4670 lines
973 KiB
HTML
4670 lines
973 KiB
HTML
<!DOCTYPE html>
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<html lang="en">
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<head>
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<meta charset="UTF-8">
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<meta name="viewport" content="width=device-width, initial-scale=1.0">
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<title>Interactive BOM for KiCAD</title>
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<style type="text/css">
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:root {
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--pcb-edge-color: black;
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--pad-color: #878787;
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--pad-hole-color: #CCCCCC;
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--pad-color-highlight: #D04040;
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--pad-color-highlight-both: #D0D040;
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--pad-color-highlight-marked: #44a344;
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--pin1-outline-color: #ffb629;
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--pin1-outline-color-highlight: #ffb629;
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--pin1-outline-color-highlight-both: #fcbb39;
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--pin1-outline-color-highlight-marked: #fdbe41;
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--silkscreen-edge-color: #aa4;
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--silkscreen-polygon-color: #4aa;
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--silkscreen-text-color: #4aa;
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--fabrication-edge-color: #907651;
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--fabrication-polygon-color: #907651;
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--fabrication-text-color: #a27c24;
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--track-color: #def5f1;
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--track-color-highlight: #D04040;
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--zone-color: #def5f1;
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--zone-color-highlight: #d0404080;
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}
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html,
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body {
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margin: 0px;
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height: 100%;
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font-family: Verdana, sans-serif;
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}
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.dark.topmostdiv {
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--pcb-edge-color: #eee;
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--pad-color: #808080;
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--pin1-outline-color: #ffa800;
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--pin1-outline-color-highlight: #ccff00;
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--track-color: #42524f;
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--zone-color: #42524f;
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background-color: #252c30;
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color: #eee;
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}
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button {
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background-color: #eee;
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border: 1px solid #888;
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color: black;
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height: 44px;
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width: 44px;
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text-align: center;
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text-decoration: none;
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display: inline-block;
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font-size: 14px;
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font-weight: bolder;
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}
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.dark button {
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/* This will be inverted */
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background-color: #c3b7b5;
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}
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button.depressed {
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background-color: #0a0;
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color: white;
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}
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.dark button.depressed {
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/* This will be inverted */
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background-color: #b3b;
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}
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button:focus {
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outline: 0;
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}
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button#tb-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.32 290.12h5.82M1.32 291.45h5.82' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 292.5v4.23M.26 292.63H8.2' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='1.35' y='295.73'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
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}
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button#lr-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.06 290.12H3.7m-2.64 1.33H3.7m-2.64 1.32H3.7m-2.64 1.3H3.7m-2.64 1.33H3.7' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 288.8v7.94m0-4.11h3.96' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='5.11' y='291.96'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
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}
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button#bom-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)' fill='none' stroke='%23000' stroke-width='.4'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' stroke-linejoin='round'/%3E%3Cpath d='M1.59 290.12h5.29M1.59 291.45h5.33M1.59 292.75h5.33M1.59 294.09h5.33M1.59 295.41h5.33'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-grouped-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m4 0h5m4 0h3M6.1 22h3m3.9 0h5m4 0h4m-16-8h4m4 0h4'/%3E%3Cpath stroke-linecap='null' d='M5 17.5h22M5 26.6h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-ungrouped-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m-4 8h3m-3 8h4'/%3E%3Cpath stroke-linecap='null' d='M5 13.5h22m-22 8h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-netlist-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg fill='none' stroke='%23000' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-width='2' d='M6 26l6-6v-8m13.8-6.3l-6 6v8'/%3E%3Ccircle cx='11.8' cy='9.5' r='2.8' stroke-width='2'/%3E%3Ccircle cx='19.8' cy='22.8' r='2.8' stroke-width='2'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#copy {
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background-image: url("data:image/svg+xml,%3Csvg height='48' viewBox='0 0 48 48' width='48' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 0h48v48h-48z' fill='none'/%3E%3Cpath d='M32 2h-24c-2.21 0-4 1.79-4 4v28h4v-28h24v-4zm6 8h-22c-2.21 0-4 1.79-4 4v28c0 2.21 1.79 4 4 4h22c2.21 0 4-1.79 4-4v-28c0-2.21-1.79-4-4-4zm0 32h-22v-28h22v28z'/%3E%3C/svg%3E");
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background-position: 6px 6px;
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background-repeat: no-repeat;
