4346 lines
1.0 MiB
4346 lines
1.0 MiB
<!DOCTYPE html>
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<html lang="en">
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<head>
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<meta charset="UTF-8">
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<meta name="viewport" content="width=device-width, initial-scale=1.0">
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<title>Interactive BOM for KiCAD</title>
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<style type="text/css">
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:root {
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--pcb-edge-color: black;
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--pad-color: #878787;
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--pad-hole-color: #CCCCCC;
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--pad-color-highlight: #D04040;
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--pad-color-highlight-both: #D0D040;
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--pad-color-highlight-marked: #44a344;
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--pin1-outline-color: #ffb629;
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--pin1-outline-color-highlight: #ffb629;
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--pin1-outline-color-highlight-both: #fcbb39;
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--pin1-outline-color-highlight-marked: #fdbe41;
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--silkscreen-edge-color: #aa4;
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--silkscreen-polygon-color: #4aa;
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--silkscreen-text-color: #4aa;
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--fabrication-edge-color: #907651;
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--fabrication-polygon-color: #907651;
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--fabrication-text-color: #a27c24;
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--track-color: #def5f1;
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--track-color-highlight: #D04040;
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--zone-color: #def5f1;
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--zone-color-highlight: #d0404080;
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}
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html,
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body {
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margin: 0px;
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height: 100%;
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font-family: Verdana, sans-serif;
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}
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.dark.topmostdiv {
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--pcb-edge-color: #eee;
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--pad-color: #808080;
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--pin1-outline-color: #ffa800;
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--pin1-outline-color-highlight: #ccff00;
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--track-color: #42524f;
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--zone-color: #42524f;
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background-color: #252c30;
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color: #eee;
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}
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button {
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background-color: #eee;
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border: 1px solid #888;
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color: black;
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height: 44px;
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width: 44px;
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text-align: center;
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text-decoration: none;
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display: inline-block;
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font-size: 14px;
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font-weight: bolder;
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}
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.dark button {
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/* This will be inverted */
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background-color: #c3b7b5;
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}
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button.depressed {
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background-color: #0a0;
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color: white;
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}
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.dark button.depressed {
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/* This will be inverted */
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background-color: #b3b;
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}
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button:focus {
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outline: 0;
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}
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button#tb-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.32 290.12h5.82M1.32 291.45h5.82' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 292.5v4.23M.26 292.63H8.2' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='1.35' y='295.73'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
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}
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button#lr-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.06 290.12H3.7m-2.64 1.33H3.7m-2.64 1.32H3.7m-2.64 1.3H3.7m-2.64 1.33H3.7' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 288.8v7.94m0-4.11h3.96' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='5.11' y='291.96'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
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}
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button#bom-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)' fill='none' stroke='%23000' stroke-width='.4'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' stroke-linejoin='round'/%3E%3Cpath d='M1.59 290.12h5.29M1.59 291.45h5.33M1.59 292.75h5.33M1.59 294.09h5.33M1.59 295.41h5.33'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-grouped-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m4 0h5m4 0h3M6.1 22h3m3.9 0h5m4 0h4m-16-8h4m4 0h4'/%3E%3Cpath stroke-linecap='null' d='M5 17.5h22M5 26.6h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-ungrouped-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m-4 8h3m-3 8h4'/%3E%3Cpath stroke-linecap='null' d='M5 13.5h22m-22 8h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-netlist-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg fill='none' stroke='%23000' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-width='2' d='M6 26l6-6v-8m13.8-6.3l-6 6v8'/%3E%3Ccircle cx='11.8' cy='9.5' r='2.8' stroke-width='2'/%3E%3Ccircle cx='19.8' cy='22.8' r='2.8' stroke-width='2'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#copy {
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background-image: url("data:image/svg+xml,%3Csvg height='48' viewBox='0 0 48 48' width='48' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 0h48v48h-48z' fill='none'/%3E%3Cpath d='M32 2h-24c-2.21 0-4 1.79-4 4v28h4v-28h24v-4zm6 8h-22c-2.21 0-4 1.79-4 4v28c0 2.21 1.79 4 4 4h22c2.21 0 4-1.79 4-4v-28c0-2.21-1.79-4-4-4zm0 32h-22v-28h22v28z'/%3E%3C/svg%3E");
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background-position: 6px 6px;
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background-repeat: no-repeat;
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background-size: 26px 26px;
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border-radius: 6px;
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height: 40px;
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width: 40px;
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margin: 10px 5px;
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}
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button#copy:active {
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box-shadow: inset 0px 0px 5px #6c6c6c;
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}
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textarea.clipboard-temp {
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position: fixed;
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top: 0;
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left: 0;
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width: 2em;
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height: 2em;
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padding: 0;
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border: None;
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outline: None;
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box-shadow: None;
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background: transparent;
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}
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.left-most-button {
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border-right: 0;
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border-top-left-radius: 6px;
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border-bottom-left-radius: 6px;
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}
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.middle-button {
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border-right: 0;
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}
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.right-most-button {
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border-top-right-radius: 6px;
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border-bottom-right-radius: 6px;
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}
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.button-container {
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font-size: 0;
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margin: 10px 10px 10px 0px;
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}
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.dark .button-container {
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filter: invert(1);
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}
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.button-container button {
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background-size: 32px 32px;
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background-position: 5px 5px;
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background-repeat: no-repeat;
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}
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@media print {
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.hideonprint {
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display: none;
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}
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}
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canvas {
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cursor: crosshair;
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}
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canvas:active {
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cursor: grabbing;
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}
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.fileinfo {
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width: 100%;
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max-width: 1000px;
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border: none;
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padding: 5px;
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}
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.fileinfo .title {
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font-size: 20pt;
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font-weight: bold;
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}
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.fileinfo td {
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overflow: hidden;
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white-space: nowrap;
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max-width: 1px;
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width: 50%;
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text-overflow: ellipsis;
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}
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.bom {
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border-collapse: collapse;
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font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
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font-size: 10pt;
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table-layout: fixed;
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width: 100%;
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margin-top: 1px;
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position: relative;
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}
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.bom th,
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.bom td {
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border: 1px solid black;
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padding: 5px;
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word-wrap: break-word;
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text-align: center;
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position: relative;
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}
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.dark .bom th,
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.dark .bom td {
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border: 1px solid #777;
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}
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.bom th {
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background-color: #CCCCCC;
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background-clip: padding-box;
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}
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.dark .bom th {
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background-color: #3b4749;
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}
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.bom tr.highlighted:nth-child(n) {
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background-color: #cfc;
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}
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.dark .bom tr.highlighted:nth-child(n) {
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background-color: #226022;
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}
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.bom tr:nth-child(even) {
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background-color: #f2f2f2;
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}
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.dark .bom tr:nth-child(even) {
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background-color: #313b40;
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}
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.bom tr.checked {
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color: #1cb53d;
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}
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.dark .bom tr.checked {
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color: #2cce54;
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}
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.bom tr {
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transition: background-color 0.2s;
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}
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.bom .numCol {
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width: 30px;
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}
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.bom .value {
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width: 15%;
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}
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.bom .quantity {
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width: 65px;
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}
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.bom th .sortmark {
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position: absolute;
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right: 1px;
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top: 1px;
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margin-top: -5px;
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border-width: 5px;
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border-style: solid;
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border-color: transparent transparent #221 transparent;
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transform-origin: 50% 85%;
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transition: opacity 0.2s, transform 0.4s;
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}
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.dark .bom th .sortmark {
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filter: invert(1);
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}
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.bom th .sortmark.none {
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opacity: 0;
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}
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.bom th .sortmark.desc {
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transform: rotate(180deg);
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}
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.bom th:hover .sortmark.none {
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opacity: 0.5;
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}
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.bom .bom-checkbox {
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width: 30px;
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position: relative;
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user-select: none;
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-moz-user-select: none;
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}
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.bom .bom-checkbox:before {
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content: "";
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position: absolute;
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border-width: 15px;
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border-style: solid;
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border-color: #51829f transparent transparent transparent;
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visibility: hidden;
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top: -15px;
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}
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.bom .bom-checkbox:after {
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content: "Double click to set/unset all";
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position: absolute;
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color: white;
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top: -35px;
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left: -26px;
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background: #51829f;
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padding: 5px 15px;
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border-radius: 8px;
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white-space: nowrap;
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visibility: hidden;
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}
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.bom .bom-checkbox:hover:before,
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.bom .bom-checkbox:hover:after {
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visibility: visible;
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transition: visibility 0.2s linear 1s;
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}
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.split {
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-webkit-box-sizing: border-box;
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-moz-box-sizing: border-box;
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box-sizing: border-box;
