
label.append(column[0].toUpperCase() + column.slice(1));
|
|
|
|
viscontent.appendChild(label);
|
|
});
|
|
|
|
viscontent.childNodes[0].classList.add("menu-label-top");
|
|
|
|
vismenu.appendChild(visbutton);
|
|
if (settings.bommode != "netlist") {
|
|
vismenu.appendChild(viscontent);
|
|
th.appendChild(vismenu);
|
|
}
|
|
tr.appendChild(th);
|
|
|
|
var checkboxCompareClosure = function (checkbox) {
|
|
return (a, b) => {
|
|
var stateA = getCheckboxState(checkbox, a);
|
|
var stateB = getCheckboxState(checkbox, b);
|
|
if (stateA > stateB) return -1;
|
|
if (stateA < stateB) return 1;
|
|
return 0;
|
|
}
|
|
}
|
|
var stringFieldCompareClosure = function (fieldIndex) {
|
|
return (a, b) => {
|
|
var fa = pcbdata.bom.fields[a[0][1]][fieldIndex];
|
|
var fb = pcbdata.bom.fields[b[0][1]][fieldIndex];
|
|
if (fa != fb) return fa > fb ? 1 : -1;
|
|
else return 0;
|
|
}
|
|
}
|
|
var referenceRegex = /(?<prefix>[^0-9]+)(?<number>[0-9]+)/;
|
|
var compareRefs = (a, b) => {
|
|
var ra = referenceRegex.exec(a);
|
|
var rb = referenceRegex.exec(b);
|
|
if (ra === null || rb === null) {
|
|
if (a != b) return a > b ? 1 : -1;
|
|
return 0;
|
|
} else {
|
|
if (ra.groups.prefix != rb.groups.prefix) {
|
|
return ra.groups.prefix > rb.groups.prefix ? 1 : -1;
|
|
}
|
|
if (ra.groups.number != rb.groups.number) {
|
|
return parseInt(ra.groups.number) > parseInt(rb.groups.number) ? 1 : -1;
|
|
}
|
|
return 0;
|
|
}
|
|
}
|
|
if (settings.bommode == "netlist") {
|
|
tr.appendChild(createColumnHeader("Net name", "bom-netname", (a, b) => {
|
|
if (a > b) return -1;
|
|
if (a < b) return 1;
|
|
return 0;
|
|
}));
|
|
tr.appendChild(createColumnHeader("Color", "bom-color", (a, b) => {
|
|
return 0;
|
|
}));
|
|
} else {
|
|
// Filter hidden columns
|
|
var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
|
|
var valueIndex = config.fields.indexOf("Value");
|
|
var footprintIndex = config.fields.indexOf("Footprint");
|
|
columns.forEach((column) => {
|
|
if (column === placeHolderColumn) {
|
|
var n = 1;
|
|
if (column === "checkboxes")
|
|
n = settings.checkboxes.length;
|
|
for (i = 0; i < n; i++) {
|
|
td = placeHolderElements.shift();
|
|
tr.appendChild(td);
|
|
}
|
|
return;
|
|
} else if (column === "checkboxes") {
|
|
for (var checkbox of settings.checkboxes) {
|
|
th = createColumnHeader(
|
|
checkbox, "bom-checkbox", checkboxCompareClosure(checkbox), true);
|
|
tr.appendChild(th);
|
|
}
|
|
} else if (column === "References") {
|
|
tr.appendChild(createColumnHeader("References", "references", (a, b) => {
|
|
var i = 0;
|
|
while (i < a.length && i < b.length) {
|
|
if (a[i] != b[i]) return compareRefs(a[i][0], b[i][0]);
|
|
i++;
|
|
}
|
|
return a.length - b.length;
|
|
}));
|
|
} else if (column === "Value") {
|
|
tr.appendChild(createColumnHeader("Value", "value", (a, b) => {
|
|
var ra = a[0][1], rb = b[0][1];
|
|
return valueCompare(
|
|
pcbdata.bom.parsedValues[ra], pcbdata.bom.parsedValues[rb],
|
|
pcbdata.bom.fields[ra][valueIndex], pcbdata.bom.fields[rb][valueIndex]);
|
|
}));
|
|
return;
|
|
} else if (column === "Footprint") {
|
|
tr.appendChild(createColumnHeader(
|
|
"Footprint", "footprint", stringFieldCompareClosure(footprintIndex)));
|
|
} else if (column === "Quantity" && settings.bommode == "grouped") {
|
|
tr.appendChild(createColumnHeader("Quantity", "quantity", (a, b) => {
|
|
return a.length - b.length;
|
|
}));
|
|
} else {
|
|
// Other fields