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background-size: 26px 26px;
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border-radius: 6px;
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height: 40px;
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width: 40px;
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margin: 10px 5px;
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}
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button#copy:active {
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box-shadow: inset 0px 0px 5px #6c6c6c;
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}
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textarea.clipboard-temp {
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position: fixed;
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top: 0;
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left: 0;
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width: 2em;
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height: 2em;
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padding: 0;
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border: None;
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outline: None;
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box-shadow: None;
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background: transparent;
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}
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.left-most-button {
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border-right: 0;
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border-top-left-radius: 6px;
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border-bottom-left-radius: 6px;
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}
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.middle-button {
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border-right: 0;
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}
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.right-most-button {
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border-top-right-radius: 6px;
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border-bottom-right-radius: 6px;
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}
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.button-container {
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font-size: 0;
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margin: 0.4rem 0.4rem 0.4rem 0;
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}
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.dark .button-container {
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filter: invert(1);
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}
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.button-container button {
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background-size: 32px 32px;
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background-position: 5px 5px;
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background-repeat: no-repeat;
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}
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@media print {
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.hideonprint {
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display: none;
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}
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}
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canvas {
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cursor: crosshair;
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}
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canvas:active {
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cursor: grabbing;
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}
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.fileinfo {
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width: 100%;
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max-width: 1000px;
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border: none;
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padding: 3px;
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}
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.fileinfo .title {
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font-size: 20pt;
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font-weight: bold;
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}
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.fileinfo td {
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overflow: hidden;
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white-space: nowrap;
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max-width: 1px;
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width: 50%;
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text-overflow: ellipsis;
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}
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.bom {
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border-collapse: collapse;
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font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
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font-size: 10pt;
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table-layout: fixed;
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width: 100%;
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margin-top: 1px;
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position: relative;
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}
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.bom th,
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.bom td {
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border: 1px solid black;
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padding: 5px;
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word-wrap: break-word;
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text-align: center;
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position: relative;
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}
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.dark .bom th,
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.dark .bom td {
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border: 1px solid #777;
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}
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.bom th {
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background-color: #CCCCCC;
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background-clip: padding-box;
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}
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.dark .bom th {
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background-color: #3b4749;
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}
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.bom tr.highlighted:nth-child(n) {
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background-color: #cfc;
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}
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.dark .bom tr.highlighted:nth-child(n) {
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background-color: #226022;
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}
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.bom tr:nth-child(even) {
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background-color: #f2f2f2;
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}
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.dark .bom tr:nth-child(even) {
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background-color: #313b40;
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}
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.bom tr.checked {
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color: #1cb53d;