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overflow-y: auto;
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overflow-x: hidden;
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background-color: inherit;
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}
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.split.split-horizontal,
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.gutter.gutter-horizontal {
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height: 100%;
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float: left;
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}
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.gutter {
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background-color: #ddd;
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background-repeat: no-repeat;
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background-position: 50%;
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transition: background-color 0.3s;
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}
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.dark .gutter {
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background-color: #777;
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}
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.gutter.gutter-horizontal {
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAeCAYAAADkftS9AAAAIklEQVQoU2M4c+bMfxAGAgYYmwGrIIiDjrELjpo5aiZeMwF+yNnOs5KSvgAAAABJRU5ErkJggg==');
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cursor: ew-resize;
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width: 5px;
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}
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.gutter.gutter-vertical {
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAFAQMAAABo7865AAAABlBMVEVHcEzMzMzyAv2sAAAAAXRSTlMAQObYZgAAABBJREFUeF5jOAMEEAIEEFwAn3kMwcB6I2AAAAAASUVORK5CYII=');
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cursor: ns-resize;
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height: 5px;
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}
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.searchbox {
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float: left;
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height: 40px;
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margin: 10px 5px;
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padding: 12px 32px;
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font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
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font-size: 18px;
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box-sizing: border-box;
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border: 1px solid #888;
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border-radius: 6px;
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outline: none;
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background-color: #eee;
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transition: background-color 0.2s, border 0.2s;
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAABNklEQVQ4T8XSMUvDQBQH8P/LElFa/AIZHcTBQSz0I/gFstTBRR2KUC4ldDxw7h0Bl3RRUATxi4iiODgoiLNrbQYp5J6cpJJqomkX33Z37/14d/dIa33MzDuYI4johOI4XhyNRteO46zNYjDzAxE1yBZprVeZ+QbAUhXEGJMA2Ox2u4+fQIa0mPmsCgCgJYQ4t7lfgF0opQYAdv9ABkKI/UnOFCClXKjX61cA1osQY8x9kiRNKeV7IWA3oyhaSdP0FkAtjxhj3hzH2RBCPOf3pzqYHCilfAAX+URm9oMguPzeWSGQvUcMYC8rOBJCHBRdqxTo9/vbRHRqi8bj8XKv1xvODbiuW2u32/bvf0SlDv4XYOY7z/Mavu+nM1+BmQ+NMc0wDF/LprP0DbTWW0T00ul0nn4b7Q87+X4Qmfiq2wAAAABJRU5ErkJggg==');
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background-position: 10px 10px;
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background-repeat: no-repeat;
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}
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.dark .searchbox {
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background-color: #111;
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color: #eee;
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}
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.searchbox::placeholder {
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color: #ccc;
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}
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.dark .searchbox::placeholder {
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color: #666;
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}
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.filter {
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width: calc(60% - 64px);
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}
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.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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.dark mark.highlight {
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background-color: #76a6da;
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color: #111;
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}
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.menubtn {
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background-color: white;
|
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border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.statsbtn {
|
|
background-color: white;
|
|
border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.iobtn {
|
|
background-color: white;
|
|
border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.visbtn {
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
padding: 15px;
|
|
}
|
|
|
|
#vismenu-content {
|
|
left: 0px;
|
|
font-family: Verdana, sans-serif;
|
|
}
|
|
|
|
.dark .statsbtn,
|
|
.dark .savebtn,
|
|
.dark .menubtn,
|
|
.dark .iobtn,
|
|
.dark .visbtn {
|
|
filter: invert(1);
|
|
}
|
|
|
|
.flexbox {
|
|
display: flex;
|
|
align-items: center;
|
|
justify-content: space-between;
|
|
width: 100%;
|
|
}
|
|
|
|
.savebtn {
|
|
background-color: #d6d6d6;
|
|
width: auto;
|
|
height: 30px;
|
|
flex-grow: 1;
|
|
margin: 5px;
|
|
border-radius: 4px;
|
|
}
|
|
|
|
.savebtn:active {
|
|
background-color: #0a0;
|
|
color: white;
|
|
}
|
|
|
|
.dark .savebtn:active {
|
|
/* This will be inverted */
|
|
background-color: #b3b;
|
|
}
|
|
|
|
.stats {
|
|
border-collapse: collapse;
|
|
font-size: 12pt;
|
|
table-layout: fixed;
|
|
width: 100%;
|
|
min-width: 450px;
|
|
}
|
|
|
|
.dark .stats td {
|
|
border: 1px solid #bbb;
|
|
}
|
|
|
|
.stats td {
|
|
border: 1px solid black;
|
|
padding: 5px;
|
|
word-wrap: break-word;
|
|
text-align: center;
|
|
position: relative;
|
|
}
|
|
|
|
#checkbox-stats div {
|
|
position: absolute;
|
|
left: 0;
|
|
top: 0;
|
|
height: 100%;
|
|
width: 100%;
|
|
display: flex;
|
|
align-items: center;
|
|
justify-content: center;
|
|
}
|
|
|
|
#checkbox-stats .bar {
|
|
background-color: rgba(28, 251, 0, 0.6);
|
|
}
|
|
|
|
.menu {
|
|
position: relative;
|
|
display: inline-block;
|
|
margin: 10px 10px 10px 0px;
|
|
}
|
|
|
|
.menu-content {
|
|
font-size: 12pt !important;
|
|
text-align: left !important;
|
|
font-weight: normal !important;
|
|
display: none;
|
|
position: absolute;
|
|
background-color: white;
|
|
right: 0;
|
|
min-width: 300px;
|
|
box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
|
|
z-index: 100;
|
|
padding: 8px;
|
|
}
|
|
|
|
.dark .menu-content {
|
|
background-color: #111;
|
|
}
|
|
|
|
.menu:hover .menu-content {
|
|
display: block;
|
|
}
|
|
|
|
.menu:hover .menubtn,
|
|
.menu:hover .iobtn,
|
|
.menu:hover .statsbtn {
|
|
background-color: #eee;
|
|
}
|
|
|
|
.menu-label {
|
|
display: inline-block;
|
|
padding: 8px;
|
|
border: 1px solid #ccc;
|
|
border-top: 0;
|
|
width: calc(100% - 18px);
|
|
}
|
|
|
|
.menu-label-top {
|
|
border-top: 1px solid #ccc;
|
|
}
|
|
|
|
.menu-textbox {
|
|
float: left;
|
|
height: 24px;
|
|
margin: 10px 5px;
|
|
padding: 5px 5px;
|
|
font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
|
|
font-size: 14px;
|
|
box-sizing: border-box;
|
|
border: 1px solid #888;
|
|
border-radius: 4px;
|
|
outline: none;
|
|
background-color: #eee;
|
|
transition: background-color 0.2s, border 0.2s;
|
|
width: calc(100% - 10px);
|
|
}
|
|
|
|
.menu-textbox.invalid,
|
|
.dark .menu-textbox.invalid {
|
|
color: red;
|
|
}
|
|
|
|
.dark .menu-textbox {
|
|
background-color: #222;
|
|
color: #eee;
|
|
}
|
|
|
|
.radio-container {
|
|
margin: 4px;
|
|
}
|
|
|
|
.topmostdiv {
|
|
width: 100%;
|
|
height: 100%;
|
|
background-color: white;
|
|
transition: background-color 0.3s;
|
|
}
|
|
|
|
#top {
|
|
height: 78px;
|
|
border-bottom: 2px solid black;
|
|
}
|
|
|
|
.dark #top {
|
|
border-bottom: 2px solid #ccc;
|
|
}
|
|
|
|
#dbg {
|
|
display: block;
|
|
}
|
|
|
|
::-webkit-scrollbar {
|
|
width: 8px;
|
|
}
|
|
|
|
::-webkit-scrollbar-track {
|
|
background: #aaa;
|
|
}
|
|
|
|
::-webkit-scrollbar-thumb {
|
|
background: #666;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
::-webkit-scrollbar-thumb:hover {
|
|
background: #555;
|
|
}
|
|
|
|
.slider {
|
|
-webkit-appearance: none;
|
|
width: 100%;
|
|
margin: 3px 0;
|
|
padding: 0;
|
|
outline: none;
|
|
opacity: 0.7;
|
|
-webkit-transition: .2s;
|
|
transition: opacity .2s;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider:hover {
|
|
opacity: 1;
|
|
}
|
|
|
|
.slider:focus {
|
|
outline: none;
|
|
}
|
|
|
|
.slider::-webkit-slider-runnable-track {
|
|
-webkit-appearance: none;
|
|
width: 100%;
|
|
height: 8px;
|
|
background: #d3d3d3;
|
|
border-radius: 3px;
|
|
border: none;
|
|
}
|
|
|
|
.slider::-webkit-slider-thumb {
|
|
-webkit-appearance: none;
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
margin-top: -4px;
|
|
}
|
|
|
|
.dark .slider::-webkit-slider-thumb {
|
|
background: #3d3;
|
|
}
|
|
|
|
.slider::-moz-range-thumb {
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
}
|
|
|
|
.slider::-moz-range-track {
|
|
height: 8px;
|
|
background: #d3d3d3;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.dark .slider::-moz-range-thumb {
|
|
background: #3d3;
|
|
}
|
|
|
|
.slider::-ms-track {
|
|
width: 100%;
|
|
height: 8px;
|
|
border-width: 3px 0;
|
|
background: transparent;
|
|
border-color: transparent;
|
|
color: transparent;
|
|
transition: opacity .2s;
|
|
}
|
|
|
|
.slider::-ms-fill-lower {
|
|
background: #d3d3d3;
|
|
border: none;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider::-ms-fill-upper {
|
|
background: #d3d3d3;
|
|
border: none;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider::-ms-thumb {
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
margin: 0;
|
|
}
|
|
|
|
.shameless-plug {
|
|
font-size: 0.8em;
|
|
text-align: center;
|
|
display: block;
|
|
}
|
|
|
|
a {
|
|
color: #0278a4;
|
|
}
|
|
|
|
.dark a {
|
|
color: #00b9fd;
|
|
}
|
|
|
|
#frontcanvas,
|
|
#backcanvas {
|
|
touch-action: none;
|
|
}
|
|
|
|
.placeholder {
|
|
border: 1px dashed #9f9fda !important;
|
|
background-color: #edf2f7 !important;
|
|
}
|
|
|
|
.dragging {
|
|
z-index: 999;
|
|
}
|
|
|
|
.dark .dragging>table>tbody>tr {
|
|
background-color: #252c30;
|
|
}
|
|
|
|
.dark .placeholder {
|
|
filter: invert(1);
|
|
}
|
|
|
|
.column-spacer {
|
|
top: 0;
|
|
left: 0;
|
|
width: calc(100% - 4px);
|
|
position: absolute;
|
|
cursor: pointer;
|
|
user-select: none;
|
|
height: 100%;
|
|
}
|
|
|
|
.column-width-handle {
|
|
top: 0;
|
|
right: 0;
|
|
width: 4px;
|
|
position: absolute;
|
|
cursor: col-resize;
|
|
user-select: none;
|
|
height: 100%;
|
|
}
|
|
|
|
.column-width-handle:hover {
|
|
background-color: #4f99bd;
|
|
}
|
|
|
|
|
|
</style>
|
|
<script type="text/javascript" >
|
|
///////////////////////////////////////////////
|
|
/*
|
|
Split.js - v1.3.5
|
|
MIT License
|
|
https://github.com/nathancahill/Split.js
|
|
*/
|
|
!function(e,t){"object"==typeof exports&&"undefined"!=typeof module?module.exports=t():"function"==typeof define&&define.amd?define(t):e.Split=t()}(this,function(){"use strict";var e=window,t=e.document,n="addEventListener",i="removeEventListener",r="getBoundingClientRect",s=function(){return!1},o=e.attachEvent&&!e[n],a=["","-webkit-","-moz-","-o-"].filter(function(e){var n=t.createElement("div");return n.style.cssText="width:"+e+"calc(9px)",!!n.style.length}).shift()+"calc",l=function(e){return"string"==typeof e||e instanceof String?t.querySelector(e):e};return function(u,c){function z(e,t,n){var i=A(y,t,n);Object.keys(i).forEach(function(t){return e.style[t]=i[t]})}function h(e,t){var n=B(y,t);Object.keys(n).forEach(function(t){return e.style[t]=n[t]})}function f(e){var t=E[this.a],n=E[this.b],i=t.size+n.size;t.size=e/this.size*i,n.size=i-e/this.size*i,z(t.element,t.size,this.aGutterSize),z(n.element,n.size,this.bGutterSize)}function m(e){var t;this.dragging&&((t="touches"in e?e.touches[0][b]-this.start:e[b]-this.start)<=E[this.a].minSize+M+this.aGutterSize?t=E[this.a].minSize+this.aGutterSize:t>=this.size-(E[this.b].minSize+M+this.bGutterSize)&&(t=this.size-(E[this.b].minSize+this.bGutterSize)),f.call(this,t),c.onDrag&&c.onDrag())}function g(){var e=E[this.a].element,t=E[this.b].element;this.size=e[r]()[y]+t[r]()[y]+this.aGutterSize+this.bGutterSize,this.start=e[r]()[G]}function d(){var t=this,n=E[t.a].element,r=E[t.b].element;t.dragging&&c.onDragEnd&&c.onDragEnd(),t.dragging=!1,e[i]("mouseup",t.stop),e[i]("touchend",t.stop),e[i]("touchcancel",t.stop),t.parent[i]("mousemove",t.move),t.parent[i]("touchmove",t.move),delete t.stop,delete t.move,n[i]("selectstart",s),n[i]("dragstart",s),r[i]("selectstart",s),r[i]("dragstart",s),n.style.userSelect="",n.style.webkitUserSelect="",n.style.MozUserSelect="",n.style.pointerEvents="",r.style.userSelect="",r.style.webkitUserSelect="",r.style.MozUserSelect="",r.style.pointerEvents="",t.gutter.style.cursor="",t.parent.style.cursor=""}function S(t){var i=this,r=E[i.a].element,o=E[i.b].element;!i.dragging&&c.onDragStart&&c.onDragStart(),t.preventDefault(),i.dragging=!0,i.move=m.bind(i),i.stop=d.bind(i),e[n]("mouseup",i.stop),e[n]("touchend",i.stop),e[n]("touchcancel",i.stop),i.parent[n]("mousemove",i.move),i.parent[n]("touchmove",i.move),r[n]("selectstart",s),r[n]("dragstart",s),o[n]("selectstart",s),o[n]("dragstart",s),r.style.userSelect="none",r.style.webkitUserSelect="none",r.style.MozUserSelect="none",r.style.pointerEvents="none",o.style.userSelect="none",o.style.webkitUserSelect="none",o.style.MozUserSelect="none",o.style.pointerEvents="none",i.gutter.style.cursor=j,i.parent.style.cursor=j,g.call(i)}function v(e){e.forEach(function(t,n){if(n>0){var i=F[n-1],r=E[i.a],s=E[i.b];r.size=e[n-1],s.size=t,z(r.element,r.size,i.aGutterSize),z(s.element,s.size,i.bGutterSize)}})}function p(){F.forEach(function(e){e.parent.removeChild(e.gutter),E[e.a].element.style[y]="",E[e.b].element.style[y]=""})}void 0===c&&(c={});var y,b,G,E,w=l(u[0]).parentNode,D=e.getComputedStyle(w).flexDirection,U=c.sizes||u.map(function(){return 100/u.length}),k=void 0!==c.minSize?c.minSize:100,x=Array.isArray(k)?k:u.map(function(){return k}),L=void 0!==c.gutterSize?c.gutterSize:10,M=void 0!==c.snapOffset?c.snapOffset:30,O=c.direction||"horizontal",j=c.cursor||("horizontal"===O?"ew-resize":"ns-resize"),C=c.gutter||function(e,n){var i=t.createElement("div");return i.className="gutter gutter-"+n,i},A=c.elementStyle||function(e,t,n){var i={};return"string"==typeof t||t instanceof String?i[e]=t:i[e]=o?t+"%":a+"("+t+"% - "+n+"px)",i},B=c.gutterStyle||function(e,t){return n={},n[e]=t+"px",n;var n};"horizontal"===O?(y="width","clientWidth",b="clientX",G="left","paddingLeft"):"vertical"===O&&(y="height","clientHeight",b="clientY",G="top","paddingTop");var F=[];return E=u.map(function(e,t){var i,s={element:l(e),size:U[t],minSize:x[t]};if(t>0&&(i={a:t-1,b:t,dragging:!1,isFirst:1===t,isLast:t===u.length-1,direction:O,parent:w},i.aGutterSize=L,i.bGutterSize=L,i.isFirst&&(i.aGutterSize=L/2),i.isLast&&(i.bGutterSize=L/2),"row-reverse"===D||"column-reverse"===D)){var a=i.a;i.a=i.b,i.b=a}if(!o&&t>0){var c=C(t,O);h(c,L),c[n]("mousedown",S.bind(i)),c[n]("touchstart",S.bind(i)),w.insertBefore(c,s.element),i.gutter=c}0===t||t===u.length-1?z(s.element,s.size,L/2):z(s.element,s.size,L);var f=s.element[r]()[y];return f<s.minSize&&(s.minSize=f),t>0&&F.push(i),s}),o?{setSizes:v,destroy:p}:{setSizes:v,getSizes:function(){return E.map(function(e){return e.size})},collapse:function(e){if(e===F.length){var t=F[e-1];g.call(t),o||f.call(t,t.size-t.bGutterSize)}else{var n=F[e];g.call(n),o||f.call(n,n.aGutterSize)}},destroy:p}}});
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
|
|
// This work is free. You can redistribute it and/or modify it
|
|
// under the terms of the WTFPL, Version 2
|
|
// For more information see LICENSE.txt or http://www.wtfpl.net/
|
|
//
|
|
// For more information, the home page:
|
|
// http://pieroxy.net/blog/pages/lz-string/testing.html
|
|
//
|
|
// LZ-based compression algorithm, version 1.4.4
|
|
var LZString=function(){var o=String.fromCharCode,i={};var n={decompressFromBase64:function(o){return null==o?"":""==o?null:n._decompress(o.length,32,function(n){return function(o,n){if(!i[o]){i[o]={};for(var t=0;t<o.length;t++)i[o][o.charAt(t)]=t}return i[o][n]}("ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",o.charAt(n))})},_decompress:function(i,n,t){var r,e,a,s,p,u,l,f=[],c=4,d=4,h=3,v="",g=[],m={val:t(0),position:n,index:1};for(r=0;r<3;r+=1)f[r]=r;for(a=0,p=Math.pow(2,2),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 2:return""}for(f[3]=l,e=l,g.push(l);;){if(m.index>i)return"";for(a=0,p=Math.pow(2,h),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(l=a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 2:return g.join("")}if(0==c&&(c=Math.pow(2,h),h++),f[l])v=f[l];else{if(l!==d)return null;v=e+e.charAt(0)}g.push(v),f[d++]=e+v.charAt(0),e=v,0==--c&&(c=Math.pow(2,h),h++)}}};return n}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
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///////////////////////////////////////////////
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|
|
|
///////////////////////////////////////////////
|
|
/*!
|
|
* PEP v0.4.3 | https://github.com/jquery/PEP
|
|
* Copyright jQuery Foundation and other contributors | http://jquery.org/license
|
|
*/
|
|
!function(a,b){"object"==typeof exports&&"undefined"!=typeof module?module.exports=b():"function"==typeof define&&define.amd?define(b):a.PointerEventsPolyfill=b()}(this,function(){"use strict";function a(a,b){b=b||Object.create(null);var c=document.createEvent("Event");c.initEvent(a,b.bubbles||!1,b.cancelable||!1);
|
|
for(var d,e=2;e<m.length;e++)d=m[e],c[d]=b[d]||n[e];c.buttons=b.buttons||0;
|
|
var f=0;return f=b.pressure&&c.buttons?b.pressure:c.buttons?.5:0,c.x=c.clientX,c.y=c.clientY,c.pointerId=b.pointerId||0,c.width=b.width||0,c.height=b.height||0,c.pressure=f,c.tiltX=b.tiltX||0,c.tiltY=b.tiltY||0,c.twist=b.twist||0,c.tangentialPressure=b.tangentialPressure||0,c.pointerType=b.pointerType||"",c.hwTimestamp=b.hwTimestamp||0,c.isPrimary=b.isPrimary||!1,c}function b(){this.array=[],this.size=0}function c(a,b,c,d){this.addCallback=a.bind(d),this.removeCallback=b.bind(d),this.changedCallback=c.bind(d),A&&(this.observer=new A(this.mutationWatcher.bind(this)))}function d(a){return"body /shadow-deep/ "+e(a)}function e(a){return'[touch-action="'+a+'"]'}function f(a){return"{ -ms-touch-action: "+a+"; touch-action: "+a+"; }"}function g(){if(F){D.forEach(function(a){String(a)===a?(E+=e(a)+f(a)+"\n",G&&(E+=d(a)+f(a)+"\n")):(E+=a.selectors.map(e)+f(a.rule)+"\n",G&&(E+=a.selectors.map(d)+f(a.rule)+"\n"))});var a=document.createElement("style");a.textContent=E,document.head.appendChild(a)}}function h(){if(!window.PointerEvent){if(window.PointerEvent=a,window.navigator.msPointerEnabled){var b=window.navigator.msMaxTouchPoints;Object.defineProperty(window.navigator,"maxTouchPoints",{value:b,enumerable:!0}),u.registerSource("ms",_)}else Object.defineProperty(window.navigator,"maxTouchPoints",{value:0,enumerable:!0}),u.registerSource("mouse",N),void 0!==window.ontouchstart&&u.registerSource("touch",V);u.register(document)}}function i(a){if(!u.pointermap.has(a)){var b=new Error("InvalidPointerId");throw b.name="InvalidPointerId",b}}function j(a){for(var b=a.parentNode;b&&b!==a.ownerDocument;)b=b.parentNode;if(!b){var c=new Error("InvalidStateError");throw c.name="InvalidStateError",c}}function k(a){var b=u.pointermap.get(a);return 0!==b.buttons}function l(){window.Element&&!Element.prototype.setPointerCapture&&Object.defineProperties(Element.prototype,{setPointerCapture:{value:W},releasePointerCapture:{value:X},hasPointerCapture:{value:Y}})}
|
|