|
|
var i = config.fields.indexOf(column);
|
|
if (i < 0)
|
|
return;
|
|
tr.appendChild(createColumnHeader(
|
|
column, `field${i + 1}`, stringFieldCompareClosure(i)));
|
|
}
|
|
});
|
|
}
|
|
bomhead.appendChild(tr);
|
|
}
|
|
|
|
function populateBomBody(placeholderColumn = null, placeHolderElements = null) {
|
|
const urlRegex = /^(https?:\/\/[^\s\/$.?#][^\s]*|file:\/\/([a-zA-Z]:|\/)[^\x00]+)$/;
|
|
while (bom.firstChild) {
|
|
bom.removeChild(bom.firstChild);
|
|
}
|
|
highlightHandlers = [];
|
|
footprintIndexToHandler = {};
|
|
netsToHandler = {};
|
|
currentHighlightedRowId = null;
|
|
var first = true;
|
|
var style = getComputedStyle(topmostdiv);
|
|
var defaultNetColor = style.getPropertyValue('--track-color').trim();
|
|
if (settings.bommode == "netlist") {
|
|
bomtable = pcbdata.nets.slice();
|
|
} else {
|
|
switch (settings.canvaslayout) {
|
|
case 'F':
|
|
bomtable = pcbdata.bom.F.slice();
|
|
break;
|
|
case 'FB':
|
|
bomtable = pcbdata.bom.both.slice();
|
|
break;
|
|
case 'B':
|
|
bomtable = pcbdata.bom.B.slice();
|
|
break;
|
|
}
|
|
if (settings.bommode == "ungrouped") {
|
|
// expand bom table
|
|
expandedTable = []
|
|
for (var bomentry of bomtable) {
|
|
for (var ref of bomentry) {
|
|
expandedTable.push([ref]);
|
|
}
|
|
}
|
|
bomtable = expandedTable;
|
|
}
|
|
}
|
|
if (bomSortFunction) {
|
|
bomtable = bomtable.sort(bomSortFunction);
|
|
}
|
|
for (var i in bomtable) {
|
|
var bomentry = bomtable[i];
|
|
if (filter && !entryMatches(bomentry)) {
|
|
continue;
|
|
}
|
|
var references = null;
|
|
var netname = null;
|
|
var tr = document.createElement("TR");
|
|
var td = document.createElement("TD");
|
|
var rownum = +i + 1;
|
|
tr.id = "bomrow" + rownum;
|
|
td.textContent = rownum;
|
|
tr.appendChild(td);
|
|
if (settings.bommode == "netlist") {
|
|
netname = bomentry;
|
|
td = document.createElement("TD");
|
|
td.innerHTML = highlightFilter(netname ? netname : "<no net>");
|
|
tr.appendChild(td);
|
|
var color = settings.netColors[netname] || defaultNetColor;
|
|
td = document.createElement("TD");
|
|
var colorBox = document.createElement("INPUT");
|
|
colorBox.type = "color";
|
|
colorBox.value = color;
|
|
colorBox.onchange = netColorChangeHandler(netname);
|
|
colorBox.onmouseup = netColorRightClick(netname);
|
|
colorBox.oncontextmenu = (e) => e.preventDefault();
|
|
td.appendChild(colorBox);
|
|
td.classList.add("color-column");
|
|
tr.appendChild(td);
|
|
} else {
|
|
if (reflookup) {
|
|
references = findRefInEntry(bomentry);
|
|
if (references.length == 0) {
|
|
continue;
|
|
}
|
|
} else {
|
|
references = bomentry;
|
|
}
|
|
// Filter hidden columns
|
|
var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
|
|
columns.forEach((column) => {
|
|
if (column === placeholderColumn) {
|
|
var n = 1;
|
|
if (column === "checkboxes")
|
|
n = settings.checkboxes.length;
|
|
for (i = 0; i < n; i++) {
|
|
td = placeHolderElements.shift();
|
|
tr.appendChild(td);
|
|
}
|
|
return;
|
|
} else if (column === "checkboxes") {
|
|
for (var checkbox of settings.checkboxes) {
|
|
if (checkbox) {
|
|
td = document.createElement("TD");
|
|
var input = document.createElement("input");
|
|
input.type = "checkbox";
|
|
input.onchange = createCheckboxChangeHandler(checkbox, references, tr);
|
|
setBomCheckboxState(checkbox, input, references);
|
|
if (input.checked && settings.markWhenChecked == checkbox) {
|
|
tr.classList.add("checked");