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}
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.dark .bom tr.checked {
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color: #2cce54;
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}
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.bom tr {
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transition: background-color 0.2s;
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}
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.bom .numCol {
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width: 30px;
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}
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.bom .value {
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width: 15%;
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}
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.bom .quantity {
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width: 65px;
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}
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.bom th .sortmark {
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position: absolute;
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right: 1px;
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top: 1px;
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margin-top: -5px;
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border-width: 5px;
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border-style: solid;
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border-color: transparent transparent #221 transparent;
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transform-origin: 50% 85%;
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transition: opacity 0.2s, transform 0.4s;
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}
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.dark .bom th .sortmark {
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filter: invert(1);
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}
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.bom th .sortmark.none {
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opacity: 0;
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}
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.bom th .sortmark.desc {
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transform: rotate(180deg);
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}
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.bom th:hover .sortmark.none {
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opacity: 0.5;
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}
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.bom .bom-checkbox {
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width: 30px;
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position: relative;
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user-select: none;
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-moz-user-select: none;
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}
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.bom .bom-checkbox:before {
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content: "";
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position: absolute;
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border-width: 15px;
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border-style: solid;
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border-color: #51829f transparent transparent transparent;
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visibility: hidden;
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top: -15px;
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}
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.bom .bom-checkbox:after {
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content: "Double click to set/unset all";
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position: absolute;
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color: white;
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top: -35px;
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left: -26px;
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background: #51829f;
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padding: 5px 15px;
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border-radius: 8px;
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white-space: nowrap;
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visibility: hidden;
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}
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.bom .bom-checkbox:hover:before,
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.bom .bom-checkbox:hover:after {
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visibility: visible;
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transition: visibility 0.2s linear 1s;
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}
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.split {
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-webkit-box-sizing: border-box;
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-moz-box-sizing: border-box;
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box-sizing: border-box;
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overflow-y: auto;
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overflow-x: hidden;
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background-color: inherit;
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}
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.split.split-horizontal,
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.gutter.gutter-horizontal {
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height: 100%;
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float: left;
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}
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.gutter {
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background-color: #ddd;
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background-repeat: no-repeat;
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background-position: 50%;
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transition: background-color 0.3s;
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}
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.dark .gutter {
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background-color: #777;
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}
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.gutter.gutter-horizontal {
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAeCAYAAADkftS9AAAAIklEQVQoU2M4c+bMfxAGAgYYmwGrIIiDjrELjpo5aiZeMwF+yNnOs5KSvgAAAABJRU5ErkJggg==');
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cursor: ew-resize;
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width: 5px;
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}
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.gutter.gutter-vertical {
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAFAQMAAABo7865AAAABlBMVEVHcEzMzMzyAv2sAAAAAXRSTlMAQObYZgAAABBJREFUeF5jOAMEEAIEEFwAn3kMwcB6I2AAAAAASUVORK5CYII=');
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cursor: ns-resize;
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height: 5px;
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}
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.searchbox {
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float: left;
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height: 40px;
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margin: 10px 5px;
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padding: 12px 32px;
|
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font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
|
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font-size: 18px;