var m=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","pageX","pageY"],n=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0],o=window.Map&&window.Map.prototype.forEach,p=o?Map:b;b.prototype={set:function(a,b){return void 0===b?this["delete"](a):(this.has(a)||this.size++,void(this.array[a]=b))},has:function(a){return void 0!==this.array[a]},"delete":function(a){this.has(a)&&(delete this.array[a],this.size--)},get:function(a){return this.array[a]},clear:function(){this.array.length=0,this.size=0},forEach:function(a,b){return this.array.forEach(function(c,d){a.call(b,c,d,this)},this)}};var q=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","buttons","pointerId","width","height","pressure","tiltX","tiltY","pointerType","hwTimestamp","isPrimary","type","target","currentTarget","which","pageX","pageY","timeStamp"],r=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0,0,0,0,0,0,"",0,!1,"",null,null,0,0,0,0],s={pointerover:1,pointerout:1,pointerenter:1,pointerleave:1},t="undefined"!=typeof SVGElementInstance,u={pointermap:new p,eventMap:Object.create(null),captureInfo:Object.create(null),eventSources:Object.create(null),eventSourceList:[],registerSource:function(a,b){var c=b,d=c.events;d&&(d.forEach(function(a){c[a]&&(this.eventMap[a]=c[a].bind(c))},this),this.eventSources[a]=c,this.eventSourceList.push(c))},register:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
|
|
b.register.call(b,a)},unregister:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
|
|
b.unregister.call(b,a)},contains:function(a,b){try{return a.contains(b)}catch(c){return!1}},down:function(a){a.bubbles=!0,this.fireEvent("pointerdown",a)},move:function(a){a.bubbles=!0,this.fireEvent("pointermove",a)},up:function(a){a.bubbles=!0,this.fireEvent("pointerup",a)},enter:function(a){a.bubbles=!1,this.fireEvent("pointerenter",a)},leave:function(a){a.bubbles=!1,this.fireEvent("pointerleave",a)},over:function(a){a.bubbles=!0,this.fireEvent("pointerover",a)},out:function(a){a.bubbles=!0,this.fireEvent("pointerout",a)},cancel:function(a){a.bubbles=!0,this.fireEvent("pointercancel",a)},leaveOut:function(a){this.out(a),this.propagate(a,this.leave,!1)},enterOver:function(a){this.over(a),this.propagate(a,this.enter,!0)},eventHandler:function(a){if(!a._handledByPE){var b=a.type,c=this.eventMap&&this.eventMap[b];c&&c(a),a._handledByPE=!0}},listen:function(a,b){b.forEach(function(b){this.addEvent(a,b)},this)},unlisten:function(a,b){b.forEach(function(b){this.removeEvent(a,b)},this)},addEvent:function(a,b){a.addEventListener(b,this.boundHandler)},removeEvent:function(a,b){a.removeEventListener(b,this.boundHandler)},makeEvent:function(b,c){this.captureInfo[c.pointerId]&&(c.relatedTarget=null);var d=new a(b,c);return c.preventDefault&&(d.preventDefault=c.preventDefault),d._target=d._target||c.target,d},fireEvent:function(a,b){var c=this.makeEvent(a,b);return this.dispatchEvent(c)},cloneEvent:function(a){for(var b,c=Object.create(null),d=0;d<q.length;d++)b=q[d],c[b]=a[b]||r[d],!t||"target"!==b&&"relatedTarget"!==b||c[b]instanceof SVGElementInstance&&(c[b]=c[b].correspondingUseElement);return a.preventDefault&&(c.preventDefault=function(){a.preventDefault()}),c},getTarget:function(a){var b=this.captureInfo[a.pointerId];return b?a._target!==b&&a.type in s?void 0:b:a._target},propagate:function(a,b,c){for(var d=a.target,e=[];d!==document&&!d.contains(a.relatedTarget);) if(e.push(d),d=d.parentNode,!d)return;c&&e.reverse(),e.forEach(function(c){a.target=c,b.call(this,a)},this)},setCapture:function(b,c,d){this.captureInfo[b]&&this.releaseCapture(b,d),this.captureInfo[b]=c,this.implicitRelease=this.releaseCapture.bind(this,b,d),document.addEventListener("pointerup",this.implicitRelease),document.addEventListener("pointercancel",this.implicitRelease);var e=new a("gotpointercapture");e.pointerId=b,e._target=c,d||this.asyncDispatchEvent(e)},releaseCapture:function(b,c){var d=this.captureInfo[b];if(d){this.captureInfo[b]=void 0,document.removeEventListener("pointerup",this.implicitRelease),document.removeEventListener("pointercancel",this.implicitRelease);var e=new a("lostpointercapture");e.pointerId=b,e._target=d,c||this.asyncDispatchEvent(e)}},dispatchEvent:/*scope.external.dispatchEvent || */function(a){var b=this.getTarget(a);if(b)return b.dispatchEvent(a)},asyncDispatchEvent:function(a){requestAnimationFrame(this.dispatchEvent.bind(this,a))}};u.boundHandler=u.eventHandler.bind(u);var v={shadow:function(a){if(a)return a.shadowRoot||a.webkitShadowRoot},canTarget:function(a){return a&&Boolean(a.elementFromPoint)},targetingShadow:function(a){var b=this.shadow(a);if(this.canTarget(b))return b},olderShadow:function(a){var b=a.olderShadowRoot;if(!b){var c=a.querySelector("shadow");c&&(b=c.olderShadowRoot)}return b},allShadows:function(a){for(var b=[],c=this.shadow(a);c;)b.push(c),c=this.olderShadow(c);return b},searchRoot:function(a,b,c){if(a){var d,e,f=a.elementFromPoint(b,c);for(e=this.targetingShadow(f);e;){if(d=e.elementFromPoint(b,c)){var g=this.targetingShadow(d);return this.searchRoot(g,b,c)||d} e=this.olderShadow(e)} return f}},owner:function(a){
|
|
for(var b=a;b.parentNode;)b=b.parentNode;
|
|
return b.nodeType!==Node.DOCUMENT_NODE&&b.nodeType!==Node.DOCUMENT_FRAGMENT_NODE&&(b=document),b},findTarget:function(a){var b=a.clientX,c=a.clientY,d=this.owner(a.target);
|
|
return d.elementFromPoint(b,c)||(d=document),this.searchRoot(d,b,c)}},w=Array.prototype.forEach.call.bind(Array.prototype.forEach),x=Array.prototype.map.call.bind(Array.prototype.map),y=Array.prototype.slice.call.bind(Array.prototype.slice),z=Array.prototype.filter.call.bind(Array.prototype.filter),A=window.MutationObserver||window.WebKitMutationObserver,B="[touch-action]",C={subtree:!0,childList:!0,attributes:!0,attributeOldValue:!0,attributeFilter:["touch-action"]};c.prototype={watchSubtree:function(a){
|
|
//
|
|
this.observer&&v.canTarget(a)&&this.observer.observe(a,C)},enableOnSubtree:function(a){this.watchSubtree(a),a===document&&"complete"!==document.readyState?this.installOnLoad():this.installNewSubtree(a)},installNewSubtree:function(a){w(this.findElements(a),this.addElement,this)},findElements:function(a){return a.querySelectorAll?a.querySelectorAll(B):[]},removeElement:function(a){this.removeCallback(a)},addElement:function(a){this.addCallback(a)},elementChanged:function(a,b){this.changedCallback(a,b)},concatLists:function(a,b){return a.concat(y(b))},
|
|
installOnLoad:function(){document.addEventListener("readystatechange",function(){"complete"===document.readyState&&this.installNewSubtree(document)}.bind(this))},isElement:function(a){return a.nodeType===Node.ELEMENT_NODE},flattenMutationTree:function(a){
|
|
var b=x(a,this.findElements,this);
|
|
return b.push(z(a,this.isElement)),b.reduce(this.concatLists,[])},mutationWatcher:function(a){a.forEach(this.mutationHandler,this)},mutationHandler:function(a){if("childList"===a.type){var b=this.flattenMutationTree(a.addedNodes);b.forEach(this.addElement,this);var c=this.flattenMutationTree(a.removedNodes);c.forEach(this.removeElement,this)}else"attributes"===a.type&&this.elementChanged(a.target,a.oldValue)}};var D=["none","auto","pan-x","pan-y",{rule:"pan-x pan-y",selectors:["pan-x pan-y","pan-y pan-x"]}],E="",F=window.PointerEvent||window.MSPointerEvent,G=!window.ShadowDOMPolyfill&&document.head.createShadowRoot,H=u.pointermap,I=25,J=[1,4,2,8,16],K=!1;try{K=1===new MouseEvent("test",{buttons:1}).buttons}catch(L){}
|
|
var M,N={POINTER_ID:1,POINTER_TYPE:"mouse",events:["mousedown","mousemove","mouseup","mouseover","mouseout"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},lastTouches:[],
|
|
isEventSimulatedFromTouch:function(a){for(var b,c=this.lastTouches,d=a.clientX,e=a.clientY,f=0,g=c.length;f<g&&(b=c[f]);f++){
|
|
var h=Math.abs(d-b.x),i=Math.abs(e-b.y);if(h<=I&&i<=I)return!0}},prepareEvent:function(a){var b=u.cloneEvent(a),c=b.preventDefault;return b.preventDefault=function(){a.preventDefault(),c()},b.pointerId=this.POINTER_ID,b.isPrimary=!0,b.pointerType=this.POINTER_TYPE,b},prepareButtonsForMove:function(a,b){var c=H.get(this.POINTER_ID);
|
|
0!==b.which&&c?a.buttons=c.buttons:a.buttons=0,b.buttons=a.buttons},mousedown:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);K||(c.buttons=J[c.button],b&&(c.buttons|=b.buttons),a.buttons=c.buttons),H.set(this.POINTER_ID,a),b&&0!==b.buttons?u.move(c):u.down(c)}},mousemove:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.move(b)}},mouseup:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);if(!K){var d=J[c.button];
|
|
c.buttons=b?b.buttons&~d:0,a.buttons=c.buttons}H.set(this.POINTER_ID,a),
|
|
c.buttons&=~J[c.button],0===c.buttons?u.up(c):u.move(c)}},mouseover:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.enterOver(b)}},mouseout:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,u.leaveOut(b)}},cancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.deactivateMouse()},deactivateMouse:function(){H["delete"](this.POINTER_ID)}},O=u.captureInfo,P=v.findTarget.bind(v),Q=v.allShadows.bind(v),R=u.pointermap,S=2500,T=200,U="touch-action",V={events:["touchstart","touchmove","touchend","touchcancel"],register:function(a){M.enableOnSubtree(a)},unregister:function(){},elementAdded:function(a){var b=a.getAttribute(U),c=this.touchActionToScrollType(b);c&&(a._scrollType=c,u.listen(a,this.events),
|
|
Q(a).forEach(function(a){a._scrollType=c,u.listen(a,this.events)},this))},elementRemoved:function(a){a._scrollType=void 0,u.unlisten(a,this.events),
|
|
Q(a).forEach(function(a){a._scrollType=void 0,u.unlisten(a,this.events)},this)},elementChanged:function(a,b){var c=a.getAttribute(U),d=this.touchActionToScrollType(c),e=this.touchActionToScrollType(b);
|
|
d&&e?(a._scrollType=d,Q(a).forEach(function(a){a._scrollType=d},this)):e?this.elementRemoved(a):d&&this.elementAdded(a)},scrollTypes:{EMITTER:"none",XSCROLLER:"pan-x",YSCROLLER:"pan-y",SCROLLER:/^(?:pan-x pan-y)|(?:pan-y pan-x)|auto$/},touchActionToScrollType:function(a){var b=a,c=this.scrollTypes;return"none"===b?"none":b===c.XSCROLLER?"X":b===c.YSCROLLER?"Y":c.SCROLLER.exec(b)?"XY":void 0},POINTER_TYPE:"touch",firstTouch:null,isPrimaryTouch:function(a){return this.firstTouch===a.identifier},setPrimaryTouch:function(a){
|
|
(0===R.size||1===R.size&&R.has(1))&&(this.firstTouch=a.identifier,this.firstXY={X:a.clientX,Y:a.clientY},this.scrolling=!1,this.cancelResetClickCount())},removePrimaryPointer:function(a){a.isPrimary&&(this.firstTouch=null,this.firstXY=null,this.resetClickCount())},clickCount:0,resetId:null,resetClickCount:function(){var a=function(){this.clickCount=0,this.resetId=null}.bind(this);this.resetId=setTimeout(a,T)},cancelResetClickCount:function(){this.resetId&&clearTimeout(this.resetId)},typeToButtons:function(a){var b=0;return"touchstart"!==a&&"touchmove"!==a||(b=1),b},touchToPointer:function(a){var b=this.currentTouchEvent,c=u.cloneEvent(a),d=c.pointerId=a.identifier+2;c.target=O[d]||P(c),c.bubbles=!0,c.cancelable=!0,c.detail=this.clickCount,c.button=0,c.buttons=this.typeToButtons(b.type),c.width=2*(a.radiusX||a.webkitRadiusX||0),c.height=2*(a.radiusY||a.webkitRadiusY||0),c.pressure=a.force||a.webkitForce||.5,c.isPrimary=this.isPrimaryTouch(a),c.pointerType=this.POINTER_TYPE,
|
|
c.altKey=b.altKey,c.ctrlKey=b.ctrlKey,c.metaKey=b.metaKey,c.shiftKey=b.shiftKey;
|
|
var e=this;return c.preventDefault=function(){e.scrolling=!1,e.firstXY=null,b.preventDefault()},c},processTouches:function(a,b){var c=a.changedTouches;this.currentTouchEvent=a;for(var d,e=0;e<c.length;e++)d=c[e],b.call(this,this.touchToPointer(d))},
|
|
shouldScroll:function(a){if(this.firstXY){var b,c=a.currentTarget._scrollType;if("none"===c)
|
|
b=!1;else if("XY"===c)
|
|
b=!0;else{var d=a.changedTouches[0],e=c,f="Y"===c?"X":"Y",g=Math.abs(d["client"+e]-this.firstXY[e]),h=Math.abs(d["client"+f]-this.firstXY[f]);
|
|
b=g>=h}return this.firstXY=null,b}},findTouch:function(a,b){for(var c,d=0,e=a.length;d<e&&(c=a[d]);d++)if(c.identifier===b)return!0},
|
|
vacuumTouches:function(a){var b=a.touches;
|
|
if(R.size>=b.length){var c=[];R.forEach(function(a,d){
|
|
if(1!==d&&!this.findTouch(b,d-2)){var e=a.out;c.push(e)}},this),c.forEach(this.cancelOut,this)}},touchstart:function(a){this.vacuumTouches(a),this.setPrimaryTouch(a.changedTouches[0]),this.dedupSynthMouse(a),this.scrolling||(this.clickCount++,this.processTouches(a,this.overDown))},overDown:function(a){R.set(a.pointerId,{target:a.target,out:a,outTarget:a.target}),u.enterOver(a),u.down(a)},touchmove:function(a){this.scrolling||(this.shouldScroll(a)?(this.scrolling=!0,this.touchcancel(a)):(a.preventDefault(),this.processTouches(a,this.moveOverOut)))},moveOverOut:function(a){var b=a,c=R.get(b.pointerId);
|
|
if(c){var d=c.out,e=c.outTarget;u.move(b),d&&e!==b.target&&(d.relatedTarget=b.target,b.relatedTarget=e,
|
|
d.target=e,b.target?(u.leaveOut(d),u.enterOver(b)):(
|
|
b.target=e,b.relatedTarget=null,this.cancelOut(b))),c.out=b,c.outTarget=b.target}},touchend:function(a){this.dedupSynthMouse(a),this.processTouches(a,this.upOut)},upOut:function(a){this.scrolling||(u.up(a),u.leaveOut(a)),this.cleanUpPointer(a)},touchcancel:function(a){this.processTouches(a,this.cancelOut)},cancelOut:function(a){u.cancel(a),u.leaveOut(a),this.cleanUpPointer(a)},cleanUpPointer:function(a){R["delete"](a.pointerId),this.removePrimaryPointer(a)},
|
|
dedupSynthMouse:function(a){var b=N.lastTouches,c=a.changedTouches[0];
|
|
if(this.isPrimaryTouch(c)){
|
|
var d={x:c.clientX,y:c.clientY};b.push(d);var e=function(a,b){var c=a.indexOf(b);c>-1&&a.splice(c,1)}.bind(null,b,d);setTimeout(e,S)}}};M=new c(V.elementAdded,V.elementRemoved,V.elementChanged,V);var W,X,Y,Z=u.pointermap,$=window.MSPointerEvent&&"number"==typeof window.MSPointerEvent.MSPOINTER_TYPE_MOUSE,_={events:["MSPointerDown","MSPointerMove","MSPointerUp","MSPointerOut","MSPointerOver","MSPointerCancel","MSGotPointerCapture","MSLostPointerCapture"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},POINTER_TYPES:["","unavailable","touch","pen","mouse"],prepareEvent:function(a){var b=a;return $&&(b=u.cloneEvent(a),b.pointerType=this.POINTER_TYPES[a.pointerType]),b},cleanup:function(a){Z["delete"](a)},MSPointerDown:function(a){Z.set(a.pointerId,a);var b=this.prepareEvent(a);u.down(b)},MSPointerMove:function(a){var b=this.prepareEvent(a);u.move(b)},MSPointerUp:function(a){var b=this.prepareEvent(a);u.up(b),this.cleanup(a.pointerId)},MSPointerOut:function(a){var b=this.prepareEvent(a);u.leaveOut(b)},MSPointerOver:function(a){var b=this.prepareEvent(a);u.enterOver(b)},MSPointerCancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.cleanup(a.pointerId)},MSLostPointerCapture:function(a){var b=u.makeEvent("lostpointercapture",a);u.dispatchEvent(b)},MSGotPointerCapture:function(a){var b=u.makeEvent("gotpointercapture",a);u.dispatchEvent(b)}},aa=window.navigator;aa.msPointerEnabled?(W=function(a){i(a),j(this),k(a)&&(u.setCapture(a,this,!0),this.msSetPointerCapture(a))},X=function(a){i(a),u.releaseCapture(a,!0),this.msReleasePointerCapture(a)}):(W=function(a){i(a),j(this),k(a)&&u.setCapture(a,this)},X=function(a){i(a),u.releaseCapture(a)}),Y=function(a){return!!u.captureInfo[a]},g(),h(),l();var ba={dispatcher:u,Installer:c,PointerEvent:a,PointerMap:p,targetFinding:v};return ba});
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": false, "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "fields": ["Value", "MPN", "SPN"]}
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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var pcbdata = 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"))
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* Utility functions */
|
|
|
|
var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
|
|
pcbdata.metadata.revision + '__#';
|
|
var storage;
|
|
|
|
function initStorage(key) {
|
|
try {
|
|
window.localStorage.getItem("blank");
|
|
storage = window.localStorage;
|
|
} catch (e) {
|
|
// localStorage not available
|
|
}
|
|
if (!storage) {
|
|
try {
|
|
window.sessionStorage.getItem("blank");
|
|
storage = window.sessionStorage;
|
|
} catch (e) {
|
|
// sessionStorage also not available
|
|
}
|
|
}
|
|
}
|
|
|
|
function readStorage(key) {
|
|
if (storage) {
|
|
return storage.getItem(storagePrefix + key);
|
|
} else {
|
|
return null;
|
|
}
|
|
}
|
|
|
|
function writeStorage(key, value) {
|
|
if (storage) {
|
|
storage.setItem(storagePrefix + key, value);
|
|
}
|
|
}
|
|
|
|
function fancyDblClickHandler(el, onsingle, ondouble) {
|
|
return function() {
|
|
if (el.getAttribute("data-dblclick") == null) {
|
|
el.setAttribute("data-dblclick", 1);
|
|
setTimeout(function() {
|
|
if (el.getAttribute("data-dblclick") == 1) {
|
|
onsingle();
|
|
}
|
|
el.removeAttribute("data-dblclick");
|
|
}, 200);
|
|
} else {
|
|
el.removeAttribute("data-dblclick");
|
|
ondouble();
|
|
}
|
|
}
|
|
}
|
|
|
|
function smoothScrollToRow(rowid) {
|
|
document.getElementById(rowid).scrollIntoView({
|
|
behavior: "smooth",
|
|
block: "center",
|
|
inline: "nearest"
|
|
});
|
|
}
|
|
|
|
function focusInputField(input) {
|
|
input.scrollIntoView(false);
|
|
input.focus();
|
|
input.select();
|
|
}
|
|
|
|
function copyToClipboard() {
|
|
var text = '';
|
|
for (var node of bomhead.childNodes[0].childNodes) {
|
|
if (node.firstChild) {
|
|
text = text + node.firstChild.nodeValue;
|
|
}
|
|
if (node != bomhead.childNodes[0].lastChild) {
|
|
text += '\t';
|
|
}
|
|
}
|
|
text += '\n';
|
|
for (var row of bombody.childNodes) {
|
|
for (var cell of row.childNodes) {
|
|
for (var node of cell.childNodes) {
|
|
if (node.nodeName == "INPUT") {
|
|
if (node.checked) {
|
|
text = text + '✓';
|
|
}
|
|
} else if (node.nodeName == "MARK") {
|
|
text = text + node.firstChild.nodeValue;
|
|
} else {
|
|
text = text + node.nodeValue;
|
|
}
|
|
}
|
|
if (cell != row.lastChild) {
|
|
text += '\t';
|
|
}
|
|
}
|
|
text += '\n';
|
|
}
|
|
var textArea = document.createElement("textarea");
|
|
textArea.classList.add('clipboard-temp');
|
|
textArea.value = text;
|
|
|
|
document.body.appendChild(textArea);
|
|
textArea.focus();
|
|
textArea.select();
|
|
|
|
try {
|
|
if (document.execCommand('copy')) {
|
|
console.log('Bom copied to clipboard.');
|
|
}
|
|
} catch (err) {
|
|
console.log('Can not copy to clipboard.');
|
|
}
|
|
|
|
document.body.removeChild(textArea);
|
|
}
|
|
|
|
function removeGutterNode(node) {
|
|
for (var i = 0; i < node.childNodes.length; i++) {
|
|
if (node.childNodes[i].classList &&
|
|
node.childNodes[i].classList.contains("gutter")) {
|
|
node.removeChild(node.childNodes[i]);
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
|
|
function cleanGutters() {
|
|
removeGutterNode(document.getElementById("bot"));
|
|
removeGutterNode(document.getElementById("canvasdiv"));
|
|
}
|
|
|
|
var units = {
|
|
prefixes: {
|
|
giga: ["G", "g", "giga", "Giga", "GIGA"],
|
|
mega: ["M", "mega", "Mega", "MEGA"],
|
|
kilo: ["K", "k", "kilo", "Kilo", "KILO"],
|
|
milli: ["m", "milli", "Milli", "MILLI"],
|
|
micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
|
|
nano: ["N", "n", "nano", "Nano", "NANO"],
|
|
pico: ["P", "p", "pico", "Pico", "PICO"],
|
|
},
|
|
unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
|
|
unitsLong: [
|
|
"OHM", "Ohm", "ohm", "ohms",
|
|
"FARAD", "Farad", "farad",
|
|
"HENRY", "Henry", "henry"
|
|
],
|
|
getMultiplier: function(s) {
|
|
if (this.prefixes.giga.includes(s)) return 1e9;
|
|
if (this.prefixes.mega.includes(s)) return 1e6;
|
|
if (this.prefixes.kilo.includes(s)) return 1e3;
|
|
if (this.prefixes.milli.includes(s)) return 1e-3;
|
|
if (this.prefixes.micro.includes(s)) return 1e-6;
|
|
if (this.prefixes.nano.includes(s)) return 1e-9;
|
|
if (this.prefixes.pico.includes(s)) return 1e-12;
|
|
return 1;
|
|
},
|
|
valueRegex: null,
|
|
}
|
|
|
|
function initUtils() {
|
|
var allPrefixes = units.prefixes.giga
|
|
.concat(units.prefixes.mega)
|
|
.concat(units.prefixes.kilo)
|
|
.concat(units.prefixes.milli)
|
|
.concat(units.prefixes.micro)
|
|
.concat(units.prefixes.nano)
|
|
.concat(units.prefixes.pico);
|
|
var allUnits = units.unitsShort.concat(units.unitsLong);
|
|
units.valueRegex = new RegExp("^([0-9\.]+)" +
|
|
"\\s*(" + allPrefixes.join("|") + ")?" +
|
|
"(" + allUnits.join("|") + ")?" +
|
|
"(\\b.*)?$", "");
|
|
units.valueAltRegex = new RegExp("^([0-9]*)" +
|
|
"(" + units.unitsShort.join("|") + ")?" +
|
|
"([GgMmKkUuNnPp])?" +
|
|
"([0-9]*)" +
|
|
"(\\b.*)?$", "");
|
|
if (config.fields.includes("Value")) {
|
|
var index = config.fields.indexOf("Value");
|
|
pcbdata.bom["parsedValues"] = {};
|
|
for (var id in pcbdata.bom.fields) {
|
|
pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index])
|
|
}
|
|
}
|
|
}
|
|
|
|
function parseValue(val, ref) {
|
|
var inferUnit = (unit, ref) => {
|
|
if (unit) {
|
|
unit = unit.toLowerCase();
|
|
if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
|
|
unit = 'r';
|
|
}
|
|
unit = unit[0];
|
|
} else {
|
|
ref = /^([a-z]+)\d+$/i.exec(ref);
|
|
if (ref) {
|
|
ref = ref[1].toLowerCase();
|
|
if (ref == "c") unit = 'f';
|
|
else if (ref == "l") unit = 'h';
|
|
else if (ref == "r" || ref == "rv") unit = 'r';
|
|
else unit = null;
|
|
}
|
|
}
|
|
return unit;
|
|
};
|
|
val = val.replace(/,/g, "");
|
|
var match = units.valueRegex.exec(val);
|
|
var unit;
|
|
if (match) {
|
|
val = parseFloat(match[1]);
|
|
if (match[2]) {
|
|
val = val * units.getMultiplier(match[2]);
|
|
}
|
|
unit = inferUnit(match[3], ref);
|
|
if (!unit) return null;
|
|
else return {
|
|
val: val,
|
|
unit: unit,
|
|
extra: match[4],
|
|
}
|
|
}
|
|
match = units.valueAltRegex.exec(val);
|
|
if (match && (match[1] || match[4])) {
|
|
val = parseFloat(match[1] + "." + match[4]);
|
|
if (match[3]) {
|
|
val = val * units.getMultiplier(match[3]);
|
|
}
|
|
unit = inferUnit(match[2], ref);
|
|
if (!unit) return null;
|
|
else return {
|
|
val: val,
|
|
unit: unit,
|
|
extra: match[5],
|
|
}
|
|
}
|
|
return null;
|
|
}
|
|
|
|
function valueCompare(a, b, stra, strb) {
|
|
if (a === null && b === null) {
|
|
// Failed to parse both values, compare them as strings.