|
|
}
|
|
td.appendChild(input);
|
|
tr.appendChild(td);
|
|
}
|
|
}
|
|
} else if (column === "References") {
|
|
td = document.createElement("TD");
|
|
td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
|
|
tr.appendChild(td);
|
|
} else if (column === "Quantity" && settings.bommode == "grouped") {
|
|
// Quantity
|
|
td = document.createElement("TD");
|
|
td.textContent = references.length;
|
|
tr.appendChild(td);
|
|
} else {
|
|
// All the other fields
|
|
var field_index = config.fields.indexOf(column)
|
|
if (field_index < 0)
|
|
return;
|
|
var valueSet = new Set();
|
|
references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index]));
|
|
td = document.createElement("TD");
|
|
var output = new Array();
|
|
for (let item of valueSet) {
|
|
const visible = highlightFilter(String(item));
|
|
if (typeof item === 'string' && item.match(urlRegex)) {
|
|
output.push(`<a href="${item}" target="_blank">${visible}</a>`);
|
|
} else {
|
|
output.push(visible);
|
|
}
|
|
}
|
|
td.innerHTML = output.join(", ");
|
|
tr.appendChild(td);
|
|
}
|
|
});
|
|
}
|
|
bom.appendChild(tr);
|
|
var handler = createRowHighlightHandler(tr.id, references, netname);
|
|
tr.onmousemove = handler;
|
|
highlightHandlers.push({
|
|
id: tr.id,
|
|
handler: handler,
|
|
});
|
|
if (references !== null) {
|
|
for (var refIndex of references.map(r => r[1])) {
|
|
footprintIndexToHandler[refIndex] = handler;
|
|
}
|
|
}
|
|
if (netname !== null) {
|
|
netsToHandler[netname] = handler;
|
|
}
|
|
if ((filter || reflookup) && first) {
|
|
handler();
|
|
first = false;
|
|
}
|
|
}
|
|
EventHandler.emitEvent(
|
|
IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, {
|
|
filter: filter,
|
|
reflookup: reflookup,
|
|
checkboxes: settings.checkboxes,
|
|
bommode: settings.bommode,
|
|
});
|
|
}
|
|
|
|
function highlightPreviousRow() {
|
|
if (!currentHighlightedRowId) {
|
|
highlightHandlers[highlightHandlers.length - 1].handler();
|
|
} else {
|
|
if (highlightHandlers.length > 1 &&
|
|
highlightHandlers[0].id == currentHighlightedRowId) {
|
|
highlightHandlers[highlightHandlers.length - 1].handler();
|
|
} else {
|
|
for (var i = 0; i < highlightHandlers.length - 1; i++) {
|
|
if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
|
|
highlightHandlers[i].handler();
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
}
|
|
|
|
function highlightNextRow() {
|
|
if (!currentHighlightedRowId) {
|
|
highlightHandlers[0].handler();
|
|
} else {
|
|
if (highlightHandlers.length > 1 &&
|
|
highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
|
|
highlightHandlers[0].handler();
|
|
} else {
|
|
for (var i = 1; i < highlightHandlers.length; i++) {
|
|
if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
|
|
highlightHandlers[i].handler();
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
}
|
|
|
|
function populateBomTable() {
|
|
populateBomHeader();
|
|
populateBomBody();
|
|
setBomHandlers();
|
|
resizableGrid(bomhead);
|
|
}
|
|
|
|
function footprintsClicked(footprintIndexes) {
|
|
var lastClickedIndex = footprintIndexes.indexOf(lastClicked);
|
|
for (var i = 1; i <= footprintIndexes.length; i++) {
|
|
var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length];
|
|
if (refIndex in footprintIndexToHandler) {
|
|
lastClicked = refIndex;
|
|
footprintIndexToHandler[refIndex]();
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
|
|
function netClicked(net) {