|
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box-sizing: border-box;
|
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border: 1px solid #888;
|
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border-radius: 6px;
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outline: none;
|
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background-color: #eee;
|
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transition: background-color 0.2s, border 0.2s;
|
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAABNklEQVQ4T8XSMUvDQBQH8P/LElFa/AIZHcTBQSz0I/gFstTBRR2KUC4ldDxw7h0Bl3RRUATxi4iiODgoiLNrbQYp5J6cpJJqomkX33Z37/14d/dIa33MzDuYI4johOI4XhyNRteO46zNYjDzAxE1yBZprVeZ+QbAUhXEGJMA2Ox2u4+fQIa0mPmsCgCgJYQ4t7lfgF0opQYAdv9ABkKI/UnOFCClXKjX61cA1osQY8x9kiRNKeV7IWA3oyhaSdP0FkAtjxhj3hzH2RBCPOf3pzqYHCilfAAX+URm9oMguPzeWSGQvUcMYC8rOBJCHBRdqxTo9/vbRHRqi8bj8XKv1xvODbiuW2u32/bvf0SlDv4XYOY7z/Mavu+nM1+BmQ+NMc0wDF/LprP0DbTWW0T00ul0nn4b7Q87+X4Qmfiq2wAAAABJRU5ErkJggg==');
|
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background-position: 10px 10px;
|
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background-repeat: no-repeat;
|
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}
|
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|
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.dark .searchbox {
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background-color: #111;
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color: #eee;
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}
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.searchbox::placeholder {
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color: #ccc;
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}
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.dark .searchbox::placeholder {
|
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color: #666;
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}
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|
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.filter {
|
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width: calc(60% - 64px);
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}
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|
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.reflookup {
|
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width: calc(40% - 10px);
|
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}
|
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|
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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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|
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mark.highlight {
|
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background-color: #5050ff;
|
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color: #fff;
|
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padding: 2px;
|
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border-radius: 6px;
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}
|
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|
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.dark mark.highlight {
|
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background-color: #76a6da;
|
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color: #111;
|
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}
|
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.menubtn {
|
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background-color: white;
|
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border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.statsbtn {
|
|
background-color: white;
|
|
border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.iobtn {
|
|
background-color: white;
|
|
border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.visbtn {
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
padding: 15px;
|
|
}
|
|
|
|
#vismenu-content {
|
|
left: 0px;
|
|
font-family: Verdana, sans-serif;
|
|
}
|
|
|
|
.dark .statsbtn,
|
|
.dark .savebtn,
|
|
.dark .menubtn,
|
|
.dark .iobtn,
|
|
.dark .visbtn {
|
|
filter: invert(1);
|
|
}
|
|
|
|
.flexbox {
|
|
display: flex;
|
|
align-items: center;
|
|
justify-content: space-between;
|
|
width: 100%;
|
|
}
|
|
|
|
.savebtn {
|
|
background-color: #d6d6d6;
|
|
width: auto;
|
|
height: 30px;
|
|
flex-grow: 1;
|
|
margin: 5px;
|
|
border-radius: 4px;
|
|
}
|
|
|
|
.savebtn:active {
|
|
background-color: #0a0;
|
|
color: white;
|
|
}
|
|
|
|
.dark .savebtn:active {
|
|
/* This will be inverted */
|
|
background-color: #b3b;
|
|
}
|
|
|
|
.stats {
|
|
border-collapse: collapse;
|
|
font-size: 12pt;
|
|
table-layout: fixed;
|
|
width: 100%;
|
|
min-width: 450px;
|
|
}
|
|
|
|
.dark .stats td {
|
|
border: 1px solid #bbb;
|
|
}
|
|
|
|
.stats td {
|
|
border: 1px solid black;
|
|
padding: 5px;
|
|
word-wrap: break-word;
|
|
text-align: center;
|
|
position: relative;
|
|
}
|
|
|
|
#checkbox-stats div {
|
|
position: absolute;
|
|
left: 0;
|
|
top: 0;
|
|
height: 100%;
|
|
width: 100%;
|
|
display: flex;
|
|
align-items: center;
|
|
justify-content: center;
|
|
}
|
|
|
|
#checkbox-stats .bar {
|
|
background-color: rgba(28, 251, 0, 0.6);
|
|
}
|
|
|
|
.menu {
|
|
position: relative;
|
|
display: inline-block;
|
|
margin: 0.4rem 0.4rem 0.4rem 0;
|
|
}
|
|
|
|
.menu-content {
|
|
font-size: 12pt !important;
|
|
text-align: left !important;
|
|
font-weight: normal !important;
|
|
display: none;
|
|
position: absolute;
|
|
background-color: white;
|
|
right: 0;
|
|
min-width: 300px;
|
|
box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
|
|
z-index: 100;
|
|
padding: 8px;
|
|
}
|
|
|
|
.dark .menu-content {
|
|
background-color: #111;
|
|
}
|
|
|
|
.menu:hover .menu-content {
|
|
display: block;
|
|
}
|
|
|
|
.menu:hover .menubtn,
|
|
.menu:hover .iobtn,
|
|
.menu:hover .statsbtn {
|
|
background-color: #eee;
|
|
}
|
|
|
|
.menu-label {
|
|
display: inline-block;
|
|
padding: 8px;
|
|
border: 1px solid #ccc;
|
|
border-top: 0;
|
|
width: calc(100% - 18px);
|
|
}
|
|
|
|
.menu-label-top {
|
|
border-top: 1px solid #ccc;
|
|
}
|
|
|
|
.menu-textbox {
|
|
float: left;
|
|
height: 24px;
|
|
margin: 10px 5px;
|
|
padding: 5px 5px;
|
|
font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
|
|
font-size: 14px;
|
|
box-sizing: border-box;
|
|
border: 1px solid #888;
|
|
border-radius: 4px;
|
|
outline: none;
|
|
background-color: #eee;
|
|
transition: background-color 0.2s, border 0.2s;
|
|
width: calc(100% - 10px);
|
|
}
|
|
|
|
.menu-textbox.invalid,
|
|
.dark .menu-textbox.invalid {
|
|
color: red;
|
|
}
|
|
|
|
.dark .menu-textbox {
|
|
background-color: #222;
|
|
color: #eee;
|
|
}
|
|
|
|
.radio-container {
|
|
margin: 4px;
|
|
}
|
|
|
|
.topmostdiv {
|
|
display: flex;
|
|
flex-direction: column;
|
|
width: 100%;
|
|
background-color: white;
|
|
transition: background-color 0.3s;
|
|
}
|
|
|
|
#top {
|
|
display: flex;
|
|
flex-wrap: wrap;
|
|
justify-content: flex-end;
|
|
align-items: center;
|
|
}
|
|
|
|
#topdivider {
|
|
border-bottom: 2px solid black;
|
|
display: flex;
|
|
justify-content: center;
|
|
align-items: center;
|
|
}
|
|
|
|
.dark #topdivider {
|
|
border-bottom: 2px solid #ccc;
|
|
}
|
|
|
|
#topdivider>div {
|
|
position: relative;
|
|
}
|
|
|
|
#toptoggle {
|
|
cursor: pointer;
|
|
user-select: none;
|
|
position: absolute;
|
|
padding: 0.1rem 0.3rem;
|
|
top: -0.4rem;
|
|
left: -1rem;
|
|
font-size: 1.4rem;
|
|
line-height: 60%;
|
|
border: 1px solid black;
|
|
border-radius: 1rem;
|
|
background-color: #fff;
|
|
z-index: 100;
|
|
}
|
|
|
|
.flipped {
|
|
transform: rotate(0.5turn);
|
|
}
|
|
|
|
.dark #toptoggle {
|
|
border: 1px solid #fff;
|
|
background-color: #222;
|
|
}
|
|
|
|
#fileinfodiv {
|
|
flex: 20rem 1 0;
|
|
overflow: auto;
|
|
}
|
|
|
|
#bomcontrols {
|
|
display: flex;
|
|
flex-direction: row-reverse;
|
|
}
|
|
|
|
#bomcontrols>* {
|
|
flex-shrink: 0;
|
|
}
|
|
|
|
#dbg {
|
|