|
|
if (stra != strb) return stra > strb ? 1 : -1;
|
|
else return 0;
|
|
} else if (a === null) {
|
|
return 1;
|
|
} else if (b === null) {
|
|
return -1;
|
|
} else {
|
|
if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
|
|
else if (a.val != b.val) return a.val > b.val ? 1 : -1;
|
|
else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
|
|
else return 0;
|
|
}
|
|
}
|
|
|
|
function validateSaveImgDimension(element) {
|
|
var valid = false;
|
|
var intValue = 0;
|
|
if (/^[1-9]\d*$/.test(element.value)) {
|
|
intValue = parseInt(element.value);
|
|
if (intValue <= 16000) {
|
|
valid = true;
|
|
}
|
|
}
|
|
if (valid) {
|
|
element.classList.remove("invalid");
|
|
} else {
|
|
element.classList.add("invalid");
|
|
}
|
|
return intValue;
|
|
}
|
|
|
|
function saveImage(layer) {
|
|
var width = validateSaveImgDimension(document.getElementById("render-save-width"));
|
|
var height = validateSaveImgDimension(document.getElementById("render-save-height"));
|
|
var bgcolor = null;
|
|
if (!document.getElementById("render-save-transparent").checked) {
|
|
var style = getComputedStyle(topmostdiv);
|
|
bgcolor = style.getPropertyValue("background-color");
|
|
}
|
|
if (!width || !height) return;
|
|
|
|
// Prepare image
|
|
var canvas = document.createElement("canvas");
|
|
var layerdict = {
|
|
transform: {
|
|
x: 0,
|
|
y: 0,
|
|
s: 1,
|
|
panx: 0,
|
|
pany: 0,
|
|
zoom: 1,
|
|
},
|
|
bg: canvas,
|
|
fab: canvas,
|
|
silk: canvas,
|
|
highlight: canvas,
|
|
layer: layer,
|
|
}
|
|
// Do the rendering
|
|
recalcLayerScale(layerdict, width, height);
|
|
prepareLayer(layerdict);
|
|
clearCanvas(canvas, bgcolor);
|
|
drawBackground(layerdict, false);
|
|
drawHighlightsOnLayer(layerdict, false);
|
|
|
|
// Save image
|
|
var imgdata = canvas.toDataURL("image/png");
|
|
|
|
var filename = pcbdata.metadata.title;
|
|
if (pcbdata.metadata.revision) {
|
|
filename += `.${pcbdata.metadata.revision}`;
|
|
}
|
|
filename += `.${layer}.png`;
|
|
saveFile(filename, dataURLtoBlob(imgdata));
|
|
}
|
|
|
|
function saveSettings() {
|
|
var data = {
|
|
type: "InteractiveHtmlBom settings",
|
|
version: 1,
|
|
pcbmetadata: pcbdata.metadata,
|
|
settings: settings,
|
|
}
|
|
var blob = new Blob([JSON.stringify(data, null, 4)], {
|
|
type: "application/json"
|
|
});
|
|
saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
|
|
}
|
|
|
|
function loadSettings() {
|
|
var input = document.createElement("input");
|
|
input.type = "file";
|
|
input.accept = ".settings.json";
|
|
input.onchange = function(e) {
|
|
var file = e.target.files[0];
|
|
var reader = new FileReader();
|
|
reader.onload = readerEvent => {
|
|
var content = readerEvent.target.result;
|
|
var newSettings;
|
|
try {
|
|
newSettings = JSON.parse(content);
|
|
} catch (e) {
|
|
alert("Selected file is not InteractiveHtmlBom settings file.");
|
|
return;
|
|
}
|
|
if (newSettings.type != "InteractiveHtmlBom settings") {
|
|
alert("Selected file is not InteractiveHtmlBom settings file.");
|
|
return;
|
|
}
|
|
var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
|
|
if (metadataMatches) {
|
|
for (var k in pcbdata.metadata) {
|
|
if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
|
|
metadataMatches = false;
|
|
}
|
|
}
|
|
}
|
|
if (!metadataMatches) {
|
|
var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
|
|
var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
|
|
if (!confirm(
|
|
`Settins file metadata does not match current metadata.\n\n` +
|
|
`Page metadata:\n${currentMetadata}\n\n` +
|
|
`Settings file metadata:\n${fileMetadata}\n\n` +
|
|
`Press OK if you would like to import settings anyway.`)) {
|
|
return;
|
|
}
|
|
}
|
|
overwriteSettings(newSettings.settings);
|
|
}
|
|
reader.readAsText(file, 'UTF-8');
|
|
}
|
|
input.click();
|
|
}
|
|
|
|
function overwriteSettings(newSettings) {
|
|
initDone = false;
|
|
Object.assign(settings, newSettings);
|
|
writeStorage("bomlayout", settings.bomlayout);
|
|
writeStorage("bommode", settings.bommode);
|
|
writeStorage("canvaslayout", settings.canvaslayout);
|
|
writeStorage("bomCheckboxes", settings.checkboxes.join(","));
|
|
document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
|
|
for (var checkbox of settings.checkboxes) {
|
|
writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
|
|
}
|
|
writeStorage("markWhenChecked", settings.markWhenChecked);
|
|
padsVisible(settings.renderPads);
|
|
document.getElementById("padsCheckbox").checked = settings.renderPads;
|
|
fabricationVisible(settings.renderFabrication);
|
|
document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
|
|
silkscreenVisible(settings.renderSilkscreen);
|
|
document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
|
|
referencesVisible(settings.renderReferences);
|
|
document.getElementById("referencesCheckbox").checked = settings.renderReferences;
|
|
valuesVisible(settings.renderValues);
|
|
document.getElementById("valuesCheckbox").checked = settings.renderValues;
|
|
tracksVisible(settings.renderTracks);
|
|
document.getElementById("tracksCheckbox").checked = settings.renderTracks;
|
|
zonesVisible(settings.renderZones);
|
|
document.getElementById("zonesCheckbox").checked = settings.renderZones;
|
|
dnpOutline(settings.renderDnpOutline);
|
|
document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
|
|
setRedrawOnDrag(settings.redrawOnDrag);
|
|
document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
|
|
setDarkMode(settings.darkMode);
|
|
document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
|
|
setHighlightPin1(settings.highlightpin1);
|
|
document.getElementById("highlightpin1Checkbox").checked = settings.highlightpin1;
|
|
showFootprints(settings.show_footprints);
|
|
writeStorage("boardRotation", settings.boardRotation);
|
|
document.getElementById("boardRotation").value = settings.boardRotation / 5;
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
initDone = true;
|
|
prepCheckboxes();
|
|
changeBomLayout(settings.bomlayout);
|
|
}
|
|
|
|
function saveFile(filename, blob) {
|
|
var link = document.createElement("a");
|
|
var objurl = URL.createObjectURL(blob);
|
|
link.download = filename;
|
|
link.href = objurl;
|
|
link.click();
|
|
}
|
|
|
|
function dataURLtoBlob(dataurl) {
|
|
var arr = dataurl.split(','),
|
|
mime = arr[0].match(/:(.*?);/)[1],
|
|
bstr = atob(arr[1]),
|
|
n = bstr.length,
|
|
u8arr = new Uint8Array(n);
|
|
while (n--) {
|
|
u8arr[n] = bstr.charCodeAt(n);
|
|
}
|
|
return new Blob([u8arr], {
|
|
type: mime
|
|
});
|
|
}
|
|
|
|
var settings = {
|
|
canvaslayout: "default",
|
|
bomlayout: "default",
|
|
bommode: "grouped",
|
|
checkboxes: [],
|
|
checkboxStoredRefs: {},
|
|
darkMode: false,
|
|
highlightpin1: false,
|
|
redrawOnDrag: true,
|
|
boardRotation: 0,
|
|
renderPads: true,
|
|
renderReferences: true,
|
|
renderValues: true,
|
|
renderSilkscreen: true,
|
|
renderFabrication: true,
|
|
renderDnpOutline: false,
|
|
renderTracks: true,
|
|
renderZones: true,
|
|
columnOrder: [],
|
|
hiddenColumns: [],
|
|
}
|
|
|
|
function initDefaults() {
|
|
settings.bomlayout = readStorage("bomlayout");
|
|
if (settings.bomlayout === null) {
|
|
settings.bomlayout = config.bom_view;
|
|
}
|
|
if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
|
|
settings.bomlayout = config.bom_view;
|
|
}
|
|
settings.bommode = readStorage("bommode");
|
|
if (settings.bommode === null) {
|
|
settings.bommode = "grouped";
|
|
}
|
|
if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
|
|
settings.bommode = "grouped";
|
|
}
|
|
settings.canvaslayout = readStorage("canvaslayout");
|
|
if (settings.canvaslayout === null) {
|
|
settings.canvaslayout = config.layer_view;
|
|
}
|
|
var bomCheckboxes = readStorage("bomCheckboxes");
|
|
if (bomCheckboxes === null) {
|
|
bomCheckboxes = config.checkboxes;
|
|
}
|
|
settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
|
|
document.getElementById("bomCheckboxes").value = bomCheckboxes;
|
|
|
|
settings.markWhenChecked = readStorage("markWhenChecked") || "";
|
|
populateMarkWhenCheckedOptions();
|
|
|
|
function initBooleanSetting(storageString, def, elementId, func) {
|
|
var b = readStorage(storageString);
|
|
if (b === null) {
|
|
b = def;
|
|
} else {
|
|
b = (b == "true");
|
|
}
|
|
document.getElementById(elementId).checked = b;
|
|
func(b);
|
|
}
|
|
|
|
initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
|
|
initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
|
|
initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
|
|
initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
|
|
initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
|
|
if ("tracks" in pcbdata) {
|
|
initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
|
|
initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
|
|
} else {
|
|
document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
|
|
tracksVisible(false);
|
|
zonesVisible(false);
|
|
}
|
|
initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
|
|
initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
|
|
initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);
|
|
initBooleanSetting("highlightpin1", config.highlight_pin1, "highlightpin1Checkbox", setHighlightPin1);
|
|
|
|
var fields = ["checkboxes", "References"].concat(config.fields).concat(["Quantity"]);
|
|
var hcols = JSON.parse(readStorage("hiddenColumns"));
|
|
if (hcols === null) {
|
|
hcols = [];
|
|
}
|
|
settings.hiddenColumns = hcols.filter(e => fields.includes(e));
|
|
|
|
var cord = JSON.parse(readStorage("columnOrder"));
|
|
if (cord === null) {
|
|
cord = fields;
|
|
} else {
|
|
cord = cord.filter(e => fields.includes(e));
|
|
if (cord.length != fields.length)
|
|
cord = fields;
|
|
}
|
|
settings.columnOrder = cord;
|
|
|
|
settings.boardRotation = readStorage("boardRotation");
|
|
if (settings.boardRotation === null) {
|
|
settings.boardRotation = config.board_rotation * 5;
|
|
} else {
|
|
settings.boardRotation = parseInt(settings.boardRotation);
|
|
}
|
|
document.getElementById("boardRotation").value = settings.boardRotation / 5;
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
}
|
|
|
|
// Helper classes for user js callbacks.
|
|
|
|
const IBOM_EVENT_TYPES = {
|
|
ALL: "all",
|
|
HIGHLIGHT_EVENT: "highlightEvent",
|
|
CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
|
|
BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
|
|
}
|
|
|
|
const EventHandler = {
|
|
callbacks: {},
|
|
init: function() {
|
|
for (eventType of Object.values(IBOM_EVENT_TYPES))
|
|
this.callbacks[eventType] = [];
|
|
},
|
|
registerCallback: function(eventType, callback) {
|
|
this.callbacks[eventType].push(callback);
|
|
},
|
|
emitEvent: function(eventType, eventArgs) {
|
|
event = {
|
|
eventType: eventType,
|
|
args: eventArgs,
|
|
}
|
|
var callback;
|
|
for (callback of this.callbacks[eventType])
|
|
callback(event);
|
|
for (callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
|
|
callback(event);
|
|
}
|
|
}
|
|
EventHandler.init();
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* PCB rendering code */
|
|
|
|
var emptyContext2d = document.createElement("canvas").getContext("2d");
|
|
|
|
function deg2rad(deg) {
|
|
return deg * Math.PI / 180;
|
|
}
|
|
|
|
function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
|
|
var point = [
|
|
linepoint[0] * text.width + offsetx,
|
|
linepoint[1] * text.height + offsety
|
|
];
|
|
// This approximates pcbnew behavior with how text tilts depending on horizontal justification
|
|
point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
|
|
return point;
|
|
}
|
|
|
|
function drawText(ctx, text, color) {
|
|
if ("ref" in text && !settings.renderReferences) return;
|
|
if ("val" in text && !settings.renderValues) return;
|
|
ctx.save();
|
|
ctx.fillStyle = color;
|
|
ctx.strokeStyle = color;
|
|
ctx.lineCap = "round";
|
|
ctx.lineJoin = "round";
|
|
ctx.lineWidth = text.thickness;
|
|
if ("svgpath" in text) {
|
|
ctx.stroke(new Path2D(text.svgpath));
|
|
ctx.restore();
|
|
return;
|
|
}
|
|
ctx.translate(...text.pos);
|
|
ctx.translate(text.thickness * 0.5, 0);
|
|
var angle = -text.angle;
|
|
if (text.attr.includes("mirrored")) {
|
|
ctx.scale(-1, 1);
|
|
angle = -angle;
|
|
}
|
|
var tilt = 0;
|
|
if (text.attr.includes("italic")) {
|
|
tilt = 0.125;
|
|
}
|
|
var interline = text.height * 1.5 + text.thickness;
|
|
var txt = text.text.split("\n");
|
|
// KiCad ignores last empty line.
|
|
if (txt[txt.length - 1] == '') txt.pop();
|
|
ctx.rotate(deg2rad(angle));
|
|
var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
|
|
offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
|
|
for (var i in txt) {
|
|
var lineWidth = text.thickness + interline / 2 * tilt;
|
|
for (var j = 0; j < txt[i].length; j++) {
|
|
if (txt[i][j] == '\t') {
|
|
var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
|
|
lineWidth += fourSpaces - lineWidth % fourSpaces;
|
|
} else {
|
|
if (txt[i][j] == '~') {
|
|
j++;
|
|
if (j == txt[i].length)
|
|
break;
|
|
}
|
|
lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
|
|
}
|
|
}
|
|
var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
|
|
var inOverbar = false;
|
|
for (var j = 0; j < txt[i].length; j++) {
|
|
if (txt[i][j] == '\t') {
|
|
var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
|
|
offsetx += fourSpaces - offsetx % fourSpaces;
|
|
continue;
|
|
} else if (txt[i][j] == '~') {
|
|
j++;
|
|
if (j == txt[i].length)
|
|
break;
|
|
if (txt[i][j] != '~') {
|
|
inOverbar = !inOverbar;
|
|
}
|
|
}
|
|
var glyph = pcbdata.font_data[txt[i][j]];
|
|
if (inOverbar) {
|
|
var overbarStart = [offsetx, -text.height * 1.4 + offsety];
|
|
var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];
|
|
|
|
if (!lastHadOverbar) {
|
|
overbarStart[0] += text.height * 1.4 * tilt;
|
|
lastHadOverbar = true;
|
|
}
|
|
ctx.beginPath();
|
|
ctx.moveTo(...overbarStart);
|
|
ctx.lineTo(...overbarEnd);
|
|
ctx.stroke();
|
|
} else {
|
|
lastHadOverbar = false;
|
|
}
|
|
for (var line of glyph.l) {
|
|
ctx.beginPath();
|
|
ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
|
|
for (var k = 1; k < line.length; k++) {
|
|
ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
|
|
}
|
|
ctx.stroke();
|
|
}
|
|
offsetx += glyph.w * text.width;
|
|
}
|
|
offsety += interline;
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawedge(ctx, scalefactor, edge, color) {
|
|
ctx.strokeStyle = color;
|
|
ctx.fillStyle = color;
|
|
ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
|
|
ctx.lineCap = "round";
|
|
ctx.lineJoin = "round";
|
|
if ("svgpath" in edge) {
|
|
ctx.stroke(new Path2D(edge.svgpath));
|
|
} else {
|
|
ctx.beginPath();
|
|
if (edge.type == "segment") {
|
|
ctx.moveTo(...edge.start);
|
|
ctx.lineTo(...edge.end);
|
|
}
|
|
if (edge.type == "rect") {
|
|
ctx.moveTo(...edge.start);
|
|
ctx.lineTo(edge.start[0], edge.end[1]);
|
|
ctx.lineTo(...edge.end);
|
|
ctx.lineTo(edge.end[0], edge.start[1]);
|
|
ctx.lineTo(...edge.start);
|
|
}
|
|
if (edge.type == "arc") {
|
|
ctx.arc(
|
|
...edge.start,
|
|
edge.radius,
|
|
deg2rad(edge.startangle),
|
|
deg2rad(edge.endangle));
|
|
}
|
|
if (edge.type == "circle") {
|
|
ctx.arc(
|
|
...edge.start,
|
|
edge.radius,
|
|
0, 2 * Math.PI);
|
|
ctx.closePath();
|
|
}
|
|
if (edge.type == "curve") {
|
|
ctx.moveTo(...edge.start);
|
|
ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
|
|
}
|
|
if("filled" in edge && edge.filled)
|
|
ctx.fill();
|
|
else
|
|
ctx.stroke();
|
|
}
|
|
}
|
|
|
|
function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
|
|
// chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
|
|
var path = new Path2D();
|
|
var width = size[0];
|
|
var height = size[1];
|
|
var x = width * -0.5;
|
|
var y = height * -0.5;
|
|
var chamfOffset = Math.min(width, height) * chamfratio;
|
|
path.moveTo(x, 0);
|
|
if (chamfpos & 4) {
|
|
path.lineTo(x, y + height - chamfOffset);
|
|
path.lineTo(x + chamfOffset, y + height);
|
|
path.lineTo(0, y + height);
|
|
} else {
|
|
path.arcTo(x, y + height, x + width, y + height, radius);
|
|
}
|
|
if (chamfpos & 8) {
|
|
path.lineTo(x + width - chamfOffset, y + height);
|
|
path.lineTo(x + width, y + height - chamfOffset);
|
|
path.lineTo(x + width, 0);
|
|
} else {
|
|
path.arcTo(x + width, y + height, x + width, y, radius);
|
|
}
|
|
if (chamfpos & 2) {
|
|
path.lineTo(x + width, y + chamfOffset);
|
|
path.lineTo(x + width - chamfOffset, y);
|
|
path.lineTo(0, y);
|
|
} else {
|
|
path.arcTo(x + width, y, x, y, radius);
|
|
}
|
|
if (chamfpos & 1) {
|
|
path.lineTo(x + chamfOffset, y);
|
|
path.lineTo(x, y + chamfOffset);
|
|
path.lineTo(x, 0);
|
|
} else {
|
|
path.arcTo(x, y, x, y + height, radius);
|
|
}
|
|
path.closePath();
|
|
return path;
|
|
}
|
|
|
|
function getOblongPath(size) {
|
|
return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
|
|
}
|
|
|
|
function getPolygonsPath(shape) {
|
|
if (shape.path2d) {
|
|
return shape.path2d;
|
|
}
|
|
if ("svgpath" in shape) {
|
|
shape.path2d = new Path2D(shape.svgpath);
|
|
} else {
|
|
var path = new Path2D();
|
|
for (var polygon of shape.polygons) {
|
|
path.moveTo(...polygon[0]);
|
|
for (var i = 1; i < polygon.length; i++) {
|
|
path.lineTo(...polygon[i]);
|
|
}
|
|
path.closePath();
|
|
}
|
|
shape.path2d = path;
|
|
}
|
|
return shape.path2d;
|
|
}
|
|
|
|
function drawPolygonShape(ctx, scalefactor, shape, color) {
|
|
ctx.save();
|
|
if (!("svgpath" in shape)) {
|
|
ctx.translate(...shape.pos);
|
|
ctx.rotate(deg2rad(-shape.angle));
|
|
}
|
|
if("filled" in shape && !shape.filled) {
|
|
ctx.strokeStyle = color;
|
|
ctx.lineWidth = Math.max(1 / scalefactor, shape.width);
|
|
ctx.lineCap = "round";
|
|
ctx.lineJoin = "round";
|
|
ctx.stroke(getPolygonsPath(shape));
|
|
} else {
|
|
ctx.fillStyle = color;
|
|
ctx.fill(getPolygonsPath(shape));
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawDrawing(ctx, scalefactor, drawing, color) {
|
|
if (["segment", "arc", "circle", "curve", "rect"].includes(drawing.type)) {
|
|
drawedge(ctx, scalefactor, drawing, color);
|
|
} else if (drawing.type == "polygon") {
|
|
drawPolygonShape(ctx, scalefactor, drawing, color);
|
|
} else {
|
|
drawText(ctx, drawing, color);
|
|
}
|
|
}
|
|
|
|
function getCirclePath(radius) {
|
|
var path = new Path2D();
|
|
path.arc(0, 0, radius, 0, 2 * Math.PI);
|
|
path.closePath();
|
|
return path;
|
|
}
|
|
|
|
function getCachedPadPath(pad) {
|
|
if (!pad.path2d) {
|
|
// if path2d is not set, build one and cache it on pad object
|
|
if (pad.shape == "rect") {
|
|
pad.path2d = new Path2D();
|
|
pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
|
|
} else if (pad.shape == "oval") {
|
|
pad.path2d = getOblongPath(pad.size);
|
|
} else if (pad.shape == "circle") {
|
|
pad.path2d = getCirclePath(pad.size[0] / 2);
|
|
} else if (pad.shape == "roundrect") {
|
|
pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
|
|
} else if (pad.shape == "chamfrect") {
|
|
pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