|
|
if (net in netsToHandler) {
|
|
netsToHandler[net]();
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
} else {
|
|
clearHighlightedFootprints();
|
|
highlightedNet = net;
|
|
drawHighlights();
|
|
}
|
|
}
|
|
|
|
function updateFilter(input) {
|
|
filter = input.toLowerCase();
|
|
populateBomTable();
|
|
}
|
|
|
|
function updateRefLookup(input) {
|
|
reflookup = input.toLowerCase();
|
|
populateBomTable();
|
|
}
|
|
|
|
function changeCanvasLayout(layout) {
|
|
document.getElementById("fl-btn").classList.remove("depressed");
|
|
document.getElementById("fb-btn").classList.remove("depressed");
|
|
document.getElementById("bl-btn").classList.remove("depressed");
|
|
switch (layout) {
|
|
case 'F':
|
|
document.getElementById("fl-btn").classList.add("depressed");
|
|
if (settings.bomlayout != "bom-only") {
|
|
canvassplit.collapse(1);
|
|
}
|
|
break;
|
|
case 'B':
|
|
document.getElementById("bl-btn").classList.add("depressed");
|
|
if (settings.bomlayout != "bom-only") {
|
|
canvassplit.collapse(0);
|
|
}
|
|
break;
|
|
default:
|
|
document.getElementById("fb-btn").classList.add("depressed");
|
|
if (settings.bomlayout != "bom-only") {
|
|
canvassplit.setSizes([50, 50]);
|
|
}
|
|
}
|
|
settings.canvaslayout = layout;
|
|
writeStorage("canvaslayout", layout);
|
|
resizeAll();
|
|
changeBomMode(settings.bommode);
|
|
}
|
|
|
|
function populateMetadata() {
|
|
document.getElementById("title").innerHTML = pcbdata.metadata.title;
|
|
document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
|
|
document.getElementById("company").innerHTML = pcbdata.metadata.company;
|
|
document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
|
|
if (pcbdata.metadata.title != "") {
|
|
document.title = pcbdata.metadata.title + " BOM";
|
|
}
|
|
// Calculate board stats
|
|
var fp_f = 0,
|
|
fp_b = 0,
|
|
pads_f = 0,
|
|
pads_b = 0,
|
|
pads_th = 0;
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
if (pcbdata.bom.skipped.includes(i)) continue;
|
|
var mod = pcbdata.footprints[i];
|
|
if (mod.layer == "F") {
|
|
fp_f++;
|
|
} else {
|
|
fp_b++;
|
|
}
|
|
for (var pad of mod.pads) {
|
|
if (pad.type == "th") {
|
|
pads_th++;
|
|
} else {
|
|
if (pad.layers.includes("F")) {
|
|
pads_f++;
|
|
}
|
|
if (pad.layers.includes("B")) {
|
|
pads_b++;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
document.getElementById("stats-components-front").innerHTML = fp_f;
|
|
document.getElementById("stats-components-back").innerHTML = fp_b;
|
|
document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
|
|
document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
|
|
document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
|
|
document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
|
|
document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
|
|
document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
|
|
document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
|
|
document.getElementById("stats-th-pads").innerHTML = pads_th;
|
|
// Update version string
|
|
document.getElementById("github-link").innerHTML = "InteractiveHtmlBom " +
|
|
/^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
|
|
}
|
|
|
|
function changeBomLayout(layout) {
|
|
document.getElementById("bom-btn").classList.remove("depressed");
|
|
document.getElementById("lr-btn").classList.remove("depressed");
|
|
document.getElementById("tb-btn").classList.remove("depressed");