display: block;
|
|
}
|
|
|
|
::-webkit-scrollbar {
|
|
width: 8px;
|
|
}
|
|
|
|
::-webkit-scrollbar-track {
|
|
background: #aaa;
|
|
}
|
|
|
|
::-webkit-scrollbar-thumb {
|
|
background: #666;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
::-webkit-scrollbar-thumb:hover {
|
|
background: #555;
|
|
}
|
|
|
|
.slider {
|
|
-webkit-appearance: none;
|
|
width: 100%;
|
|
margin: 3px 0;
|
|
padding: 0;
|
|
outline: none;
|
|
opacity: 0.7;
|
|
-webkit-transition: .2s;
|
|
transition: opacity .2s;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider:hover {
|
|
opacity: 1;
|
|
}
|
|
|
|
.slider:focus {
|
|
outline: none;
|
|
}
|
|
|
|
.slider::-webkit-slider-runnable-track {
|
|
-webkit-appearance: none;
|
|
width: 100%;
|
|
height: 8px;
|
|
background: #d3d3d3;
|
|
border-radius: 3px;
|
|
border: none;
|
|
}
|
|
|
|
.slider::-webkit-slider-thumb {
|
|
-webkit-appearance: none;
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
margin-top: -4px;
|
|
}
|
|
|
|
.dark .slider::-webkit-slider-thumb {
|
|
background: #3d3;
|
|
}
|
|
|
|
.slider::-moz-range-thumb {
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
}
|
|
|
|
.slider::-moz-range-track {
|
|
height: 8px;
|
|
background: #d3d3d3;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.dark .slider::-moz-range-thumb {
|
|
background: #3d3;
|
|
}
|
|
|
|
.slider::-ms-track {
|
|
width: 100%;
|
|
height: 8px;
|
|
border-width: 3px 0;
|
|
background: transparent;
|
|
border-color: transparent;
|
|
color: transparent;
|
|
transition: opacity .2s;
|
|
}
|
|
|
|
.slider::-ms-fill-lower {
|
|
background: #d3d3d3;
|
|
border: none;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider::-ms-fill-upper {
|
|
background: #d3d3d3;
|
|
border: none;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider::-ms-thumb {
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
margin: 0;
|
|
}
|
|
|
|
.shameless-plug {
|
|
font-size: 0.8em;
|
|
text-align: center;
|
|
display: block;
|
|
}
|
|
|
|
a {
|
|
color: #0278a4;
|
|
}
|
|
|
|
.dark a {
|
|
color: #00b9fd;
|
|
}
|
|
|
|
#frontcanvas,
|
|
#backcanvas {
|
|
touch-action: none;
|
|
}
|
|
|
|
.placeholder {
|
|
border: 1px dashed #9f9fda !important;
|
|
background-color: #edf2f7 !important;
|
|
}
|
|
|
|
.dragging {
|
|
z-index: 999;
|
|
}
|
|
|
|
.dark .dragging>table>tbody>tr {
|
|
background-color: #252c30;
|
|
}
|
|
|
|
.dark .placeholder {
|
|
filter: invert(1);
|
|
}
|
|
|
|
.column-spacer {
|
|
top: 0;
|
|
left: 0;
|
|
width: calc(100% - 4px);
|
|
position: absolute;
|
|
cursor: pointer;
|
|
user-select: none;
|
|
height: 100%;
|
|
}
|
|
|
|
.column-width-handle {
|
|
top: 0;
|
|
right: 0;
|
|
width: 4px;
|
|
position: absolute;
|
|
cursor: col-resize;
|
|
user-select: none;
|
|
height: 100%;
|
|
}
|
|
|
|
.column-width-handle:hover {
|
|
background-color: #4f99bd;
|
|
}
|
|
|
|
.help-link {
|
|
border: 1px solid #0278a4;
|
|
padding-inline: 0.3rem;
|
|
border-radius: 3px;
|
|
cursor: pointer;
|
|
}
|
|
|
|
.dark .help-link {
|
|
border: 1px solid #00b9fd;
|
|
}
|
|
|
|
.bom-color {
|
|
width: 20%;
|
|
}
|
|
|
|
.color-column input {
|
|
width: 1.6rem;
|
|
height: 1rem;
|
|
border: 1px solid black;
|
|
cursor: pointer;
|
|
padding: 0;
|
|
}
|
|
|
|
/* removes default styling from input color element */
|
|
::-webkit-color-swatch {
|
|
border: none;
|
|
}
|
|
|
|
::-webkit-color-swatch-wrapper {
|
|
padding: 0;
|
|
}
|
|
|
|
::-moz-color-swatch,
|
|
::-moz-focus-inner {
|
|
border: none;
|
|
}
|
|
|
|
::-moz-focus-inner {
|
|
padding: 0;
|
|
}
|
|
/* #bomhead {
|
|
position: sticky;
|
|
top: 0px;
|
|
z-index: 1;
|
|
} */
|
|
</style>
|
|
<script type="text/javascript" >
|
|
///////////////////////////////////////////////
|
|
/*
|
|
Split.js - v1.3.5
|
|
MIT License
|
|
https://github.com/nathancahill/Split.js
|
|
*/
|
|
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
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// This work is free. You can redistribute it and/or modify it
|
|
// under the terms of the WTFPL, Version 2
|
|
// For more information see LICENSE.txt or http://www.wtfpl.net/
|
|
//
|
|
// For more information, the home page:
|
|
// http://pieroxy.net/blog/pages/lz-string/testing.html
|
|
//
|
|
// LZ-based compression algorithm, version 1.4.4
|
|
var LZString=function(){var o=String.fromCharCode,i={};var n={decompressFromBase64:function(o){return null==o?"":""==o?null:n._decompress(o.length,32,function(n){return function(o,n){if(!i[o]){i[o]={};for(var t=0;t<o.length;t++)i[o][o.charAt(t)]=t}return i[o][n]}("ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",o.charAt(n))})},_decompress:function(i,n,t){var r,e,a,s,p,u,l,f=[],c=4,d=4,h=3,v="",g=[],m={val:t(0),position:n,index:1};for(r=0;r<3;r+=1)f[r]=r;for(a=0,p=Math.pow(2,2),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 2:return""}for(f[3]=l,e=l,g.push(l);;){if(m.index>i)return"";for(a=0,p=Math.pow(2,h),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(l=a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 2:return g.join("")}if(0==c&&(c=Math.pow(2,h),h++),f[l])v=f[l];else{if(l!==d)return null;v=e+e.charAt(0)}g.push(v),f[d++]=e+v.charAt(0),e=v,0==--c&&(c=Math.pow(2,h),h++)}}};return n}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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/*!
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|
* PEP v0.4.3 | https://github.com/jquery/PEP
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|
* Copyright jQuery Foundation and other contributors | http://jquery.org/license
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|
*/
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|
!function(a,b){"object"==typeof exports&&"undefined"!=typeof module?module.exports=b():"function"==typeof define&&define.amd?define(b):a.PointerEventsPolyfill=b()}(this,function(){"use strict";function a(a,b){b=b||Object.create(null);var c=document.createEvent("Event");c.initEvent(a,b.bubbles||!1,b.cancelable||!1);
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for(var d,e=2;e<m.length;e++)d=m[e],c[d]=b[d]||n[e];c.buttons=b.buttons||0;
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var f=0;return f=b.pressure&&c.buttons?b.pressure:c.buttons?.5:0,c.x=c.clientX,c.y=c.clientY,c.pointerId=b.pointerId||0,c.width=b.width||0,c.height=b.height||0,c.pressure=f,c.tiltX=b.tiltX||0,c.tiltY=b.tiltY||0,c.twist=b.twist||0,c.tangentialPressure=b.tangentialPressure||0,c.pointerType=b.pointerType||"",c.hwTimestamp=b.hwTimestamp||0,c.isPrimary=b.isPrimary||!1,c}function b(){this.array=[],this.size=0}function c(a,b,c,d){this.addCallback=a.bind(d),this.removeCallback=b.bind(d),this.changedCallback=c.bind(d),A&&(this.observer=new A(this.mutationWatcher.bind(this)))}function d(a){return"body /shadow-deep/ "+e(a)}function e(a){return'[touch-action="'+a+'"]'}function f(a){return"{ -ms-touch-action: "+a+"; touch-action: "+a+"; }"}function g(){if(F){D.forEach(function(a){String(a)===a?(E+=e(a)+f(a)+"\n",G&&(E+=d(a)+f(a)+"\n")):(E+=a.selectors.map(e)+f(a.rule)+"\n",G&&(E+=a.selectors.map(d)+f(a.rule)+"\n"))});var a=document.createElement("style");a.textContent=E,document.head.appendChild(a)}}function h(){if(!window.PointerEvent){if(window.PointerEvent=a,window.navigator.msPointerEnabled){var b=window.navigator.msMaxTouchPoints;Object.defineProperty(window.navigator,"maxTouchPoints",{value:b,enumerable:!0}),u.registerSource("ms",_)}else Object.defineProperty(window.navigator,"maxTouchPoints",{value:0,enumerable:!0}),u.registerSource("mouse",N),void 0!==window.ontouchstart&&u.registerSource("touch",V);u.register(document)}}function i(a){if(!u.pointermap.has(a)){var b=new Error("InvalidPointerId");throw b.name="InvalidPointerId",b}}function j(a){for(var b=a.parentNode;b&&b!==a.ownerDocument;)b=b.parentNode;if(!b){var c=new Error("InvalidStateError");throw c.name="InvalidStateError",c}}function k(a){var b=u.pointermap.get(a);return 0!==b.buttons}function l(){window.Element&&!Element.prototype.setPointerCapture&&Object.defineProperties(Element.prototype,{setPointerCapture:{value:W},releasePointerCapture:{value:X},hasPointerCapture:{value:Y}})}