|
|
} else if (pad.shape == "custom") {
|
|
pad.path2d = getPolygonsPath(pad);
|
|
}
|
|
}
|
|
return pad.path2d;
|
|
}
|
|
|
|
function drawPad(ctx, pad, color, outline) {
|
|
ctx.save();
|
|
ctx.translate(...pad.pos);
|
|
ctx.rotate(deg2rad(pad.angle));
|
|
if (pad.offset) {
|
|
ctx.translate(...pad.offset);
|
|
}
|
|
ctx.fillStyle = color;
|
|
ctx.strokeStyle = color;
|
|
var path = getCachedPadPath(pad);
|
|
if (outline) {
|
|
ctx.stroke(path);
|
|
} else {
|
|
ctx.fill(path);
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawPadHole(ctx, pad, padHoleColor) {
|
|
if (pad.type != "th") return;
|
|
ctx.save();
|
|
ctx.translate(...pad.pos);
|
|
ctx.rotate(deg2rad(pad.angle));
|
|
ctx.fillStyle = padHoleColor;
|
|
if (pad.drillshape == "oblong") {
|
|
ctx.fill(getOblongPath(pad.drillsize));
|
|
} else {
|
|
ctx.fill(getCirclePath(pad.drillsize[0] / 2));
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, outline) {
|
|
if (highlight) {
|
|
// draw bounding box
|
|
if (footprint.layer == layer) {
|
|
ctx.save();
|
|
ctx.globalAlpha = 0.2;
|
|
ctx.translate(...footprint.bbox.pos);
|
|
ctx.rotate(deg2rad(-footprint.bbox.angle));
|
|
ctx.translate(...footprint.bbox.relpos);
|
|
ctx.fillStyle = colors.pad;
|
|
ctx.fillRect(0, 0, ...footprint.bbox.size);
|
|
ctx.globalAlpha = 1;
|
|
ctx.strokeStyle = colors.pad;
|
|
ctx.strokeRect(0, 0, ...footprint.bbox.size);
|
|
ctx.restore();
|
|
}
|
|
}
|
|
// draw drawings
|
|
for (var drawing of footprint.drawings) {
|
|
if (drawing.layer == layer) {
|
|
drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad);
|
|
}
|
|
}
|
|
// draw pads
|
|
if (settings.renderPads) {
|
|
for (var pad of footprint.pads) {
|
|
if (pad.layers.includes(layer)) {
|
|
drawPad(ctx, pad, colors.pad, outline);
|
|
if (pad.pin1 && settings.highlightpin1) {
|
|
drawPad(ctx, pad, colors.outline, true);
|
|
}
|
|
}
|
|
}
|
|
for (var pad of footprint.pads) {
|
|
drawPadHole(ctx, pad, colors.padHole);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawEdgeCuts(canvas, scalefactor) {
|
|
var ctx = canvas.getContext("2d");
|
|
var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
|
|
for (var edge of pcbdata.edges) {
|
|
drawDrawing(ctx, scalefactor, edge, edgecolor);
|
|
}
|
|
}
|
|
|
|
function drawFootprints(canvas, layer, scalefactor, highlight) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.lineWidth = 3 / scalefactor;
|
|
var style = getComputedStyle(topmostdiv);
|
|
|
|
var colors = {
|
|
pad: style.getPropertyValue('--pad-color'),
|
|
padHole: style.getPropertyValue('--pad-hole-color'),
|
|
outline: style.getPropertyValue('--pin1-outline-color'),
|
|
}
|
|
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
var mod = pcbdata.footprints[i];
|
|
var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
|
|
var h = highlightedFootprints.includes(i);
|
|
var d = markedFootprints.has(i);
|
|
if (highlight) {
|
|
if(h && d) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight-both');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-both');
|
|
} else if (h) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight');
|
|
} else if (d) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight-marked');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-marked');
|
|
}
|
|
}
|
|
if( h || d || !highlight) {
|
|
drawFootprint(ctx, layer, scalefactor, mod, colors, highlight, outline);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
|
|
var ctx = canvas.getContext("2d");
|
|
for (var d of pcbdata.drawings[layername][layer]) {
|
|
if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
|
|
drawedge(ctx, scalefactor, d, edgeColor);
|
|
} else if (d.type == "polygon") {
|
|
drawPolygonShape(ctx, scalefactor, d, polygonColor);
|
|
} else {
|
|
drawText(ctx, d, textColor);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawTracks(canvas, layer, color, highlight) {
|
|
ctx = canvas.getContext("2d");
|
|
ctx.strokeStyle = color;
|
|
ctx.lineCap = "round";
|
|
for (var track of pcbdata.tracks[layer]) {
|
|
if (highlight && highlightedNet != track.net) continue;
|
|
ctx.lineWidth = track.width;
|
|
ctx.beginPath();
|
|
if ('radius' in track) {
|
|
ctx.arc(
|
|
...track.center,
|
|
track.radius,
|
|
deg2rad(track.startangle),
|
|
deg2rad(track.endangle));
|
|
} else {
|
|
ctx.moveTo(...track.start);
|
|
ctx.lineTo(...track.end);
|
|
}
|
|
ctx.stroke();
|
|
}
|
|
}
|
|
|
|
function drawZones(canvas, layer, color, highlight) {
|
|
ctx = canvas.getContext("2d");
|
|
ctx.strokeStyle = color;
|
|
ctx.fillStyle = color;
|
|
ctx.lineJoin = "round";
|
|
for (var zone of pcbdata.zones[layer]) {
|
|
if (!zone.path2d) {
|
|
zone.path2d = getPolygonsPath(zone);
|
|
}
|
|
if (highlight && highlightedNet != zone.net) continue;
|
|
ctx.fill(zone.path2d);
|
|
if (zone.width > 0) {
|
|
ctx.lineWidth = zone.width;
|
|
ctx.stroke(zone.path2d);
|
|
}
|
|
}
|
|
}
|
|
|
|
function clearCanvas(canvas, color = null) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.save();
|
|
ctx.setTransform(1, 0, 0, 1, 0, 0);
|
|
if (color) {
|
|
ctx.fillStyle = color;
|
|
ctx.fillRect(0, 0, canvas.width, canvas.height);
|
|
} else {
|
|
if (!window.matchMedia("print").matches)
|
|
ctx.clearRect(0, 0, canvas.width, canvas.height);
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawNets(canvas, layer, highlight) {
|
|
var style = getComputedStyle(topmostdiv);
|
|
if (settings.renderTracks) {
|
|
var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
|
|
drawTracks(canvas, layer, trackColor, highlight);
|
|
}
|
|
if (settings.renderZones) {
|
|
var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
|
|
drawZones(canvas, layer, zoneColor, highlight);
|
|
}
|
|
if (highlight && settings.renderPads) {
|
|
var padColor = style.getPropertyValue('--pad-color-highlight');
|
|
var padHoleColor = style.getPropertyValue('--pad-hole-color');
|
|
var ctx = canvas.getContext("2d");
|
|
for (var footprint of pcbdata.footprints) {
|
|
// draw pads
|
|
var padDrawn = false;
|
|
for (var pad of footprint.pads) {
|
|
if (highlightedNet != pad.net) continue;
|
|
if (pad.layers.includes(layer)) {
|
|
drawPad(ctx, pad, padColor, false);
|
|
padDrawn = true;
|
|
}
|
|
}
|
|
if (padDrawn) {
|
|
// redraw all pad holes because some pads may overlap
|
|
for (var pad of footprint.pads) {
|
|
drawPadHole(ctx, pad, padHoleColor);
|
|
}
|
|
}
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawHighlightsOnLayer(canvasdict, clear = true) {
|
|
if (clear) {
|
|
clearCanvas(canvasdict.highlight);
|
|
}
|
|
if (markedFootprints.size > 0 || highlightedFootprints.length > 0) {
|
|
drawFootprints(canvasdict.highlight, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom, true);
|
|
}
|
|
if (highlightedNet !== null) {
|
|
drawNets(canvasdict.highlight, canvasdict.layer, true);
|
|
}
|
|
}
|
|
|
|
function drawHighlights() {
|
|
drawHighlightsOnLayer(allcanvas.front);
|
|
drawHighlightsOnLayer(allcanvas.back);
|
|
}
|
|
|
|
function drawBackground(canvasdict, clear = true) {
|
|
if (clear) {
|
|
clearCanvas(canvasdict.bg);
|
|
clearCanvas(canvasdict.fab);
|
|
clearCanvas(canvasdict.silk);
|
|
}
|
|
|
|
drawNets(canvasdict.bg, canvasdict.layer, false);
|
|
drawFootprints(canvasdict.bg, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom, false);
|
|
|
|
drawEdgeCuts(canvasdict.bg, canvasdict.transform.s * canvasdict.transform.zoom);
|
|
|
|
var style = getComputedStyle(topmostdiv);
|
|
var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
|
|
var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
|
|
var textColor = style.getPropertyValue('--silkscreen-text-color');
|
|
if (settings.renderSilkscreen) {
|
|
drawBgLayer(
|
|
"silkscreen", canvasdict.silk, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom,
|
|
edgeColor, polygonColor, textColor);
|
|
}
|
|
edgeColor = style.getPropertyValue('--fabrication-edge-color');
|
|
polygonColor = style.getPropertyValue('--fabrication-polygon-color');
|
|
textColor = style.getPropertyValue('--fabrication-text-color');
|
|
if (settings.renderFabrication) {
|
|
drawBgLayer(
|
|
"fabrication", canvasdict.fab, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom,
|
|
edgeColor, polygonColor, textColor);
|
|
}
|
|
}
|
|
|
|
function prepareCanvas(canvas, flip, transform) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.setTransform(1, 0, 0, 1, 0, 0);
|
|
var fontsize = 1.55;
|
|
ctx.scale(transform.zoom, transform.zoom);
|
|
ctx.translate(transform.panx, transform.pany);
|
|
if (flip) {
|
|
ctx.scale(-1, 1);
|
|
}
|
|
ctx.translate(transform.x, transform.y);
|
|
ctx.rotate(deg2rad(settings.boardRotation));
|
|
ctx.scale(transform.s, transform.s);
|
|
}
|
|
|
|
function prepareLayer(canvasdict) {
|
|
var flip = (canvasdict.layer == "B");
|
|
for (var c of ["bg", "fab", "silk", "highlight"]) {
|
|
prepareCanvas(canvasdict[c], flip, canvasdict.transform);
|
|
}
|
|
}
|
|
|
|
function rotateVector(v, angle) {
|
|
angle = deg2rad(angle);
|
|
return [
|
|
v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
|
|
v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
|
|
];
|
|
}
|
|
|
|
function applyRotation(bbox) {
|
|
var corners = [
|
|
[bbox.minx, bbox.miny],
|
|
[bbox.minx, bbox.maxy],
|
|
[bbox.maxx, bbox.miny],
|
|
[bbox.maxx, bbox.maxy],
|
|
];
|
|
corners = corners.map((v) => rotateVector(v, settings.boardRotation));
|
|
return {
|
|
minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
|
|
miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
|
|
maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
|
|
maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
|
|
}
|
|
}
|
|
|
|
function recalcLayerScale(layerdict, width, height) {
|
|
var bbox = applyRotation(pcbdata.edges_bbox);
|
|
var scalefactor = 0.98 * Math.min(
|
|
width / (bbox.maxx - bbox.minx),
|
|
height / (bbox.maxy - bbox.miny)
|
|
);
|
|
if (scalefactor < 0.1) {
|
|
scalefactor = 1;
|
|
}
|
|
layerdict.transform.s = scalefactor;
|
|
var flip = (layerdict.layer == "B");
|
|
if (flip) {
|
|
layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
|
|
} else {
|
|
layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
|
|
}
|
|
layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
|
|
for (var c of ["bg", "fab", "silk", "highlight"]) {
|
|
canvas = layerdict[c];
|
|
canvas.width = width;
|
|
canvas.height = height;
|
|
canvas.style.width = (width / devicePixelRatio) + "px";
|
|
canvas.style.height = (height / devicePixelRatio) + "px";
|
|
}
|
|
}
|
|
|
|
function redrawCanvas(layerdict) {
|
|
prepareLayer(layerdict);
|
|
drawBackground(layerdict);
|
|
drawHighlightsOnLayer(layerdict);
|
|
}
|
|
|
|
function resizeCanvas(layerdict) {
|
|
var canvasdivid = {
|
|
"F": "frontcanvas",
|
|
"B": "backcanvas"
|
|
} [layerdict.layer];
|
|
var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
|
|
var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
|
|
recalcLayerScale(layerdict, width, height);
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
function resizeAll() {
|
|
resizeCanvas(allcanvas.front);
|
|
resizeCanvas(allcanvas.back);
|
|
}
|
|
|
|
function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
|
|
var A = x - x1;
|
|
var B = y - y1;
|
|
var C = x2 - x1;
|
|
var D = y2 - y1;
|
|
|
|
var dot = A * C + B * D;
|
|
var len_sq = C * C + D * D;
|
|
var dx, dy;
|
|
if (len_sq == 0) {
|
|
// start and end of the segment coincide
|
|
dx = x - x1;
|
|
dy = y - y1;
|
|
} else {
|
|
var param = dot / len_sq;
|
|
var xx, yy;
|
|
if (param < 0) {
|
|
xx = x1;
|
|
yy = y1;
|
|
} else if (param > 1) {
|
|
xx = x2;
|
|
yy = y2;
|
|
} else {
|
|
xx = x1 + param * C;
|
|
yy = y1 + param * D;
|
|
}
|
|
dx = x - xx;
|
|
dy = y - yy;
|
|
}
|
|
return dx * dx + dy * dy <= d * d;
|
|
}
|
|
|
|
function modulo(n, mod) {
|
|
return ((n % mod) + mod) % mod;
|
|
}
|
|
|
|
function pointWithinDistanceToArc(x, y, xc, yc, radius, startangle, endangle, d) {
|
|
var dx = x - xc;
|
|
var dy = y - yc;
|
|
var r_sq = dx * dx + dy * dy;
|
|
var rmin = Math.max(0, radius - d);
|
|
var rmax = radius + d;
|
|
|
|
if (r_sq < rmin * rmin || r_sq > rmax * rmax)
|
|
return false;
|
|
|
|
var angle1 = modulo(deg2rad(startangle), 2 * Math.PI);
|
|
var dx1 = xc + radius * Math.cos(angle1) - x;
|
|
var dy1 = yc + radius * Math.sin(angle1) - y;
|
|
if (dx1 * dx1 + dy1 * dy1 <= d * d)
|
|
return true;
|
|
|
|
var angle2 = modulo(deg2rad(endangle), 2 * Math.PI);
|
|
var dx2 = xc + radius * Math.cos(angle2) - x;
|
|
var dy2 = yc + radius * Math.sin(angle2) - y;
|
|
if (dx2 * dx2 + dy2 * dy2 <= d * d)
|
|
return true;
|
|
|
|
var angle = modulo(Math.atan2(dy, dx), 2 * Math.PI);
|
|
if (angle1 > angle2)
|
|
return (angle >= angle2 || angle <= angle1);
|
|
else
|
|
return (angle >= angle1 && angle <= angle2);
|
|
}
|
|
|
|
function pointWithinPad(x, y, pad) {
|
|
var v = [x - pad.pos[0], y - pad.pos[1]];
|
|
v = rotateVector(v, -pad.angle);
|
|
if (pad.offset) {
|
|
v[0] -= pad.offset[0];
|
|
v[1] -= pad.offset[1];
|
|
}
|
|
return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
|
|
}
|
|
|
|
function netHitScan(layer, x, y) {
|
|
// Check track segments
|
|
if (settings.renderTracks && pcbdata.tracks) {
|
|
for (var track of pcbdata.tracks[layer]) {
|
|
if ('radius' in track) {
|
|
if (pointWithinDistanceToArc(x, y, ...track.center, track.radius, track.startangle, track.endangle, track.width / 2)) {
|
|
return track.net;
|
|
}
|
|
} else {
|
|
if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
|
|
return track.net;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
// Check pads
|
|
if (settings.renderPads) {
|
|
for (var footprint of pcbdata.footprints) {
|
|
for (var pad of footprint.pads) {
|
|
if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
|
|
return pad.net;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
return null;
|
|
}
|
|
|
|
function pointWithinFootprintBbox(x, y, bbox) {
|
|
var v = [x - bbox.pos[0], y - bbox.pos[1]];
|
|
v = rotateVector(v, bbox.angle);
|
|
return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
|
|
bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
|
|
}
|
|
|
|
function bboxHitScan(layer, x, y) {
|
|
var result = [];
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
var footprint = pcbdata.footprints[i];
|
|
if (footprint.layer == layer) {
|
|
if (pointWithinFootprintBbox(x, y, footprint.bbox)) {
|
|
result.push(i);
|
|
}
|
|
}
|
|
}
|
|
return result;
|
|
}
|
|
|
|
function handlePointerDown(e, layerdict) {
|
|
if (e.button != 0 && e.button != 1) {
|
|
return;
|
|
}
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
layerdict.pointerStates[e.pointerId] = {
|
|
distanceTravelled: 0,
|
|
lastX: e.offsetX,
|
|
lastY: e.offsetY,
|
|
downTime: Date.now(),
|
|
};
|
|
}
|
|
|
|
function handleMouseClick(e, layerdict) {
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
var x = e.offsetX;
|
|
var y = e.offsetY;
|
|
var t = layerdict.transform;
|
|
if (layerdict.layer == "B") {
|
|
x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
|
|
} else {
|
|
x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
|
|
}
|
|
y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
|
|
var v = rotateVector([x, y], -settings.boardRotation);
|
|
if ("nets" in pcbdata) {
|
|
var net = netHitScan(layerdict.layer, ...v);
|
|
if (net !== highlightedNet) {
|
|
netClicked(net);
|
|
}
|
|
}
|
|
if (highlightedNet === null) {
|
|
var footprints = bboxHitScan(layerdict.layer, ...v);
|
|
if (footprints.length > 0) {
|
|
footprintsClicked(footprints);
|
|
}
|
|
}
|
|
}
|
|
|
|
function handlePointerLeave(e, layerdict) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (!settings.redrawOnDrag) {
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
delete layerdict.pointerStates[e.pointerId];
|
|
}
|
|
|
|
function resetTransform(layerdict) {
|
|
layerdict.transform.panx = 0;
|
|
layerdict.transform.pany = 0;
|
|
layerdict.transform.zoom = 1;
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
function handlePointerUp(e, layerdict) {
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (e.button == 2) {
|
|
// Reset pan and zoom on right click.
|
|
resetTransform(layerdict);
|
|
layerdict.anotherPointerTapped = false;
|
|
return;
|
|
}
|
|
|
|
// We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
|
|
var ptr = layerdict.pointerStates[e.pointerId];
|
|
ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);
|
|
|
|
if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
|
|
if (Object.keys(layerdict.pointerStates).length == 1) {
|
|
if (layerdict.anotherPointerTapped) {
|
|
// This is the second pointer coming off of a two-finger tap
|
|
resetTransform(layerdict);
|
|
} else {
|
|
// This is just a regular tap
|
|
handleMouseClick(e, layerdict);
|
|
}
|
|
layerdict.anotherPointerTapped = false;
|
|
} else {
|
|
// This is the first finger coming off of what could become a two-finger tap
|
|
layerdict.anotherPointerTapped = true;
|
|
}
|
|
} else {
|
|
if (!settings.redrawOnDrag) {
|
|
redrawCanvas(layerdict);
|
|
}
|
|
layerdict.anotherPointerTapped = false;
|
|
}
|
|
|
|
delete layerdict.pointerStates[e.pointerId];
|
|
}
|
|
|
|
function handlePointerMove(e, layerdict) {
|
|
if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
|
|
return;
|
|
}
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
var thisPtr = layerdict.pointerStates[e.pointerId];
|
|
|
|
var dx = e.offsetX - thisPtr.lastX;
|
|
var dy = e.offsetY - thisPtr.lastY;
|
|
|
|
// If this number is low on pointer up, we count the action as a click
|
|
thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);
|
|
|
|
if (Object.keys(layerdict.pointerStates).length == 1) {
|
|
// This is a simple drag
|
|
layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
|
|
layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
|
|
} else if (Object.keys(layerdict.pointerStates).length == 2) {
|
|
var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];
|
|
|
|
var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
|
|
var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2) + Math.pow(e.offsetY - otherPtr.lastY, 2));
|
|
|
|
var scaleFactor = newDist / oldDist;
|
|
|
|
if (scaleFactor != NaN) {
|
|
layerdict.transform.zoom *= scaleFactor;
|
|
|
|
var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
|
|
layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
|
|
layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
|
|
}
|
|
}
|
|
|
|
thisPtr.lastX = e.offsetX;
|
|
thisPtr.lastY = e.offsetY;
|
|
|
|
if (settings.redrawOnDrag) {
|
|
redrawCanvas(layerdict);
|
|
}
|
|
}
|
|
|
|
function handleMouseWheel(e, layerdict) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
var t = layerdict.transform;
|
|
var wheeldelta = e.deltaY;
|
|
if (e.deltaMode == 1) {
|
|
// FF only, scroll by lines
|
|
wheeldelta *= 30;
|
|
} else if (e.deltaMode == 2) {
|
|
wheeldelta *= 300;
|
|
}
|
|
var m = Math.pow(1.1, -wheeldelta / 40);
|
|
// Limit amount of zoom per tick.