|
|
switch (layout) {
|
|
case 'bom-only':
|
|
document.getElementById("bom-btn").classList.add("depressed");
|
|
if (bomsplit) {
|
|
bomsplit.destroy();
|
|
bomsplit = null;
|
|
canvassplit.destroy();
|
|
canvassplit = null;
|
|
}
|
|
document.getElementById("frontcanvas").style.display = "none";
|
|
document.getElementById("backcanvas").style.display = "none";
|
|
document.getElementById("topmostdiv").style.height = "";
|
|
document.getElementById("topmostdiv").style.display = "block";
|
|
break;
|
|
case 'top-bottom':
|
|
document.getElementById("tb-btn").classList.add("depressed");
|
|
document.getElementById("frontcanvas").style.display = "";
|
|
document.getElementById("backcanvas").style.display = "";
|
|
document.getElementById("topmostdiv").style.height = "100%";
|
|
document.getElementById("topmostdiv").style.display = "flex";
|
|
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("topmostdiv").style.height = "100%";
|
|
document.getElementById("topmostdiv").style.display = "flex";
|
|
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";
|
|
}
|
|
|
|
function topToggle() {
|
|
var top = document.getElementById("top");
|
|
var toptoggle = document.getElementById("toptoggle");
|
|
if (top.style.display === "none") {
|
|
top.style.display = "flex";
|
|
toptoggle.classList.remove("flipped");
|
|
} else {
|
|
top.style.display = "none";
|
|
toptoggle.classList.add("flipped");
|
|
}
|
|
}
|
|
|
|
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);
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
// EventHandler.registerCallback(IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, () => {
|
|
// for(var tr of bom.childNodes) {
|
|
// tr.onclick = tr.onmousemove;
|
|
// tr.onmousemove = null;
|
|
// };
|
|
// });
|
|
|
|
///////////////////////////////////////////////
|
|
</script>
|
|
</head>
|
|
|
|
<body>
|
|
|
|
<div id="topmostdiv" class="topmostdiv">
|
|
<div id="top">
|
|
<div id="fileinfodiv">
|
|
<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 id="bomcontrols">
|
|
<div class="hideonprint menu">
|
|
<button class="menubtn"></button>
|
|
<div class="menu-content">
|
|
<label class="menu-label menu-label-top" style="width: calc(50% - 18px)">
|
|
<input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
|
|
Dark mode
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
|
|
Full Screen
|
|
</label>
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
|
|
Fab layer
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
|
|
Silkscreen
|
|
</label>
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
|
|
References
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
|
|
Values
|
|
</label>
|
|
<div id="tracksAndZonesCheckboxes">
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
|
|
Tracks
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
|
|
Zones
|
|
</label>
|
|
</div>
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
|
|
Pads
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
|
|
DNP outlined
|
|
</label>
|
|
<label class="menu-label">
|
|
<input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
|
|
Continuous redraw on drag
|
|
</label>
|
|
<label class="menu-label">
|
|
Highlight first pin
|
|
<form id="highlightpin1">
|
|
<div class="flexbox">
|
|
<label>
|
|
<input type="radio" name="highlightpin1" value="none" onchange="setHighlightPin1('none')">
|
|
None
|
|
</label>
|
|
<label>
|
|