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var m=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","pageX","pageY"],n=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0],o=window.Map&&window.Map.prototype.forEach,p=o?Map:b;b.prototype={set:function(a,b){return void 0===b?this["delete"](a):(this.has(a)||this.size++,void(this.array[a]=b))},has:function(a){return void 0!==this.array[a]},"delete":function(a){this.has(a)&&(delete this.array[a],this.size--)},get:function(a){return this.array[a]},clear:function(){this.array.length=0,this.size=0},forEach:function(a,b){return this.array.forEach(function(c,d){a.call(b,c,d,this)},this)}};var q=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","buttons","pointerId","width","height","pressure","tiltX","tiltY","pointerType","hwTimestamp","isPrimary","type","target","currentTarget","which","pageX","pageY","timeStamp"],r=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0,0,0,0,0,0,"",0,!1,"",null,null,0,0,0,0],s={pointerover:1,pointerout:1,pointerenter:1,pointerleave:1},t="undefined"!=typeof SVGElementInstance,u={pointermap:new p,eventMap:Object.create(null),captureInfo:Object.create(null),eventSources:Object.create(null),eventSourceList:[],registerSource:function(a,b){var c=b,d=c.events;d&&(d.forEach(function(a){c[a]&&(this.eventMap[a]=c[a].bind(c))},this),this.eventSources[a]=c,this.eventSourceList.push(c))},register:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
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b.register.call(b,a)},unregister:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
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b.unregister.call(b,a)},contains:function(a,b){try{return a.contains(b)}catch(c){return!1}},down:function(a){a.bubbles=!0,this.fireEvent("pointerdown",a)},move:function(a){a.bubbles=!0,this.fireEvent("pointermove",a)},up:function(a){a.bubbles=!0,this.fireEvent("pointerup",a)},enter:function(a){a.bubbles=!1,this.fireEvent("pointerenter",a)},leave:function(a){a.bubbles=!1,this.fireEvent("pointerleave",a)},over:function(a){a.bubbles=!0,this.fireEvent("pointerover",a)},out:function(a){a.bubbles=!0,this.fireEvent("pointerout",a)},cancel:function(a){a.bubbles=!0,this.fireEvent("pointercancel",a)},leaveOut:function(a){this.out(a),this.propagate(a,this.leave,!1)},enterOver:function(a){this.over(a),this.propagate(a,this.enter,!0)},eventHandler:function(a){if(!a._handledByPE){var b=a.type,c=this.eventMap&&this.eventMap[b];c&&c(a),a._handledByPE=!0}},listen:function(a,b){b.forEach(function(b){this.addEvent(a,b)},this)},unlisten:function(a,b){b.forEach(function(b){this.removeEvent(a,b)},this)},addEvent:function(a,b){a.addEventListener(b,this.boundHandler)},removeEvent:function(a,b){a.removeEventListener(b,this.boundHandler)},makeEvent:function(b,c){this.captureInfo[c.pointerId]&&(c.relatedTarget=null);var d=new a(b,c);return c.preventDefault&&(d.preventDefault=c.preventDefault),d._target=d._target||c.target,d},fireEvent:function(a,b){var c=this.makeEvent(a,b);return this.dispatchEvent(c)},cloneEvent:function(a){for(var b,c=Object.create(null),d=0;d<q.length;d++)b=q[d],c[b]=a[b]||r[d],!t||"target"!==b&&"relatedTarget"!==b||c[b]instanceof SVGElementInstance&&(c[b]=c[b].correspondingUseElement);return a.preventDefault&&(c.preventDefault=function(){a.preventDefault()}),c},getTarget:function(a){var b=this.captureInfo[a.pointerId];return b?a._target!==b&&a.type in s?void 0:b:a._target},propagate:function(a,b,c){for(var d=a.target,e=[];d!==document&&!d.contains(a.relatedTarget);) if(e.push(d),d=d.parentNode,!d)return;c&&e.reverse(),e.forEach(function(c){a.target=c,b.call(this,a)},this)},setCapture:function(b,c,d){this.captureInfo[b]&&this.releaseCapture(b,d),this.captureInfo[b]=c,this.implicitRelease=this.releaseCapture.bind(this,b,d),document.addEventListener("pointerup",this.implicitRelease),document.addEventListener("pointercancel",this.implicitRelease);var e=new a("gotpointercapture");e.pointerId=b,e._target=c,d||this.asyncDispatchEvent(e)},releaseCapture:function(b,c){var d=this.captureInfo[b];if(d){this.captureInfo[b]=void 0,document.removeEventListener("pointerup",this.implicitRelease),document.removeEventListener("pointercancel",this.implicitRelease);var e=new a("lostpointercapture");e.pointerId=b,e._target=d,c||this.asyncDispatchEvent(e)}},dispatchEvent:/*scope.external.dispatchEvent || */function(a){var b=this.getTarget(a);if(b)return b.dispatchEvent(a)},asyncDispatchEvent:function(a){requestAnimationFrame(this.dispatchEvent.bind(this,a))}};u.boundHandler=u.eventHandler.bind(u);var v={shadow:function(a){if(a)return a.shadowRoot||a.webkitShadowRoot},canTarget:function(a){return a&&Boolean(a.elementFromPoint)},targetingShadow:function(a){var b=this.shadow(a);if(this.canTarget(b))return b},olderShadow:function(a){var b=a.olderShadowRoot;if(!b){var c=a.querySelector("shadow");c&&(b=c.olderShadowRoot)}return b},allShadows:function(a){for(var b=[],c=this.shadow(a);c;)b.push(c),c=this.olderShadow(c);return b},searchRoot:function(a,b,c){if(a){var d,e,f=a.elementFromPoint(b,c);for(e=this.targetingShadow(f);e;){if(d=e.elementFromPoint(b,c)){var g=this.targetingShadow(d);return this.searchRoot(g,b,c)||d} e=this.olderShadow(e)} return f}},owner:function(a){
|
|
for(var b=a;b.parentNode;)b=b.parentNode;
|
|
return b.nodeType!==Node.DOCUMENT_NODE&&b.nodeType!==Node.DOCUMENT_FRAGMENT_NODE&&(b=document),b},findTarget:function(a){var b=a.clientX,c=a.clientY,d=this.owner(a.target);
|
|
return d.elementFromPoint(b,c)||(d=document),this.searchRoot(d,b,c)}},w=Array.prototype.forEach.call.bind(Array.prototype.forEach),x=Array.prototype.map.call.bind(Array.prototype.map),y=Array.prototype.slice.call.bind(Array.prototype.slice),z=Array.prototype.filter.call.bind(Array.prototype.filter),A=window.MutationObserver||window.WebKitMutationObserver,B="[touch-action]",C={subtree:!0,childList:!0,attributes:!0,attributeOldValue:!0,attributeFilter:["touch-action"]};c.prototype={watchSubtree:function(a){
|
|
//
|
|
this.observer&&v.canTarget(a)&&this.observer.observe(a,C)},enableOnSubtree:function(a){this.watchSubtree(a),a===document&&"complete"!==document.readyState?this.installOnLoad():this.installNewSubtree(a)},installNewSubtree:function(a){w(this.findElements(a),this.addElement,this)},findElements:function(a){return a.querySelectorAll?a.querySelectorAll(B):[]},removeElement:function(a){this.removeCallback(a)},addElement:function(a){this.addCallback(a)},elementChanged:function(a,b){this.changedCallback(a,b)},concatLists:function(a,b){return a.concat(y(b))},
|
|
installOnLoad:function(){document.addEventListener("readystatechange",function(){"complete"===document.readyState&&this.installNewSubtree(document)}.bind(this))},isElement:function(a){return a.nodeType===Node.ELEMENT_NODE},flattenMutationTree:function(a){
|
|
var b=x(a,this.findElements,this);
|
|
return b.push(z(a,this.isElement)),b.reduce(this.concatLists,[])},mutationWatcher:function(a){a.forEach(this.mutationHandler,this)},mutationHandler:function(a){if("childList"===a.type){var b=this.flattenMutationTree(a.addedNodes);b.forEach(this.addElement,this);var c=this.flattenMutationTree(a.removedNodes);c.forEach(this.removeElement,this)}else"attributes"===a.type&&this.elementChanged(a.target,a.oldValue)}};var D=["none","auto","pan-x","pan-y",{rule:"pan-x pan-y",selectors:["pan-x pan-y","pan-y pan-x"]}],E="",F=window.PointerEvent||window.MSPointerEvent,G=!window.ShadowDOMPolyfill&&document.head.createShadowRoot,H=u.pointermap,I=25,J=[1,4,2,8,16],K=!1;try{K=1===new MouseEvent("test",{buttons:1}).buttons}catch(L){}
|
|
var M,N={POINTER_ID:1,POINTER_TYPE:"mouse",events:["mousedown","mousemove","mouseup","mouseover","mouseout"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},lastTouches:[],
|
|
isEventSimulatedFromTouch:function(a){for(var b,c=this.lastTouches,d=a.clientX,e=a.clientY,f=0,g=c.length;f<g&&(b=c[f]);f++){
|
|