|
|
if (m > 2) {
|
|
m = 2;
|
|
} else if (m < 0.5) {
|
|
m = 0.5;
|
|
}
|
|
t.zoom *= m;
|
|
var zoomd = (1 - m) / t.zoom;
|
|
t.panx += devicePixelRatio * e.offsetX * zoomd;
|
|
t.pany += devicePixelRatio * e.offsetY * zoomd;
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
function addMouseHandlers(div, layerdict) {
|
|
div.addEventListener("pointerdown", function(e) {
|
|
handlePointerDown(e, layerdict);
|
|
});
|
|
div.addEventListener("pointermove", function(e) {
|
|
handlePointerMove(e, layerdict);
|
|
});
|
|
div.addEventListener("pointerup", function(e) {
|
|
handlePointerUp(e, layerdict);
|
|
});
|
|
var pointerleave = function(e) {
|
|
handlePointerLeave(e, layerdict);
|
|
}
|
|
div.addEventListener("pointercancel", pointerleave);
|
|
div.addEventListener("pointerleave", pointerleave);
|
|
div.addEventListener("pointerout", pointerleave);
|
|
|
|
div.onwheel = function(e) {
|
|
handleMouseWheel(e, layerdict);
|
|
}
|
|
for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
|
|
element.addEventListener("contextmenu", function(e) {
|
|
e.preventDefault();
|
|
}, false);
|
|
}
|
|
}
|
|
|
|
function setRedrawOnDrag(value) {
|
|
settings.redrawOnDrag = value;
|
|
writeStorage("redrawOnDrag", value);
|
|
}
|
|
|
|
function setBoardRotation(value) {
|
|
settings.boardRotation = value * 5;
|
|
writeStorage("boardRotation", settings.boardRotation);
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
resizeAll();
|
|
}
|
|
|
|
function initRender() {
|
|
allcanvas = {
|
|
front: {
|
|
transform: {
|
|
x: 0,
|
|
y: 0,
|
|
s: 1,
|
|
panx: 0,
|
|
pany: 0,
|
|
zoom: 1,
|
|
},
|
|
pointerStates: {},
|
|
anotherPointerTapped: false,
|
|
bg: document.getElementById("F_bg"),
|
|
fab: document.getElementById("F_fab"),
|
|
silk: document.getElementById("F_slk"),
|
|
highlight: document.getElementById("F_hl"),
|
|
layer: "F",
|
|
},
|
|
back: {
|
|
transform: {
|
|
x: 0,
|
|
y: 0,
|
|
s: 1,
|
|
panx: 0,
|
|
pany: 0,
|
|
zoom: 1,
|
|
},
|
|
pointerStates: {},
|
|
anotherPointerTapped: false,
|
|
bg: document.getElementById("B_bg"),
|
|
fab: document.getElementById("B_fab"),
|
|
silk: document.getElementById("B_slk"),
|
|
highlight: document.getElementById("B_hl"),
|
|
layer: "B",
|
|
}
|
|
};
|
|
addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
|
|
addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
|
|
}
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/*
|
|
* Table reordering via Drag'n'Drop
|
|
* Inspired by: https://htmldom.dev/drag-and-drop-table-column
|
|
*/
|
|
|
|
function setBomHandlers() {
|
|
|
|
const bom = document.getElementById('bomtable');
|
|
|
|
let dragName;
|
|
let placeHolderElements;
|
|
let draggingElement;
|
|
let forcePopulation;
|
|
let xOffset;
|
|
let yOffset;
|
|
let wasDragged;
|
|
|
|
const mouseUpHandler = function(e) {
|
|
// Delete dragging element
|
|
draggingElement.remove();
|
|
|
|
// Make BOM selectable again
|
|
bom.style.removeProperty("userSelect");
|
|
|
|
// Remove listeners
|
|
document.removeEventListener('mousemove', mouseMoveHandler);
|
|
document.removeEventListener('mouseup', mouseUpHandler);
|
|
|
|
if (wasDragged) {
|
|
// Redraw whole BOM
|
|
populateBomTable();
|
|
}
|
|
}
|
|
|
|
const mouseMoveHandler = function(e) {
|
|
// Notice the dragging
|
|
wasDragged = true;
|
|
|
|
// Make the dragged element visible
|
|
draggingElement.style.removeProperty("display");
|
|
|
|
// Set elements position to mouse position
|
|
draggingElement.style.left = `${e.screenX - xOffset}px`;
|
|
draggingElement.style.top = `${e.screenY - yOffset}px`;
|
|
|
|
// Forced redrawing of BOM table
|
|
if (forcePopulation) {
|
|
forcePopulation = false;
|
|
// Copy array
|
|
phe = Array.from(placeHolderElements);
|
|
// populate BOM table again
|
|
populateBomHeader(dragName, phe);
|
|
populateBomBody(dragName, phe);
|
|
}
|
|
|
|
// Set up array of hidden columns
|
|
var hiddenColumns = Array.from(settings.hiddenColumns);
|
|
// In the ungrouped mode, quantity don't exist
|
|
if (settings.bommode === "ungrouped")
|
|
hiddenColumns.push("Quantity");
|
|
// If no checkbox fields can be found, we consider them hidden
|
|
if (settings.checkboxes.length == 0)
|
|
hiddenColumns.push("checkboxes");
|
|
|
|
// Get table headers and group them into checkboxes, extrafields and normal headers
|
|
const bh = document.getElementById("bomhead");
|
|
headers = Array.from(bh.querySelectorAll("th"))
|
|
headers.shift() // numCol is not part of the columnOrder
|
|
headerGroups = []
|
|
lastCompoundClass = null;
|
|
for (i = 0; i < settings.columnOrder.length; i++) {
|
|
cElem = settings.columnOrder[i];
|
|
if (hiddenColumns.includes(cElem)) {
|
|
// Hidden columns appear as a dummy element
|
|
headerGroups.push([]);
|
|
continue;
|
|
}
|
|
elem = headers.filter(e => getColumnOrderName(e) === cElem)[0];
|
|
if (elem.classList.contains("bom-checkbox")) {
|
|
if (lastCompoundClass === "bom-checkbox") {
|
|
cbGroup = headerGroups.pop();
|
|
cbGroup.push(elem);
|
|
headerGroups.push(cbGroup);
|
|
} else {
|
|
lastCompoundClass = "bom-checkbox";
|
|
headerGroups.push([elem])
|
|
}
|
|
} else {
|
|
headerGroups.push([elem])
|
|
}
|
|
}
|
|
|
|
// Copy settings.columnOrder
|
|
var columns = Array.from(settings.columnOrder)
|
|
|
|
// Set up array with indices of hidden columns
|
|
var hiddenIndices = hiddenColumns.map(e => settings.columnOrder.indexOf(e));
|
|
var dragIndex = columns.indexOf(dragName);
|
|
var swapIndex = dragIndex;
|
|
var swapDone = false;
|
|
|
|
// Check if the current dragged element is swapable with the left or right element
|
|
if (dragIndex > 0) {
|
|
// Get left headers boundingbox
|
|
swapIndex = dragIndex - 1;
|
|
while (hiddenIndices.includes(swapIndex) && swapIndex > 0)
|
|
swapIndex--;
|
|
if (!hiddenIndices.includes(swapIndex)) {
|
|
box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
|
|
if (e.clientX < box.left + window.scrollX + (box.width / 2)) {
|
|
swapElement = columns[dragIndex];
|
|
columns.splice(dragIndex, 1);
|
|
columns.splice(swapIndex, 0, swapElement);
|
|
forcePopulation = true;
|
|
swapDone = true;
|
|
}
|
|
}
|
|
}
|
|
if ((!swapDone) && dragIndex < headerGroups.length - 1) {
|
|
// Get right headers boundingbox
|
|
swapIndex = dragIndex + 1;
|
|
while (hiddenIndices.includes(swapIndex))
|
|
swapIndex++;
|
|
if (swapIndex < headerGroups.length) {
|
|
box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
|
|
if (e.clientX > box.left + window.scrollX + (box.width / 2)) {
|
|
swapElement = columns[dragIndex];
|
|
columns.splice(dragIndex, 1);
|
|
columns.splice(swapIndex, 0, swapElement);
|
|
forcePopulation = true;
|
|
swapDone = true;
|
|
}
|
|
}
|
|
}
|
|
|
|
// Write back change to storage
|
|
if (swapDone) {
|
|
settings.columnOrder = columns
|
|
writeStorage("columnOrder", JSON.stringify(columns));
|
|
}
|
|
|
|
}
|
|
|
|
const mouseDownHandler = function(e) {
|
|
var target = e.target;
|
|
if (target.tagName.toLowerCase() != "td")
|
|
target = target.parentElement;
|
|
|
|
// Used to check if a dragging has ever happened
|
|
wasDragged = false;
|
|
|
|
// Create new element which will be displayed as the dragged column
|
|
draggingElement = document.createElement("div")
|
|
draggingElement.classList.add("dragging");
|
|
draggingElement.style.display = "none";
|
|
draggingElement.style.position = "absolute";
|
|
draggingElement.style.overflow = "hidden";
|
|
|
|
// Get bomhead and bombody elements
|
|
const bh = document.getElementById("bomhead");
|
|
const bb = document.getElementById("bombody");
|
|
|
|
// Get all compound headers for the current column
|
|
var compoundHeaders;
|
|
if (target.classList.contains("bom-checkbox")) {
|
|
compoundHeaders = Array.from(bh.querySelectorAll("th.bom-checkbox"));
|
|
} else {
|
|
compoundHeaders = [target];
|
|
}
|
|
|
|
// Create new table which will display the column
|
|
var newTable = document.createElement("table");
|
|
newTable.classList.add("bom");
|
|
newTable.style.background = "white";
|
|
draggingElement.append(newTable);
|
|
|
|
// Create new header element
|
|
var newHeader = document.createElement("thead");
|
|
newTable.append(newHeader);
|
|
|
|
// Set up array for storing all placeholder elements
|
|
placeHolderElements = [];
|
|
|
|
// Add all compound headers to the new thead element and placeholders
|
|
compoundHeaders.forEach(function(h) {
|
|
clone = cloneElementWithDimensions(h);
|
|
newHeader.append(clone);
|
|
placeHolderElements.push(clone);
|
|
});
|
|
|
|
// Create new body element
|
|
var newBody = document.createElement("tbody");
|
|
newTable.append(newBody);
|
|
|
|
// Get indices for compound headers
|
|
var idxs = compoundHeaders.map(e => getBomTableHeaderIndex(e));
|
|
|
|
// For each row in the BOM body...
|
|
var rows = bb.querySelectorAll("tr");
|
|
rows.forEach(function(row) {
|
|
// ..get the cells for the compound column
|
|
const tds = row.querySelectorAll("td");
|
|
var copytds = idxs.map(i => tds[i]);
|
|
// Add them to the new element and the placeholders
|
|
var newRow = document.createElement("tr");
|
|
copytds.forEach(function(td) {
|
|
clone = cloneElementWithDimensions(td);
|
|
newRow.append(clone);
|
|
placeHolderElements.push(clone);
|
|
});
|
|
newBody.append(newRow);
|
|
});
|
|
|
|
// Compute width for compound header
|
|
var width = compoundHeaders.reduce((acc, x) => acc + x.clientWidth, 0);
|
|
draggingElement.style.width = `${width}px`;
|
|
|
|
// Insert the new dragging element and disable selection on BOM
|
|
bom.insertBefore(draggingElement, null);
|
|
bom.style.userSelect = "none";
|
|
|
|
// Determine the mouse position offset
|
|
xOffset = e.screenX - compoundHeaders.reduce((acc, x) => Math.min(acc, x.offsetLeft), compoundHeaders[0].offsetLeft);
|
|
yOffset = e.screenY - compoundHeaders[0].offsetTop;
|
|
|
|
// Get name for the column in settings.columnOrder
|
|
dragName = getColumnOrderName(target);
|
|
|
|
// Change text and class for placeholder elements
|
|
placeHolderElements = placeHolderElements.map(function(e) {
|
|
newElem = cloneElementWithDimensions(e);
|
|
newElem.textContent = "";
|
|
newElem.classList.add("placeholder");
|
|
return newElem;
|
|
});
|
|
|
|
// On next mouse move, the whole BOM needs to be redrawn to show the placeholders
|
|
forcePopulation = true;
|
|
|
|
// Add listeners for move and up on mouse
|
|
document.addEventListener('mousemove', mouseMoveHandler);
|
|
document.addEventListener('mouseup', mouseUpHandler);
|
|
}
|
|
|
|
// In netlist mode, there is nothing to reorder
|
|
if (settings.bommode === "netlist")
|
|
return;
|
|
|
|
// Add mouseDownHandler to every column except the numCol
|
|
bom.querySelectorAll("th")
|
|
.forEach(function(head) {
|
|
if (!head.classList.contains("numCol")) {
|
|
head.onmousedown = mouseDownHandler;
|
|
}
|
|
});
|
|
|
|
}
|
|
|
|
function getBoundingClientRectFromMultiple(elements) {
|
|
var elems = Array.from(elements);
|
|
|
|
if (elems.length == 0)
|
|
return null;
|
|
|
|
var box = elems.shift()
|
|
.getBoundingClientRect();
|
|
|
|
elems.forEach(function(elem) {
|
|
var elembox = elem.getBoundingClientRect();
|
|
box.left = Math.min(elembox.left, box.left);
|
|
box.top = Math.min(elembox.top, box.top);
|
|
box.width += elembox.width;
|
|
box.height = Math.max(elembox.height, box.height);
|
|
});
|
|
|
|
return box;
|
|
}
|
|
|
|
function cloneElementWithDimensions(elem) {
|
|
var newElem = elem.cloneNode(true);
|
|
newElem.style.height = window.getComputedStyle(elem).height;
|
|
newElem.style.width = window.getComputedStyle(elem).width;
|
|
return newElem;
|
|
}
|
|
|
|
function getBomTableHeaderIndex(elem) {
|
|
const bh = document.getElementById('bomhead');
|
|
const ths = Array.from(bh.querySelectorAll("th"));
|
|
return ths.indexOf(elem);
|
|
}
|
|
|
|
function getColumnOrderName(elem) {
|
|
var cname = elem.getAttribute("col_name");
|
|
if (cname === "bom-checkbox")
|
|
return "checkboxes";
|
|
else
|
|
return cname;
|
|
}
|
|
|
|
function resizableGrid(tablehead) {
|
|
var cols = tablehead.firstElementChild.children;
|
|
var rowWidth = tablehead.offsetWidth;
|
|
|
|
for (var i = 1; i < cols.length; i++) {
|
|
if (cols[i].classList.contains("bom-checkbox"))
|
|
continue;
|
|
cols[i].style.width = ((cols[i].clientWidth - paddingDiff(cols[i])) * 100 / rowWidth) + '%';
|
|
}
|
|
|
|
for (var i = 1; i < cols.length - 1; i++) {
|
|
var div = document.createElement('div');
|
|
div.className = "column-width-handle";
|
|
cols[i].appendChild(div);
|
|
setListeners(div);
|
|
}
|
|
|
|
function setListeners(div) {
|
|
var startX, curCol, nxtCol, curColWidth, nxtColWidth, rowWidth;
|
|
|
|
div.addEventListener('mousedown', function(e) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
curCol = e.target.parentElement;
|
|
nxtCol = curCol.nextElementSibling;
|
|
startX = e.pageX;
|
|
|
|
var padding = paddingDiff(curCol);
|
|
|
|
rowWidth = curCol.parentElement.offsetWidth;
|
|
curColWidth = curCol.clientWidth - padding;
|
|
nxtColWidth = nxtCol.clientWidth - padding;
|
|
});
|
|
|
|
document.addEventListener('mousemove', function(e) {
|
|
if (startX) {
|
|
var diffX = e.pageX - startX;
|
|
diffX = -Math.min(-diffX, curColWidth - 20);
|
|
diffX = Math.min(diffX, nxtColWidth - 20);
|
|
|
|
curCol.style.width = ((curColWidth + diffX) * 100 / rowWidth) + '%';
|
|
nxtCol.style.width = ((nxtColWidth - diffX) * 100 / rowWidth) + '%';
|
|
console.log(`${curColWidth + nxtColWidth} ${(curColWidth + diffX) * 100 / rowWidth + (nxtColWidth - diffX) * 100 / rowWidth}`);
|
|
}
|
|
});
|
|
|
|
document.addEventListener('mouseup', function(e) {
|
|
curCol = undefined;
|
|
nxtCol = undefined;
|
|
startX = undefined;
|
|
nxtColWidth = undefined;
|
|
curColWidth = undefined
|
|
});
|
|
}
|
|
|
|
function paddingDiff(col) {
|
|
|
|
if (getStyleVal(col, 'box-sizing') == 'border-box') {
|
|
return 0;
|
|
}
|
|
|
|
var padLeft = getStyleVal(col, 'padding-left');
|
|
var padRight = getStyleVal(col, 'padding-right');
|
|
return (parseInt(padLeft) + parseInt(padRight));
|
|
|
|
}
|
|
|
|
function getStyleVal(elm, css) {
|
|
return (window.getComputedStyle(elm, null).getPropertyValue(css))
|
|
}
|
|
}
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* DOM manipulation and misc code */
|
|
|
|
var bomsplit;
|
|
var canvassplit;
|
|
var initDone = false;
|
|
var bomSortFunction = null;
|
|
var currentSortColumn = null;
|
|
var currentSortOrder = null;
|
|
var currentHighlightedRowId;
|
|
var highlightHandlers = [];
|
|
var footprintIndexToHandler = {};
|
|
var netsToHandler = {};
|
|
var markedFootprints = new Set();
|
|
var highlightedFootprints = [];
|
|
var highlightedNet = null;
|
|
var lastClicked;
|
|
|
|
function dbg(html) {
|
|
dbgdiv.innerHTML = html;
|
|
}
|
|
|
|
function redrawIfInitDone() {
|
|
if (initDone) {
|
|
redrawCanvas(allcanvas.front);
|
|
redrawCanvas(allcanvas.back);
|
|
}
|
|
}
|
|
|
|
function padsVisible(value) {
|
|
writeStorage("padsVisible", value);
|
|
settings.renderPads = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function referencesVisible(value) {
|
|
writeStorage("referencesVisible", value);
|
|
settings.renderReferences = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function valuesVisible(value) {
|
|
writeStorage("valuesVisible", value);
|
|
settings.renderValues = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function tracksVisible(value) {
|
|
writeStorage("tracksVisible", value);
|
|
settings.renderTracks = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function zonesVisible(value) {
|
|
writeStorage("zonesVisible", value);
|
|
settings.renderZones = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function dnpOutline(value) {
|
|
writeStorage("dnpOutline", value);
|
|
settings.renderDnpOutline = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function setDarkMode(value) {
|
|
if (value) {
|
|
topmostdiv.classList.add("dark");
|
|
} else {
|
|
topmostdiv.classList.remove("dark");
|
|
}
|
|
writeStorage("darkmode", value);
|
|
settings.darkMode = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function setShowBOMColumn(field, value) {
|
|
if (field === "references") {
|
|
var rl = document.getElementById("reflookup");
|
|
rl.disabled = !value;
|
|
if (!value) {
|
|
rl.value = "";
|
|
updateRefLookup("");
|
|
}
|
|
}
|
|
|
|
var n = settings.hiddenColumns.indexOf(field);
|
|
if (value) {
|
|
if (n != -1) {
|
|
settings.hiddenColumns.splice(n, 1);
|
|
}
|
|
} else {
|
|
if (n == -1) {
|
|
settings.hiddenColumns.push(field);
|
|
}
|
|
}
|
|
|
|
writeStorage("hiddenColumns", JSON.stringify(settings.hiddenColumns));
|
|
|
|
if (initDone) {
|
|
populateBomTable();
|
|
}
|
|
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
|
|
function setFullscreen(value) {
|
|
if (value) {
|
|
document.documentElement.requestFullscreen();
|
|
} else {
|
|
document.exitFullscreen();
|
|
}
|
|
}
|
|
|
|
function fabricationVisible(value) {
|
|
writeStorage("fabricationVisible", value);
|
|
settings.renderFabrication = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function silkscreenVisible(value) {
|
|
writeStorage("silkscreenVisible", value);
|
|
settings.renderSilkscreen = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function setHighlightPin1(value) {
|
|
writeStorage("highlightpin1", value);
|
|
settings.highlightpin1 = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function getStoredCheckboxRefs(checkbox) {
|
|
function convert(ref) {
|
|
var intref = parseInt(ref);
|
|
if (isNaN(intref)) {
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
if (pcbdata.footprints[i].ref == ref) {
|
|
return i;
|
|
}
|
|
}
|
|
return -1;
|
|
} else {
|
|
return intref;
|
|
}
|
|
}
|
|
if (!(checkbox in settings.checkboxStoredRefs)) {
|
|
var val = readStorage("checkbox_" + checkbox);
|
|
settings.checkboxStoredRefs[checkbox] = val ? val : "";
|
|
}
|
|
if (!settings.checkboxStoredRefs[checkbox]) {
|
|
return new Set();
|
|
} else {
|
|
return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
|
|
}
|
|
}
|
|
|
|
function getCheckboxState(checkbox, references) {
|
|
var storedRefsSet = getStoredCheckboxRefs(checkbox);
|
|
var currentRefsSet = new Set(references.map(r => r[1]));
|
|
// Get difference of current - stored
|
|
var difference = new Set(currentRefsSet);
|
|
for (ref of storedRefsSet) {
|
|
difference.delete(ref);
|
|
}
|
|
if (difference.size == 0) {
|
|
// All the current refs are stored
|
|
return "checked";
|
|
} else if (difference.size == currentRefsSet.size) {
|
|
// None of the current refs are stored
|
|
return "unchecked";
|
|
} else {
|
|
// Some of the refs are stored
|
|
return "indeterminate";
|
|
}
|
|
}
|
|
|
|
function setBomCheckboxState(checkbox, element, references) {
|
|
var state = getCheckboxState(checkbox, references);
|
|
element.checked = (state == "checked");
|
|
element.indeterminate = (state == "indeterminate");