<input type="radio" name="highlightpin1" value="all" onchange="setHighlightPin1('all')">
|
|
All
|
|
</label>
|
|
<label>
|
|
<input type="radio" name="highlightpin1" value="selected" onchange="setHighlightPin1('selected')">
|
|
Selected
|
|
</label>
|
|
</div>
|
|
</form>
|
|
</label>
|
|
<label class="menu-label">
|
|
<span>Board rotation</span>
|
|
<span style="float: right"><span id="rotationDegree">0</span>°</span>
|
|
<input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
|
|
</label>
|
|
<label class="menu-label">
|
|
<input id="offsetBackRotationCheckbox" type="checkbox" onchange="setOffsetBackRotation(this.checked)">
|
|
Offset back rotation
|
|
</label>
|
|
<label class="menu-label">
|
|
<div style="margin-left: 5px">Bom checkboxes</div>
|
|
<input id="bomCheckboxes" class="menu-textbox" type=text
|
|
oninput="setBomCheckboxes(this.value)">
|
|
</label>
|
|
<label class="menu-label">
|
|
<div style="margin-left: 5px">Mark when checked</div>
|
|
<div id="markWhenCheckedContainer"></div>
|
|
</label>
|
|
<label class="menu-label">
|
|
<span class="shameless-plug">
|
|
<span>Created using</span>
|
|
<a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
|
|
<a target="blank" title="Mouse and keyboard help" href="https://github.com/openscopeproject/InteractiveHtmlBom/wiki/Usage#bom-page-mouse-actions" style="text-decoration: none;"><label class="help-link">?</label></a>
|
|
</span>
|
|
</label>
|
|
</div>
|
|
</div>
|
|
<div class="button-container hideonprint">
|
|
<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">
|
|
<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">
|
|
<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">
|
|
<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">
|
|
<button class="iobtn"></button>
|
|
<div class="menu-content">
|
|
<div class="menu-label menu-label-top">
|
|
<div style="margin-left: 5px;">Save board image</div>
|
|
<div class="flexbox">
|
|
<input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
|
|
style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
|
|
<span>X</span>
|
|
<input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
|
|
style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
|
|
</div>
|
|
<label>
|
|
<input id="render-save-transparent" type="checkbox">
|
|
Transparent background
|
|
</label>
|
|
<div class="flexbox">
|
|
<button class="savebtn" onclick="saveImage('F')">Front</button>
|
|
<button class="savebtn" onclick="saveImage('B')">Back</button>
|
|
</div>
|
|
</div>
|
|
<div class="menu-label">
|
|
<span style="margin-left: 5px;">Config and checkbox state</span>
|
|
<div class="flexbox">
|
|
<button class="savebtn" onclick="saveSettings()">Export</button>
|
|
<button class="savebtn" onclick="loadSettings()">Import</button>
|
|
<button class="savebtn" onclick="resetSettings()">Reset</button>
|
|
</div>
|
|
</div>
|
|
<div class="menu-label">
|
|
<span style="margin-left: 5px;">Save bom table as</span>
|
|
<div class="flexbox">
|
|
<button class="savebtn" onclick="saveBomTable('csv')">csv</button>
|
|
<button class="savebtn" onclick="saveBomTable('txt')">txt</button>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
<div id="topdivider">
|
|
<div class="hideonprint">
|
|
<div id="toptoggle" onclick="topToggle()">︽</div>
|
|
</div>
|
|
</div>
|
|
<div id="bot" class="split" style="flex: 1 1">
|
|
<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>
|