var h=Math.abs(d-b.x),i=Math.abs(e-b.y);if(h<=I&&i<=I)return!0}},prepareEvent:function(a){var b=u.cloneEvent(a),c=b.preventDefault;return b.preventDefault=function(){a.preventDefault(),c()},b.pointerId=this.POINTER_ID,b.isPrimary=!0,b.pointerType=this.POINTER_TYPE,b},prepareButtonsForMove:function(a,b){var c=H.get(this.POINTER_ID);
|
|
0!==b.which&&c?a.buttons=c.buttons:a.buttons=0,b.buttons=a.buttons},mousedown:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);K||(c.buttons=J[c.button],b&&(c.buttons|=b.buttons),a.buttons=c.buttons),H.set(this.POINTER_ID,a),b&&0!==b.buttons?u.move(c):u.down(c)}},mousemove:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.move(b)}},mouseup:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);if(!K){var d=J[c.button];
|
|
c.buttons=b?b.buttons&~d:0,a.buttons=c.buttons}H.set(this.POINTER_ID,a),
|
|
c.buttons&=~J[c.button],0===c.buttons?u.up(c):u.move(c)}},mouseover:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.enterOver(b)}},mouseout:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,u.leaveOut(b)}},cancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.deactivateMouse()},deactivateMouse:function(){H["delete"](this.POINTER_ID)}},O=u.captureInfo,P=v.findTarget.bind(v),Q=v.allShadows.bind(v),R=u.pointermap,S=2500,T=200,U="touch-action",V={events:["touchstart","touchmove","touchend","touchcancel"],register:function(a){M.enableOnSubtree(a)},unregister:function(){},elementAdded:function(a){var b=a.getAttribute(U),c=this.touchActionToScrollType(b);c&&(a._scrollType=c,u.listen(a,this.events),
|
|
Q(a).forEach(function(a){a._scrollType=c,u.listen(a,this.events)},this))},elementRemoved:function(a){a._scrollType=void 0,u.unlisten(a,this.events),
|
|
Q(a).forEach(function(a){a._scrollType=void 0,u.unlisten(a,this.events)},this)},elementChanged:function(a,b){var c=a.getAttribute(U),d=this.touchActionToScrollType(c),e=this.touchActionToScrollType(b);
|
|
d&&e?(a._scrollType=d,Q(a).forEach(function(a){a._scrollType=d},this)):e?this.elementRemoved(a):d&&this.elementAdded(a)},scrollTypes:{EMITTER:"none",XSCROLLER:"pan-x",YSCROLLER:"pan-y",SCROLLER:/^(?:pan-x pan-y)|(?:pan-y pan-x)|auto$/},touchActionToScrollType:function(a){var b=a,c=this.scrollTypes;return"none"===b?"none":b===c.XSCROLLER?"X":b===c.YSCROLLER?"Y":c.SCROLLER.exec(b)?"XY":void 0},POINTER_TYPE:"touch",firstTouch:null,isPrimaryTouch:function(a){return this.firstTouch===a.identifier},setPrimaryTouch:function(a){
|
|
(0===R.size||1===R.size&&R.has(1))&&(this.firstTouch=a.identifier,this.firstXY={X:a.clientX,Y:a.clientY},this.scrolling=!1,this.cancelResetClickCount())},removePrimaryPointer:function(a){a.isPrimary&&(this.firstTouch=null,this.firstXY=null,this.resetClickCount())},clickCount:0,resetId:null,resetClickCount:function(){var a=function(){this.clickCount=0,this.resetId=null}.bind(this);this.resetId=setTimeout(a,T)},cancelResetClickCount:function(){this.resetId&&clearTimeout(this.resetId)},typeToButtons:function(a){var b=0;return"touchstart"!==a&&"touchmove"!==a||(b=1),b},touchToPointer:function(a){var b=this.currentTouchEvent,c=u.cloneEvent(a),d=c.pointerId=a.identifier+2;c.target=O[d]||P(c),c.bubbles=!0,c.cancelable=!0,c.detail=this.clickCount,c.button=0,c.buttons=this.typeToButtons(b.type),c.width=2*(a.radiusX||a.webkitRadiusX||0),c.height=2*(a.radiusY||a.webkitRadiusY||0),c.pressure=a.force||a.webkitForce||.5,c.isPrimary=this.isPrimaryTouch(a),c.pointerType=this.POINTER_TYPE,
|
|
c.altKey=b.altKey,c.ctrlKey=b.ctrlKey,c.metaKey=b.metaKey,c.shiftKey=b.shiftKey;
|
|
var e=this;return c.preventDefault=function(){e.scrolling=!1,e.firstXY=null,b.preventDefault()},c},processTouches:function(a,b){var c=a.changedTouches;this.currentTouchEvent=a;for(var d,e=0;e<c.length;e++)d=c[e],b.call(this,this.touchToPointer(d))},
|
|
shouldScroll:function(a){if(this.firstXY){var b,c=a.currentTarget._scrollType;if("none"===c)
|
|
b=!1;else if("XY"===c)
|
|
b=!0;else{var d=a.changedTouches[0],e=c,f="Y"===c?"X":"Y",g=Math.abs(d["client"+e]-this.firstXY[e]),h=Math.abs(d["client"+f]-this.firstXY[f]);
|
|
b=g>=h}return this.firstXY=null,b}},findTouch:function(a,b){for(var c,d=0,e=a.length;d<e&&(c=a[d]);d++)if(c.identifier===b)return!0},
|
|
vacuumTouches:function(a){var b=a.touches;
|
|
if(R.size>=b.length){var c=[];R.forEach(function(a,d){
|
|
if(1!==d&&!this.findTouch(b,d-2)){var e=a.out;c.push(e)}},this),c.forEach(this.cancelOut,this)}},touchstart:function(a){this.vacuumTouches(a),this.setPrimaryTouch(a.changedTouches[0]),this.dedupSynthMouse(a),this.scrolling||(this.clickCount++,this.processTouches(a,this.overDown))},overDown:function(a){R.set(a.pointerId,{target:a.target,out:a,outTarget:a.target}),u.enterOver(a),u.down(a)},touchmove:function(a){this.scrolling||(this.shouldScroll(a)?(this.scrolling=!0,this.touchcancel(a)):(a.preventDefault(),this.processTouches(a,this.moveOverOut)))},moveOverOut:function(a){var b=a,c=R.get(b.pointerId);
|
|
if(c){var d=c.out,e=c.outTarget;u.move(b),d&&e!==b.target&&(d.relatedTarget=b.target,b.relatedTarget=e,
|
|
d.target=e,b.target?(u.leaveOut(d),u.enterOver(b)):(
|
|
b.target=e,b.relatedTarget=null,this.cancelOut(b))),c.out=b,c.outTarget=b.target}},touchend:function(a){this.dedupSynthMouse(a),this.processTouches(a,this.upOut)},upOut:function(a){this.scrolling||(u.up(a),u.leaveOut(a)),this.cleanUpPointer(a)},touchcancel:function(a){this.processTouches(a,this.cancelOut)},cancelOut:function(a){u.cancel(a),u.leaveOut(a),this.cleanUpPointer(a)},cleanUpPointer:function(a){R["delete"](a.pointerId),this.removePrimaryPointer(a)},
|
|
dedupSynthMouse:function(a){var b=N.lastTouches,c=a.changedTouches[0];
|
|
if(this.isPrimaryTouch(c)){
|
|
var d={x:c.clientX,y:c.clientY};b.push(d);var e=function(a,b){var c=a.indexOf(b);c>-1&&a.splice(c,1)}.bind(null,b,d);setTimeout(e,S)}}};M=new c(V.elementAdded,V.elementRemoved,V.elementChanged,V);var W,X,Y,Z=u.pointermap,$=window.MSPointerEvent&&"number"==typeof window.MSPointerEvent.MSPOINTER_TYPE_MOUSE,_={events:["MSPointerDown","MSPointerMove","MSPointerUp","MSPointerOut","MSPointerOver","MSPointerCancel","MSGotPointerCapture","MSLostPointerCapture"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},POINTER_TYPES:["","unavailable","touch","pen","mouse"],prepareEvent:function(a){var b=a;return $&&(b=u.cloneEvent(a),b.pointerType=this.POINTER_TYPES[a.pointerType]),b},cleanup:function(a){Z["delete"](a)},MSPointerDown:function(a){Z.set(a.pointerId,a);var b=this.prepareEvent(a);u.down(b)},MSPointerMove:function(a){var b=this.prepareEvent(a);u.move(b)},MSPointerUp:function(a){var b=this.prepareEvent(a);u.up(b),this.cleanup(a.pointerId)},MSPointerOut:function(a){var b=this.prepareEvent(a);u.leaveOut(b)},MSPointerOver:function(a){var b=this.prepareEvent(a);u.enterOver(b)},MSPointerCancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.cleanup(a.pointerId)},MSLostPointerCapture:function(a){var b=u.makeEvent("lostpointercapture",a);u.dispatchEvent(b)},MSGotPointerCapture:function(a){var b=u.makeEvent("gotpointercapture",a);u.dispatchEvent(b)}},aa=window.navigator;aa.msPointerEnabled?(W=function(a){i(a),j(this),k(a)&&(u.setCapture(a,this,!0),this.msSetPointerCapture(a))},X=function(a){i(a),u.releaseCapture(a,!0),this.msReleasePointerCapture(a)}):(W=function(a){i(a),j(this),k(a)&&u.setCapture(a,this)},X=function(a){i(a),u.releaseCapture(a)}),Y=function(a){return!!u.captureInfo[a]},g(),h(),l();var ba={dispatcher:u,Installer:c,PointerEvent:a,PointerMap:p,targetFinding:v};return ba});
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": "none", "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "offset_back_rotation": false, "kicad_text_formatting": true, "fields": ["Value", "Footprint"]}
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* Utility functions */
|
|
|
|
var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
|
|
pcbdata.metadata.revision + '__#';
|
|
var storage;
|
|
|
|
function initStorage(key) {
|
|
try {
|
|
window.localStorage.getItem("blank");
|
|
storage = window.localStorage;
|
|