|
|
}
|
|
|
|
function createCheckboxChangeHandler(checkbox, references, row) {
|
|
return function () {
|
|
refsSet = getStoredCheckboxRefs(checkbox);
|
|
var markWhenChecked = settings.markWhenChecked == checkbox;
|
|
eventArgs = {
|
|
checkbox: checkbox,
|
|
refs: references,
|
|
}
|
|
if (this.checked) {
|
|
// checkbox ticked
|
|
for (var ref of references) {
|
|
refsSet.add(ref[1]);
|
|
}
|
|
if (markWhenChecked) {
|
|
row.classList.add("checked");
|
|
for (var ref of references) {
|
|
markedFootprints.add(ref[1]);
|
|
}
|
|
drawHighlights();
|
|
}
|
|
eventArgs.state = 'checked';
|
|
} else {
|
|
// checkbox unticked
|
|
for (var ref of references) {
|
|
refsSet.delete(ref[1]);
|
|
}
|
|
if (markWhenChecked) {
|
|
row.classList.remove("checked");
|
|
for (var ref of references) {
|
|
markedFootprints.delete(ref[1]);
|
|
}
|
|
drawHighlights();
|
|
}
|
|
eventArgs.state = 'unchecked';
|
|
}
|
|
settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
|
|
writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
|
|
updateCheckboxStats(checkbox);
|
|
EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
|
|
}
|
|
}
|
|
|
|
function clearHighlightedFootprints() {
|
|
if (currentHighlightedRowId) {
|
|
document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
|
|
currentHighlightedRowId = null;
|
|
highlightedFootprints = [];
|
|
highlightedNet = null;
|
|
}
|
|
}
|
|
|
|
function createRowHighlightHandler(rowid, refs, net) {
|
|
return function () {
|
|
if (currentHighlightedRowId) {
|
|
if (currentHighlightedRowId == rowid) {
|
|
return;
|
|
}
|
|
document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
|
|
}
|
|
document.getElementById(rowid).classList.add("highlighted");
|
|
currentHighlightedRowId = rowid;
|
|
highlightedFootprints = refs ? refs.map(r => r[1]) : [];
|
|
highlightedNet = net;
|
|
drawHighlights();
|
|
EventHandler.emitEvent(
|
|
IBOM_EVENT_TYPES.HIGHLIGHT_EVENT, {
|
|
rowid: rowid,
|
|
refs: refs,
|
|
net: net
|
|
});
|
|
}
|
|
}
|
|
|
|
function entryMatches(entry) {
|
|
if (settings.bommode == "netlist") {
|
|
// entry is just a net name
|
|
return entry.toLowerCase().indexOf(filter) >= 0;
|
|
}
|
|
// check refs
|
|
if (!settings.hiddenColumns.includes("references")) {
|
|
for (var ref of entry) {
|
|
if (ref[0].toLowerCase().indexOf(filter) >= 0) {
|
|
return true;
|
|
}
|
|
}
|
|
}
|
|
// check fields
|
|
for (var i in config.fields) {
|
|
var f = config.fields[i];
|
|
if (!settings.hiddenColumns.includes(f)) {
|
|
for (var ref of entry) {
|
|
if (pcbdata.bom.fields[ref[1]][i].toLowerCase().indexOf(filter) >= 0) {
|
|
return true;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
return false;
|
|
}
|
|
|
|
function findRefInEntry(entry) {
|
|
return entry.filter(r => r[0].toLowerCase() == reflookup);
|
|
}
|
|
|
|
function highlightFilter(s) {
|
|
if (!filter) {
|
|
return s;
|
|
}
|
|
var parts = s.toLowerCase().split(filter);
|
|
if (parts.length == 1) {
|
|
return s;
|
|
}
|
|
var r = "";
|
|
var pos = 0;
|
|
for (var i in parts) {
|
|
if (i > 0) {
|
|
r += '<mark class="highlight">' +
|
|
s.substring(pos, pos + filter.length) +
|
|
'</mark>';
|
|
pos += filter.length;
|
|
}
|
|
r += s.substring(pos, pos + parts[i].length);
|
|
pos += parts[i].length;
|
|
}
|
|
return r;
|
|
}
|
|
|
|
function checkboxSetUnsetAllHandler(checkboxname) {
|
|
return function () {
|
|
var checkboxnum = 0;
|
|
while (checkboxnum < settings.checkboxes.length &&
|
|
settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
|
|
checkboxnum++;
|
|
}
|
|
if (checkboxnum >= settings.checkboxes.length) {
|
|
return;
|
|
}
|
|
var allset = true;
|
|
var checkbox;
|
|
var row;
|
|
for (row of bombody.childNodes) {
|
|
checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
|
|
if (!checkbox.checked || checkbox.indeterminate) {
|
|
allset = false;
|
|
break;
|
|
}
|
|
}
|
|
for (row of bombody.childNodes) {
|
|
checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
|
|
checkbox.checked = !allset;
|
|
checkbox.indeterminate = false;
|
|
checkbox.onchange();
|
|
}
|
|
}
|
|
}
|
|
|
|
function createColumnHeader(name, cls, comparator, is_checkbox = false) {
|
|
var th = document.createElement("TH");
|
|
th.innerHTML = name;
|
|
th.classList.add(cls);
|
|
if (is_checkbox)
|
|
th.setAttribute("col_name", "bom-checkbox");
|
|
else
|
|
th.setAttribute("col_name", name);
|
|
var span = document.createElement("SPAN");
|
|
span.classList.add("sortmark");
|
|
span.classList.add("none");
|
|
th.appendChild(span);
|
|
var spacer = document.createElement("div");
|
|
spacer.className = "column-spacer";
|
|
th.appendChild(spacer);
|
|
spacer.onclick = function () {
|
|
if (currentSortColumn && th !== currentSortColumn) {
|
|
// Currently sorted by another column
|
|
currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
|
|
currentSortColumn.childNodes[1].classList.add("none");
|
|
currentSortColumn = null;
|
|
currentSortOrder = null;
|
|
}
|
|
if (currentSortColumn && th === currentSortColumn) {
|
|
// Already sorted by this column
|
|
if (currentSortOrder == "asc") {
|
|
// Sort by this column, descending order
|
|
bomSortFunction = function (a, b) {
|
|
return -comparator(a, b);
|
|
}
|
|
currentSortColumn.childNodes[1].classList.remove("asc");
|
|
currentSortColumn.childNodes[1].classList.add("desc");
|
|
currentSortOrder = "desc";
|
|
} else {
|
|
// Unsort
|
|
bomSortFunction = null;
|
|
currentSortColumn.childNodes[1].classList.remove("desc");
|
|
currentSortColumn.childNodes[1].classList.add("none");
|
|
currentSortColumn = null;
|
|
currentSortOrder = null;
|
|
}
|
|
} else {
|
|
// Sort by this column, ascending order
|
|
bomSortFunction = comparator;
|
|
currentSortColumn = th;
|
|
currentSortColumn.childNodes[1].classList.remove("none");
|
|
currentSortColumn.childNodes[1].classList.add("asc");
|
|
currentSortOrder = "asc";
|
|
}
|
|
populateBomBody();
|
|
}
|
|
if (is_checkbox) {
|
|
spacer.onclick = fancyDblClickHandler(
|
|
spacer, spacer.onclick, checkboxSetUnsetAllHandler(name));
|
|
}
|
|
return th;
|
|
}
|
|
|
|
function populateBomHeader(placeHolderColumn = null, placeHolderElements = null) {
|
|
while (bomhead.firstChild) {
|
|
bomhead.removeChild(bomhead.firstChild);
|
|
}
|
|
var tr = document.createElement("TR");
|
|
var th = document.createElement("TH");
|
|
th.classList.add("numCol");
|
|
|
|
var vismenu = document.createElement("div");
|
|
vismenu.id = "vismenu";
|
|
vismenu.classList.add("menu");
|
|
|
|
var visbutton = document.createElement("div");
|
|
visbutton.classList.add("visbtn");
|
|
visbutton.classList.add("hideonprint");
|
|
|
|
var viscontent = document.createElement("div");
|
|
viscontent.classList.add("menu-content");
|
|
viscontent.id = "vismenu-content";
|
|
|
|
settings.columnOrder.forEach(column => {
|
|
if (typeof column !== "string")
|
|
return;
|
|
|
|
// Skip empty columns
|
|
if (column === "checkboxes" && settings.checkboxes.length == 0)
|
|
return;
|
|
else if (column === "Quantity" && settings.bommode == "ungrouped")
|
|
return;
|
|
|
|
var label = document.createElement("label");
|
|
label.classList.add("menu-label");
|
|
|
|
var input = document.createElement("input");
|
|
input.classList.add("visibility_checkbox");
|
|
input.type = "checkbox";
|
|
input.onchange = function (e) {
|
|
setShowBOMColumn(column, e.target.checked)
|
|
};
|
|
input.checked = !(settings.hiddenColumns.includes(column));
|
|
|
|
label.appendChild(input);
|
|
if (column.length > 0)
|
|
label.append(column[0].toUpperCase() + column.slice(1));
|
|
|
|
viscontent.appendChild(label);
|
|
});
|
|
|
|
viscontent.childNodes[0].classList.add("menu-label-top");
|
|
|
|
vismenu.appendChild(visbutton);
|
|
if (settings.bommode != "netlist") {
|
|
vismenu.appendChild(viscontent);
|
|
th.appendChild(vismenu);
|
|
}
|
|
tr.appendChild(th);
|
|
|
|
var checkboxCompareClosure = function (checkbox) {
|
|
return (a, b) => {
|
|
var stateA = getCheckboxState(checkbox, a);
|
|
var stateB = getCheckboxState(checkbox, b);
|
|
if (stateA > stateB) return -1;
|
|
if (stateA < stateB) return 1;
|
|
return 0;
|
|
}
|
|
}
|
|
var stringFieldCompareClosure = function (fieldIndex) {
|
|
return (a, b) => {
|
|
var fa = pcbdata.bom.fields[a[0][1]][fieldIndex];
|
|
var fb = pcbdata.bom.fields[b[0][1]][fieldIndex];
|
|
if (fa != fb) return fa > fb ? 1 : -1;
|
|
else return 0;
|
|
}
|
|
}
|
|
var referenceRegex = /(?<prefix>[^0-9]+)(?<number>[0-9]+)/;
|
|
var compareRefs = (a, b) => {
|
|
var ra = referenceRegex.exec(a);
|
|
var rb = referenceRegex.exec(b);
|
|
if (ra === null || rb === null) {
|
|
if (a != b) return a > b ? 1 : -1;
|
|
return 0;
|
|
} else {
|
|
if (ra.groups.prefix != rb.groups.prefix) {
|
|
return ra.groups.prefix > rb.groups.prefix ? 1 : -1;
|
|
}
|
|
if (ra.groups.number != rb.groups.number) {
|
|
return parseInt(ra.groups.number) > parseInt(rb.groups.number) ? 1 : -1;
|
|
}
|
|
return 0;
|
|
}
|
|
}
|
|
if (settings.bommode == "netlist") {
|
|
th = createColumnHeader("Net name", "bom-netname", (a, b) => {
|
|
if (a > b) return -1;
|
|
if (a < b) return 1;
|
|
return 0;
|
|
});
|
|
tr.appendChild(th);
|
|
} else {
|
|
// Filter hidden columns
|
|
var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
|
|
var valueIndex = config.fields.indexOf("Value");
|
|
var footprintIndex = config.fields.indexOf("Footprint");
|
|
columns.forEach((column) => {
|
|
if (column === placeHolderColumn) {
|
|
var n = 1;
|
|
if (column === "checkboxes")
|
|
n = settings.checkboxes.length;
|
|
for (i = 0; i < n; i++) {
|
|
td = placeHolderElements.shift();
|
|
tr.appendChild(td);
|
|
}
|
|
return;
|
|
} else if (column === "checkboxes") {
|
|
for (var checkbox of settings.checkboxes) {
|
|
th = createColumnHeader(
|
|
checkbox, "bom-checkbox", checkboxCompareClosure(checkbox), true);
|
|
tr.appendChild(th);
|
|
}
|
|
} else if (column === "References") {
|
|
tr.appendChild(createColumnHeader("References", "references", (a, b) => {
|
|
var i = 0;
|
|
while (i < a.length && i < b.length) {
|
|
if (a[i] != b[i]) return compareRefs(a[i][0], b[i][0]);
|
|
i++;
|
|
}
|
|
return a.length - b.length;
|
|
}));
|
|
} else if (column === "Value") {
|
|
tr.appendChild(createColumnHeader("Value", "value", (a, b) => {
|
|
var ra = a[0][1], rb = b[0][1];
|
|
return valueCompare(
|
|
pcbdata.bom.parsedValues[ra], pcbdata.bom.parsedValues[rb],
|
|
pcbdata.bom.fields[ra][valueIndex], pcbdata.bom.fields[rb][valueIndex]);
|
|
}));
|
|
return;
|
|
} else if (column === "Footprint") {
|
|
tr.appendChild(createColumnHeader(
|
|
"Footprint", "footprint", stringFieldCompareClosure(footprintIndex)));
|
|
} else if (column === "Quantity" && settings.bommode == "grouped") {
|
|
tr.appendChild(createColumnHeader("Quantity", "quantity", (a, b) => {
|
|
return a.length - b.length;
|
|
}));
|
|
} else {
|
|
// Other fields
|
|
var i = config.fields.indexOf(column);
|
|
if (i < 0)
|
|
return;
|
|
tr.appendChild(createColumnHeader(
|
|
column, `field${i + 1}`, stringFieldCompareClosure(i)));
|
|
}
|
|
});
|
|
}
|
|
bomhead.appendChild(tr);
|
|
}
|
|
|
|
function populateBomBody(placeholderColumn = null, placeHolderElements = null) {
|
|
while (bom.firstChild) {
|
|
bom.removeChild(bom.firstChild);
|
|
}
|
|
highlightHandlers = [];
|
|
footprintIndexToHandler = {};
|
|
netsToHandler = {};
|
|
currentHighlightedRowId = null;
|
|
var first = true;
|
|
if (settings.bommode == "netlist") {
|
|
bomtable = pcbdata.nets.slice();
|
|
} else {
|
|
switch (settings.canvaslayout) {
|
|
case 'F':
|
|
bomtable = pcbdata.bom.F.slice();
|
|
break;
|
|
case 'FB':
|
|
bomtable = pcbdata.bom.both.slice();
|
|
break;
|
|
case 'B':
|
|
bomtable = pcbdata.bom.B.slice();
|
|
break;
|
|
}
|
|
if (settings.bommode == "ungrouped") {
|
|
// expand bom table
|
|
expandedTable = []
|
|
for (var bomentry of bomtable) {
|
|
for (var ref of bomentry) {
|
|
expandedTable.push([ref]);
|
|
}
|
|
}
|
|
bomtable = expandedTable;
|
|
}
|
|
}
|
|
if (bomSortFunction) {
|
|
bomtable = bomtable.sort(bomSortFunction);
|
|
}
|
|
for (var i in bomtable) {
|
|
var bomentry = bomtable[i];
|
|
if (filter && !entryMatches(bomentry)) {
|
|
continue;
|
|
}
|
|
var references = null;
|
|
var netname = null;
|
|
var tr = document.createElement("TR");
|
|
var td = document.createElement("TD");
|
|
var rownum = +i + 1;
|
|
tr.id = "bomrow" + rownum;
|
|
td.textContent = rownum;
|
|
tr.appendChild(td);
|
|
if (settings.bommode == "netlist") {
|
|
netname = bomentry;
|
|
td = document.createElement("TD");
|
|
td.innerHTML = highlightFilter(netname ? netname : "<no net>");
|
|
tr.appendChild(td);
|
|
} else {
|
|
if (reflookup) {
|
|
references = findRefInEntry(bomentry);
|
|
if (references.length == 0) {
|
|
continue;
|
|
}
|
|
} else {
|
|
references = bomentry;
|
|
}
|
|
// Filter hidden columns
|
|
var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
|
|
columns.forEach((column) => {
|
|
if (column === placeholderColumn) {
|
|
var n = 1;
|
|
if (column === "checkboxes")
|
|
n = settings.checkboxes.length;
|
|
for (i = 0; i < n; i++) {
|
|
td = placeHolderElements.shift();
|
|
tr.appendChild(td);
|
|
}
|
|
return;
|
|
} else if (column === "checkboxes") {
|
|
for (var checkbox of settings.checkboxes) {
|
|
if (checkbox) {
|
|
td = document.createElement("TD");
|
|
var input = document.createElement("input");
|
|
input.type = "checkbox";
|
|
input.onchange = createCheckboxChangeHandler(checkbox, references, tr);
|
|
setBomCheckboxState(checkbox, input, references);
|
|
if (input.checked && settings.markWhenChecked == checkbox) {
|
|
tr.classList.add("checked");
|
|
}
|
|
td.appendChild(input);
|
|
tr.appendChild(td);
|
|
}
|
|
}
|
|
} else if (column === "References") {
|
|
td = document.createElement("TD");
|
|
td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
|
|
tr.appendChild(td);
|
|
} else if (column === "Quantity" && settings.bommode == "grouped") {
|
|
// Quantity
|
|
td = document.createElement("TD");
|
|
td.textContent = references.length;
|
|
tr.appendChild(td);
|
|
} else {
|
|
// All the other fields
|
|
var field_index = config.fields.indexOf(column)
|
|
if (field_index < 0)
|
|
return;
|
|
var valueSet = new Set();
|
|
references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index]));
|
|
td = document.createElement("TD");
|
|
td.innerHTML = highlightFilter(Array.from(valueSet).join(", "));
|
|
tr.appendChild(td);
|
|
}
|
|
});
|
|
}
|
|
bom.appendChild(tr);
|
|
var handler = createRowHighlightHandler(tr.id, references, netname);
|
|
tr.onmousemove = handler;
|
|
highlightHandlers.push({
|
|
id: tr.id,
|
|
handler: handler,
|
|
});
|
|
if (references !== null) {
|
|
for (var refIndex of references.map(r => r[1])) {
|
|
footprintIndexToHandler[refIndex] = handler;
|
|
}
|
|
}
|
|
if (netname !== null) {
|
|
netsToHandler[netname] = handler;
|
|
}
|
|
if ((filter || reflookup) && first) {
|
|
handler();
|
|
first = false;
|
|
}
|
|
}
|
|
EventHandler.emitEvent(
|
|
IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, {
|
|
filter: filter,
|
|
reflookup: reflookup,
|
|
checkboxes: settings.checkboxes,
|
|
bommode: settings.bommode,
|
|
});
|
|
}
|
|
|
|
function highlightPreviousRow() {
|
|
if (!currentHighlightedRowId) {
|
|
highlightHandlers[highlightHandlers.length - 1].handler();
|
|
} else {
|
|
if (highlightHandlers.length > 1 &&
|
|
highlightHandlers[0].id == currentHighlightedRowId) {
|
|
highlightHandlers[highlightHandlers.length - 1].handler();
|
|
} else {
|
|
for (var i = 0; i < highlightHandlers.length - 1; i++) {
|
|
if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
|
|
highlightHandlers[i].handler();
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
}
|
|
|
|
function highlightNextRow() {
|
|
if (!currentHighlightedRowId) {
|
|
highlightHandlers[0].handler();
|
|
} else {
|
|
if (highlightHandlers.length > 1 &&
|
|
highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
|
|
highlightHandlers[0].handler();
|
|
} else {
|
|
for (var i = 1; i < highlightHandlers.length; i++) {
|
|
if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
|
|
highlightHandlers[i].handler();
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
}
|
|
|
|
function populateBomTable() {
|
|
populateBomHeader();
|
|
populateBomBody();
|
|
setBomHandlers();
|
|
resizableGrid(bomhead);
|
|
}
|
|
|
|
function footprintsClicked(footprintIndexes) {
|
|
var lastClickedIndex = footprintIndexes.indexOf(lastClicked);
|
|
for (var i = 1; i <= footprintIndexes.length; i++) {
|
|
var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length];
|
|
if (refIndex in footprintIndexToHandler) {
|
|
lastClicked = refIndex;
|
|
footprintIndexToHandler[refIndex]();
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
|
|
function netClicked(net) {
|
|
if (net in netsToHandler) {
|
|
netsToHandler[net]();
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
} else {
|
|
clearHighlightedFootprints();
|
|
highlightedNet = net;
|
|
drawHighlights();
|
|
}
|
|
}
|
|
|
|
function updateFilter(input) {
|
|
filter = input.toLowerCase();
|
|
populateBomTable();
|
|
}
|
|
|
|
function updateRefLookup(input) {
|
|
reflookup = input.toLowerCase();
|
|
populateBomTable();
|
|
}
|
|
|
|
function changeCanvasLayout(layout) {
|
|
document.getElementById("fl-btn").classList.remove("depressed");
|
|
document.getElementById("fb-btn").classList.remove("depressed");
|
|
document.getElementById("bl-btn").classList.remove("depressed");
|
|
switch (layout) {
|
|
case 'F':
|
|
document.getElementById("fl-btn").classList.add("depressed");
|
|
if (settings.bomlayout != "bom-only") {
|
|
canvassplit.collapse(1);
|
|
}
|
|
break;
|
|
case 'B':
|
|
document.getElementById("bl-btn").classList.add("depressed");
|
|
if (settings.bomlayout != "bom-only") {
|
|
canvassplit.collapse(0);
|
|
}
|
|
break;
|
|
default:
|
|
document.getElementById("fb-btn").classList.add("depressed");
|
|
if (settings.bomlayout != "bom-only") {
|
|
canvassplit.setSizes([50, 50]);
|
|
}
|
|
}
|
|
settings.canvaslayout = layout;
|
|
writeStorage("canvaslayout", layout);
|
|
resizeAll();
|
|
changeBomMode(settings.bommode);
|
|
}
|
|
|
|
function populateMetadata() {
|
|
document.getElementById("title").innerHTML = pcbdata.metadata.title;
|
|
document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
|
|
document.getElementById("company").innerHTML = pcbdata.metadata.company;
|
|
document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
|
|
if (pcbdata.metadata.title != "") {
|
|
document.title = pcbdata.metadata.title + " BOM";
|
|
}
|
|
// Calculate board stats
|
|
var fp_f = 0,
|
|
fp_b = 0,
|
|
pads_f = 0,
|
|
pads_b = 0,
|
|
pads_th = 0;
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
if (pcbdata.bom.skipped.includes(i)) continue;
|
|
var mod = pcbdata.footprints[i];
|
|
if (mod.layer == "F") {
|
|
fp_f++;
|
|
} else {
|
|
fp_b++;
|
|
}
|
|
for (var pad of mod.pads) {
|
|
if (pad.type == "th") {
|
|
pads_th++;
|
|
} else {
|
|
if (pad.layers.includes("F")) {
|
|
pads_f++;
|
|
}
|
|
if (pad.layers.includes("B")) {
|
|
pads_b++;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
document.getElementById("stats-components-front").innerHTML = fp_f;
|
|
document.getElementById("stats-components-back").innerHTML = fp_b;
|
|
document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
|
|
document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
|
|
document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
|
|
document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
|
|
document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
|
|
document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
|
|
document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
|
|
document.getElementById("stats-th-pads").innerHTML = pads_th;
|
|
// Update version string
|
|
document.getElementById("github-link").innerHTML = "InteractiveHtmlBom " +
|
|
/^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
|
|
}
|
|
|
|
function changeBomLayout(layout) {
|
|
document.getElementById("bom-btn").classList.remove("depressed");
|
|
document.getElementById("lr-btn").classList.remove("depressed");
|
|
document.getElementById("tb-btn").classList.remove("depressed");
|
|
switch (layout) {
|
|
case 'bom-only':
|
|
document.getElementById("bom-btn").classList.add("depressed");
|
|
if (bomsplit) {
|
|
bomsplit.destroy();
|
|
bomsplit = null;
|
|
canvassplit.destroy();
|
|
canvassplit = null;
|
|
}
|
|
document.getElementById("frontcanvas").style.display = "none";
|
|
document.getElementById("backcanvas").style.display = "none";
|
|
document.getElementById("bot").style.height = "";
|
|
break;
|
|
case 'top-bottom':
|
|
document.getElementById("tb-btn").classList.add("depressed");
|
|
document.getElementById("frontcanvas").style.display = "";
|
|
document.getElementById("backcanvas").style.display = "";
|
|
document.getElementById("bot").style.height = "calc(100% - 80px)";
|
|
document.getElementById("bomdiv").classList.remove("split-horizontal");
|
|
document.getElementById("canvasdiv").classList.remove("split-horizontal");
|
|
document.getElementById("frontcanvas").classList.add("split-horizontal");
|
|
document.getElementById("backcanvas").classList.add("split-horizontal");
|
|
if (bomsplit) {
|
|
bomsplit.destroy();
|
|
bomsplit = null;
|
|
canvassplit.destroy();
|
|
canvassplit = null;
|
|
}
|
|
bomsplit = Split(['#bomdiv', '#canvasdiv'], {
|
|
sizes: [50, 50],
|
|
onDragEnd: resizeAll,
|
|
direction: "vertical",
|
|
gutterSize: 5
|
|
});
|
|
canvassplit = Split(['#frontcanvas', '#backcanvas'], {
|
|
sizes: [50, 50],
|
|
gutterSize: 5,
|
|
onDragEnd: resizeAll
|
|
});
|
|
break;
|
|
case 'left-right':
|
|
document.getElementById("lr-btn").classList.add("depressed");
|
|
document.getElementById("frontcanvas").style.display = "";
|
|
document.getElementById("backcanvas").style.display = "";
|
|
document.getElementById("bot").style.height = "calc(100% - 80px)";
|
|
document.getElementById("bomdiv").classList.add("split-horizontal");
|
|
document.getElementById("canvasdiv").classList.add("split-horizontal");
|
|
document.getElementById("frontcanvas").classList.remove("split-horizontal");
|
|
document.getElementById("backcanvas").classList.remove("split-horizontal");
|
|
if (bomsplit) {
|
|
bomsplit.destroy();
|
|
bomsplit = null;
|
|
canvassplit.destroy();
|
|
canvassplit = null;
|
|
}
|
|
bomsplit = Split(['#bomdiv', '#canvasdiv'], {
|
|
sizes: [50, 50],
|
|
onDragEnd: resizeAll,
|
|
gutterSize: 5
|
|
});
|
|
canvassplit = Split(['#frontcanvas', '#backcanvas'], {
|
|
sizes: [50, 50],
|
|
gutterSize: 5,
|
|
direction: "vertical",
|
|
onDragEnd: resizeAll
|
|
});
|
|
}
|
|
settings.bomlayout = layout;
|
|
writeStorage("bomlayout", layout);
|
|
changeCanvasLayout(settings.canvaslayout);
|
|
}
|
|
|
|
function changeBomMode(mode) {
|
|
document.getElementById("bom-grouped-btn").classList.remove("depressed");
|
|
document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
|
|
document.getElementById("bom-netlist-btn").classList.remove("depressed");
|
|
var chkbxs = document.getElementsByClassName("visibility_checkbox");
|
|
|
|
switch (mode) {
|
|
case 'grouped':
|
|
document.getElementById("bom-grouped-btn").classList.add("depressed");
|
|
for (var i = 0; i < chkbxs.length; i++) {
|
|
chkbxs[i].disabled = false;
|
|
}
|
|
break;
|
|
case 'ungrouped':
|
|
document.getElementById("bom-ungrouped-btn").classList.add("depressed");
|
|
for (var i = 0; i < chkbxs.length; i++) {
|
|
chkbxs[i].disabled = false;
|
|
}
|
|
break;
|
|
case 'netlist':
|
|
document.getElementById("bom-netlist-btn").classList.add("depressed");
|
|
for (var i = 0; i < chkbxs.length; i++) {
|
|
chkbxs[i].disabled = true;
|
|
}
|
|
}
|
|
|
|
writeStorage("bommode", mode);
|
|
if (mode != settings.bommode) {
|
|
settings.bommode = mode;
|
|
bomSortFunction = null;
|
|
currentSortColumn = null;
|
|
currentSortOrder = null;
|
|
clearHighlightedFootprints();
|
|
}
|
|
populateBomTable();
|
|
}
|
|
|
|
function focusFilterField() {
|
|
focusInputField(document.getElementById("filter"));
|
|
}
|
|
|
|
function focusRefLookupField() {
|
|
focusInputField(document.getElementById("reflookup"));
|
|
}
|
|
|
|
function toggleBomCheckbox(bomrowid, checkboxnum) {
|
|
if (!bomrowid || checkboxnum > settings.checkboxes.length) {
|
|
return;
|
|
}
|
|
var bomrow = document.getElementById(bomrowid);
|
|
var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
|
|
checkbox.checked = !checkbox.checked;
|
|
checkbox.indeterminate = false;
|
|
checkbox.onchange();
|
|
}
|
|
|
|
function checkBomCheckbox(bomrowid, checkboxname) {
|
|
var checkboxnum = 0;
|
|
while (checkboxnum < settings.checkboxes.length &&
|
|
settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
|
|
checkboxnum++;
|
|
}
|
|
if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
|
|
return;
|
|
}
|
|
var bomrow = document.getElementById(bomrowid);
|
|
var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
|
|
checkbox.checked = true;
|
|
checkbox.indeterminate = false;
|
|
checkbox.onchange();
|
|
}
|
|
|
|
function setBomCheckboxes(value) {
|
|
writeStorage("bomCheckboxes", value);
|
|
settings.checkboxes = value.split(",").map((e) => e.trim()).filter((e) => e);
|
|
prepCheckboxes();
|
|
populateMarkWhenCheckedOptions();
|
|
setMarkWhenChecked(settings.markWhenChecked);
|
|
}
|
|
|
|
function setMarkWhenChecked(value) {
|
|
writeStorage("markWhenChecked", value);
|
|
settings.markWhenChecked = value;
|
|
markedFootprints.clear();
|
|
for (var ref of (value ? getStoredCheckboxRefs(value) : [])) {
|
|
markedFootprints.add(ref);
|
|
}
|
|
populateBomTable();
|
|
drawHighlights();
|
|
}
|
|
|
|
function prepCheckboxes() {
|
|
var table = document.getElementById("checkbox-stats");
|
|
while (table.childElementCount > 1) {
|
|
table.removeChild(table.lastChild);
|
|
}
|
|
if (settings.checkboxes.length) {
|
|
table.style.display = "";
|
|
} else {
|
|
table.style.display = "none";
|
|
}
|
|
for (var checkbox of settings.checkboxes) {
|
|
var tr = document.createElement("TR");
|
|
var td = document.createElement("TD");
|
|
td.innerHTML = checkbox;
|
|
tr.appendChild(td);
|
|
td = document.createElement("TD");
|
|
td.id = "checkbox-stats-" + checkbox;
|
|
var progressbar = document.createElement("div");
|
|
progressbar.classList.add("bar");
|
|
td.appendChild(progressbar);
|
|
var text = document.createElement("div");
|
|
text.classList.add("text");
|
|
td.appendChild(text);
|
|
tr.appendChild(td);
|
|
table.appendChild(tr);
|
|
updateCheckboxStats(checkbox);
|
|
}
|
|
}
|
|
|
|
function populateMarkWhenCheckedOptions() {
|
|
var container = document.getElementById("markWhenCheckedContainer");
|
|
|
|
if (settings.checkboxes.length == 0) {
|
|
container.parentElement.style.display = "none";
|
|
return;
|
|
}
|
|
|
|
container.innerHTML = '';
|
|
container.parentElement.style.display = "inline-block";
|
|
|
|
function createOption(name, displayName) {
|
|
var id = "markWhenChecked-" + name;
|
|
|
|
var div = document.createElement("div");
|
|
div.classList.add("radio-container");
|
|
|
|
var input = document.createElement("input");
|
|
input.type = "radio";
|
|
input.name = "markWhenChecked";
|
|
input.value = name;
|
|
input.id = id;
|
|
input.onchange = () => setMarkWhenChecked(name);
|
|
div.appendChild(input);
|
|
|
|
// Preserve the selected element when the checkboxes change
|
|
if (name == settings.markWhenChecked) {
|
|
input.checked = true;
|
|
}
|
|
|
|
var label = document.createElement("label");
|
|
label.innerHTML = displayName;
|
|
label.htmlFor = id;
|
|
div.appendChild(label);
|
|
|
|
container.appendChild(div);
|
|
}
|
|
createOption("", "None");
|
|
for (var checkbox of settings.checkboxes) {
|
|
createOption(checkbox, checkbox);
|
|
}
|
|
}
|
|
|
|
function updateCheckboxStats(checkbox) {
|
|
var checked = getStoredCheckboxRefs(checkbox).size;
|
|
var total = pcbdata.footprints.length - pcbdata.bom.skipped.length;
|
|
var percent = checked * 100.0 / total;
|
|
var td = document.getElementById("checkbox-stats-" + checkbox);
|
|
td.firstChild.style.width = percent + "%";
|
|
td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
|
|
}
|
|
|
|
document.onkeydown = function (e) {
|
|
switch (e.key) {
|
|
case "n":
|
|
if (document.activeElement.type == "text") {
|
|
return;
|
|
}
|
|
if (currentHighlightedRowId !== null) {
|
|
checkBomCheckbox(currentHighlightedRowId, "placed");
|
|
highlightNextRow();
|
|
e.preventDefault();
|
|
}
|
|
break;
|
|
case "ArrowUp":
|
|
highlightPreviousRow();
|
|
e.preventDefault();
|
|
break;
|
|
case "ArrowDown":
|
|
highlightNextRow();
|
|
e.preventDefault();
|
|
break;
|
|
default:
|
|
break;
|
|
}
|
|
if (e.altKey) {
|
|
switch (e.key) {
|
|
case "f":
|
|
focusFilterField();
|
|
e.preventDefault();
|
|
break;
|
|
case "r":
|
|
focusRefLookupField();
|
|
e.preventDefault();
|
|
break;
|
|
case "z":
|
|
changeBomLayout("bom-only");
|
|
e.preventDefault();
|
|
break;
|
|
case "x":
|
|
changeBomLayout("left-right");
|
|
e.preventDefault();
|
|
break;
|
|
case "c":
|
|
changeBomLayout("top-bottom");
|
|
e.preventDefault();
|
|
break;
|
|
case "v":
|
|
changeCanvasLayout("F");
|
|
e.preventDefault();
|
|
break;
|
|
case "b":
|
|
changeCanvasLayout("FB");
|
|
e.preventDefault();
|
|
break;
|
|
case "n":
|
|
changeCanvasLayout("B");
|
|
e.preventDefault();
|
|
break;
|
|
default:
|
|
break;
|
|
}
|
|
if (e.key >= '1' && e.key <= '9') {
|
|
toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key));
|
|
e.preventDefault();
|
|
}
|
|
}
|
|
}
|
|
|
|
function hideNetlistButton() {
|
|
document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
|
|
document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
|
|
document.getElementById("bom-netlist-btn").style.display = "none";
|
|
}
|
|
|
|
window.onload = function (e) {
|
|
initUtils();
|
|
initRender();
|
|
initStorage();
|
|
initDefaults();
|
|
cleanGutters();
|
|
populateMetadata();
|
|
dbgdiv = document.getElementById("dbg");
|
|
bom = document.getElementById("bombody");
|
|
bomhead = document.getElementById("bomhead");
|
|
filter = "";
|
|
reflookup = "";
|
|
if (!("nets" in pcbdata)) {
|
|
hideNetlistButton();
|
|
}
|
|
initDone = true;
|
|
setBomCheckboxes(document.getElementById("bomCheckboxes").value);
|
|
// Triggers render
|
|
changeBomLayout(settings.bomlayout);
|
|
|
|
// Users may leave fullscreen without touching the checkbox. Uncheck.
|
|
document.addEventListener('fullscreenchange', () => {
|
|
if (!document.fullscreenElement)
|
|
document.getElementById('fullscreenCheckbox').checked = false;
|
|
});
|
|
}
|
|
|
|
window.onresize = resizeAll;
|
|
window.matchMedia("print").addListener(resizeAll);
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
</script>
|
|
</head>
|
|
|
|
<body>
|
|
|
|
<div id="topmostdiv" class="topmostdiv">
|
|
<div id="top">
|
|
<div style="float: right; height: 100%;">
|
|
<div class="hideonprint menu" style="float: right; top: 8px;">
|
|
<button class="menubtn"></button>
|
|
<div class="menu-content">
|
|
<label class="menu-label menu-label-top" style="width: calc(50% - 18px)">
|
|
<input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
|
|
Dark mode
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
|
|
Full Screen
|
|
</label>
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
|
|
Fab layer
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
|
|
Silkscreen
|
|
</label>
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
|
|
References
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
|
|
Values
|
|
</label>
|
|
<div id="tracksAndZonesCheckboxes">
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
|
|
Tracks
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
|
|
Zones
|
|
</label>
|
|
</div>
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
|
|
Pads
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
|
|
DNP outlined
|
|
</label>
|
|
<label class="menu-label">
|
|
<input id="highlightpin1Checkbox" type="checkbox" onchange="setHighlightPin1(this.checked)">
|
|
Highlight first pin
|
|
</label>
|
|
<label class="menu-label">
|
|
<input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
|
|
Continuous redraw on drag
|
|
</label>
|
|
<label class="menu-label">
|
|
<span>Board rotation</span>
|
|
<span style="float: right"><span id="rotationDegree">0</span>°</span>
|
|
<input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
|
|
</label>
|
|
<label class="menu-label">
|
|
<div style="margin-left: 5px">Bom checkboxes</div>
|
|
<input id="bomCheckboxes" class="menu-textbox" type=text
|
|
oninput="setBomCheckboxes(this.value)">
|
|
</label>
|
|
<label class="menu-label">
|
|
<div style="margin-left: 5px">Mark when checked</div>
|
|
<div id="markWhenCheckedContainer"></div>
|
|
</label>
|
|
<label class="menu-label">
|
|
<span class="shameless-plug">
|
|
<span>Created using</span>
|
|
<a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
|
|
</span>
|
|
</label>
|
|
</div>
|
|
</div>
|
|
<div class="button-container hideonprint"
|
|
style="float: right; position: relative; top: 8px">
|
|
<button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')"
|
|
title="Front only">F
|
|
</button>
|
|
<button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')"
|
|
title="Front and Back">FB
|
|
</button>
|
|
<button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')"
|
|
title="Back only">B
|
|
</button>
|
|
</div>
|
|
<div class="button-container hideonprint"
|
|
style="float: right; position: relative; top: 8px">
|
|
<button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')"
|
|
title="BOM only"></button>
|
|
<button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')"
|
|
title="BOM left, drawings right"></button>
|
|
<button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')"
|
|
title="BOM top, drawings bot"></button>
|
|
</div>
|
|
<div class="button-container hideonprint"
|
|
style="float: right; position: relative; top: 8px">
|
|
<button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')"
|
|
title="Grouped BOM"></button>
|
|
<button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')"
|
|
title="Ungrouped BOM"></button>
|
|
<button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')"
|
|
title="Netlist"></button>
|
|
</div>
|
|
<div class="hideonprint menu" style="float: right; top: 8px;">
|
|
<button class="statsbtn"></button>
|
|
<div class="menu-content">
|
|
<table class="stats">
|
|
<tbody>
|
|
<tr>
|
|
<td width="40%">Board stats</td>
|
|
<td>Front</td>
|
|
<td>Back</td>
|
|
<td>Total</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Components</td>
|
|
<td id="stats-components-front">~</td>
|
|
<td id="stats-components-back">~</td>
|
|
<td id="stats-components-total">~</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Groups</td>
|
|
<td id="stats-groups-front">~</td>
|
|
<td id="stats-groups-back">~</td>
|
|
<td id="stats-groups-total">~</td>
|
|
</tr>
|
|
<tr>
|
|
<td>SMD pads</td>
|
|
<td id="stats-smd-pads-front">~</td>
|
|
<td id="stats-smd-pads-back">~</td>
|
|
<td id="stats-smd-pads-total">~</td>
|
|
</tr>
|
|
<tr>
|
|
<td>TH pads</td>
|
|
<td colspan=3 id="stats-th-pads">~</td>
|
|
</tr>
|
|
</tbody>
|
|
</table>
|
|
<table class="stats">
|
|
<col width="40%"/><col />
|
|
<tbody id="checkbox-stats">
|
|
<tr>
|
|
<td colspan=2 style="border-top: 0">Checkboxes</td>
|
|
</tr>
|
|
</tbody>
|
|
</table>
|
|
</div>
|
|
</div>
|
|
<div class="hideonprint menu" style="float: right; top: 8px;">
|
|
<button class="iobtn"></button>
|
|
<div class="menu-content">
|
|
<div class="menu-label menu-label-top">
|
|
<div style="margin-left: 5px;">Save board image</div>
|
|
<div class="flexbox">
|
|
<input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
|
|
style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
|
|
<span>X</span>
|
|
<input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
|
|
style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
|
|
</div>
|
|
<label>
|
|
<input id="render-save-transparent" type="checkbox">
|
|
Transparent background
|
|
</label>
|
|
<div class="flexbox">
|
|
<button class="savebtn" onclick="saveImage('F')">Front</button>
|
|
<button class="savebtn" onclick="saveImage('B')">Back</button>
|
|
</div>
|
|
</div>
|
|
<div class="menu-label">
|
|
<span style="margin-left: 5px;">Config and checkbox state</span>
|
|
<div class="flexbox">
|
|
<button class="savebtn" onclick="saveSettings()">Export</button>
|
|
<button class="savebtn" onclick="loadSettings()">Import</button>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
<div id="fileinfodiv" style="overflow: auto;">
|
|
<table class="fileinfo">
|
|
<tbody>
|
|
<tr>
|
|
<td id="title" class="title" style="width: 70%">
|
|
Title
|
|
</td>
|
|
<td id="revision" class="title" style="width: 30%">
|
|
Revision
|
|
</td>
|
|
</tr>
|
|
<tr>
|
|
<td id="company">
|
|
Company
|
|
</td>
|
|
<td id="filedate">
|
|
Date
|
|
</td>
|
|
</tr>
|
|
</tbody>
|
|
</table>
|
|
</div>
|
|
</div>
|
|
<div id="bot" class="split" style="height: calc(100% - 80px)">
|
|
<div id="bomdiv" class="split split-horizontal">
|
|
<div style="width: 100%">
|
|
<input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup"
|
|
oninput="updateRefLookup(this.value)">
|
|
<input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter"
|
|
oninput="updateFilter(this.value)">
|
|
<div class="button-container hideonprint" style="float: left; margin: 0;">
|
|
<button id="copy" title="Copy bom table to clipboard"
|
|
onclick="copyToClipboard()"></button>
|
|
</div>
|
|
</div>
|
|
<div id="dbg"></div>
|
|
<table class="bom" 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>
|