} catch (e) {
|
|
// localStorage not available
|
|
}
|
|
if (!storage) {
|
|
try {
|
|
window.sessionStorage.getItem("blank");
|
|
storage = window.sessionStorage;
|
|
} catch (e) {
|
|
// sessionStorage also not available
|
|
}
|
|
}
|
|
}
|
|
|
|
function readStorage(key) {
|
|
if (storage) {
|
|
return storage.getItem(storagePrefix + key);
|
|
} else {
|
|
return null;
|
|
}
|
|
}
|
|
|
|
function writeStorage(key, value) {
|
|
if (storage) {
|
|
storage.setItem(storagePrefix + key, value);
|
|
}
|
|
}
|
|
|
|
function fancyDblClickHandler(el, onsingle, ondouble) {
|
|
return function () {
|
|
if (el.getAttribute("data-dblclick") == null) {
|
|
el.setAttribute("data-dblclick", 1);
|
|
setTimeout(function () {
|
|
if (el.getAttribute("data-dblclick") == 1) {
|
|
onsingle();
|
|
}
|
|
el.removeAttribute("data-dblclick");
|
|
}, 200);
|
|
} else {
|
|
el.removeAttribute("data-dblclick");
|
|
ondouble();
|
|
}
|
|
}
|
|
}
|
|
|
|
function smoothScrollToRow(rowid) {
|
|
document.getElementById(rowid).scrollIntoView({
|
|
behavior: "smooth",
|
|
block: "center",
|
|
inline: "nearest"
|
|
});
|
|
}
|
|
|
|
function focusInputField(input) {
|
|
input.scrollIntoView(false);
|
|
input.focus();
|
|
input.select();
|
|
}
|
|
|
|
function saveBomTable(output) {
|
|
var text = '';
|
|
for (var node of bomhead.childNodes[0].childNodes) {
|
|
if (node.firstChild) {
|
|
text += (output == 'csv' ? `"${node.firstChild.nodeValue}"` : node.firstChild.nodeValue);
|
|
}
|
|
if (node != bomhead.childNodes[0].lastChild) {
|
|
text += (output == 'csv' ? ',' : '\t');
|
|
}
|
|
}
|
|
text += '\n';
|
|
for (var row of bombody.childNodes) {
|
|
for (var cell of row.childNodes) {
|
|
let val = '';
|
|
for (var node of cell.childNodes) {
|
|
if (node.nodeName == "INPUT") {
|
|
if (node.checked) {
|
|
val += '✓';
|
|
}
|
|
} else if ((node.nodeName == "MARK") || (node.nodeName == "A")) {
|
|
val += node.firstChild.nodeValue;
|
|
} else {
|
|
val += node.nodeValue;
|
|
}
|
|
}
|
|
if (output == 'csv') {
|
|
val = val.replace(/\"/g, '\"\"'); // pair of double-quote characters
|
|
if (isNumeric(val)) {
|
|
val = +val; // use number
|
|
} else {
|
|
val = `"${val}"`; // enclosed within double-quote
|
|
}
|
|
}
|
|
text += val;
|
|
if (cell != row.lastChild) {
|
|
text += (output == 'csv' ? ',' : '\t');
|
|
}
|
|
}
|
|
text += '\n';
|
|
}
|
|
|
|
if (output != 'clipboard') {
|
|
// To file: csv or txt
|
|
var blob = new Blob([text], {
|
|
type: `text/${output}`
|
|
});
|
|
saveFile(`${pcbdata.metadata.title}.${output}`, blob);
|
|
} else {
|
|
// To clipboard
|
|
var textArea = document.createElement("textarea");
|
|
textArea.classList.add('clipboard-temp');
|
|
textArea.value = text;
|
|
|
|
document.body.appendChild(textArea);
|
|
textArea.focus();
|
|
textArea.select();
|
|
|
|
try {
|
|
if (document.execCommand('copy')) {
|
|
console.log('Bom copied to clipboard.');
|
|
}
|
|
} catch (err) {
|
|
console.log('Can not copy to clipboard.');
|
|
}
|
|
|
|
document.body.removeChild(textArea);
|
|
}
|
|
}
|
|
|
|
function isNumeric(str) {
|
|
/* https://stackoverflow.com/a/175787 */
|
|
return (typeof str != "string" ? false : !isNaN(str) && !isNaN(parseFloat(str)));
|
|
}
|
|
|
|
function removeGutterNode(node) {
|
|
for (var i = 0; i < node.childNodes.length; i++) {
|
|
if (node.childNodes[i].classList &&
|
|
node.childNodes[i].classList.contains("gutter")) {
|
|
node.removeChild(node.childNodes[i]);
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
|
|
function cleanGutters() {
|
|
removeGutterNode(document.getElementById("bot"));
|
|
removeGutterNode(document.getElementById("canvasdiv"));
|
|
}
|
|
|
|
var units = {
|
|
prefixes: {
|
|
giga: ["G", "g", "giga", "Giga", "GIGA"],
|
|
mega: ["M", "mega", "Mega", "MEGA"],
|
|
kilo: ["K", "k", "kilo", "Kilo", "KILO"],
|
|
milli: ["m", "milli", "Milli", "MILLI"],
|
|
micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
|
|
nano: ["N", "n", "nano", "Nano", "NANO"],
|
|
pico: ["P", "p", "pico", "Pico", "PICO"],
|
|
},
|
|
unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
|
|
unitsLong: [
|
|
"OHM", "Ohm", "ohm", "ohms",
|
|
"FARAD", "Farad", "farad",
|
|
"HENRY", "Henry", "henry"
|
|
],
|
|
getMultiplier: function (s) {
|
|
if (this.prefixes.giga.includes(s)) return 1e9;
|
|
if (this.prefixes.mega.includes(s)) return 1e6;
|
|
if (this.prefixes.kilo.includes(s)) return 1e3;
|
|
if (this.prefixes.milli.includes(s)) return 1e-3;
|
|
if (this.prefixes.micro.includes(s)) return 1e-6;
|
|
if (this.prefixes.nano.includes(s)) return 1e-9;
|
|
if (this.prefixes.pico.includes(s)) return 1e-12;
|
|
return 1;
|
|
},
|
|
valueRegex: null,
|
|
}
|
|
|
|
function initUtils() {
|
|
var allPrefixes = units.prefixes.giga
|
|
.concat(units.prefixes.mega)
|
|
.concat(units.prefixes.kilo)
|
|
.concat(units.prefixes.milli)
|
|
.concat(units.prefixes.micro)
|
|
.concat(units.prefixes.nano)
|
|
.concat(units.prefixes.pico);
|
|
var allUnits = units.unitsShort.concat(units.unitsLong);
|
|
units.valueRegex = new RegExp("^([0-9\.]+)" +
|
|
"\\s*(" + allPrefixes.join("|") + ")?" +
|
|
"(" + allUnits.join("|") + ")?" +
|
|
"(\\b.*)?$", "");
|
|
units.valueAltRegex = new RegExp("^([0-9]*)" +
|
|
"(" + units.unitsShort.join("|") + ")?" +
|
|
"([GgMmKkUuNnPp])?" +
|
|
"([0-9]*)" +
|
|
"(\\b.*)?$", "");
|
|
if (config.fields.includes("Value")) {
|
|
var index = config.fields.indexOf("Value");
|
|
pcbdata.bom["parsedValues"] = {};
|
|
for (var id in pcbdata.bom.fields) {
|
|
pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index])
|
|
}
|
|
}
|
|
}
|
|
|
|
function parseValue(val, ref) {
|
|
var inferUnit = (unit, ref) => {
|
|
if (unit) {
|
|
unit = unit.toLowerCase();
|
|
if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
|
|
unit = 'r';
|
|
}
|
|
unit = unit[0];
|
|
} else {
|
|
ref = /^([a-z]+)\d+$/i.exec(ref);
|
|
if (ref) {
|
|
ref = ref[1].toLowerCase();
|
|
if (ref == "c") unit = 'f';
|
|
else if (ref == "l") unit = 'h';
|
|
else if (ref == "r" || ref == "rv") unit = 'r';
|
|
else unit = null;
|
|
}
|
|
}
|
|
return unit;
|
|
};
|
|
val = val.replace(/,/g, "");
|
|
var match = units.valueRegex.exec(val);
|
|
var unit;
|
|
if (match) {
|
|
val = parseFloat(match[1]);
|
|
if (match[2]) {
|
|
val = val * units.getMultiplier(match[2]);
|
|
}
|
|
unit = inferUnit(match[3], ref);
|
|
if (!unit) return null;
|
|
else return {
|
|
val: val,
|
|
unit: unit,
|
|
extra: match[4],
|
|
}
|
|
}
|
|
match = units.valueAltRegex.exec(val);
|
|
if (match && (match[1] || match[4])) {
|
|
val = parseFloat(match[1] + "." + match[4]);
|
|
if (match[3]) {
|
|
val = val * units.getMultiplier(match[3]);
|
|
}
|
|
unit = inferUnit(match[2], ref);
|
|
if (!unit) return null;
|
|
else return {
|
|
val: val,
|
|
unit: unit,
|
|
extra: match[5],
|
|
}
|
|
}
|
|
return null;
|
|
}
|
|
|
|
function valueCompare(a, b, stra, strb) {
|
|
if (a === null && b === null) {
|
|
// Failed to parse both values, compare them as strings.
|
|
if (stra != strb) return stra > strb ? 1 : -1;
|
|
else return 0;
|
|
} else if (a === null) {
|
|
return 1;
|
|
} else if (b === null) {
|
|
return -1;
|
|
} else {
|
|
if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
|
|
else if (a.val != b.val) return a.val > b.val ? 1 : -1;
|
|
else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
|
|
else return 0;
|
|
}
|
|
}
|
|
|
|
function validateSaveImgDimension(element) {
|
|
var valid = false;
|
|
var intValue = 0;
|
|
if (/^[1-9]\d*$/.test(element.value)) {
|
|
intValue = parseInt(element.value);
|
|
if (intValue <= 16000) {
|
|
valid = true;
|
|
}
|
|
}
|
|
if (valid) {
|
|
element.classList.remove("invalid");
|
|
} else {
|
|
element.classList.add("invalid");
|
|
}
|
|
return intValue;
|
|
}
|
|
|
|
function saveImage(layer) {
|
|
var width = validateSaveImgDimension(document.getElementById("render-save-width"));
|
|
var height = validateSaveImgDimension(document.getElementById("render-save-height"));
|
|
var bgcolor = null;
|
|
if (!document.getElementById("render-save-transparent").checked) {
|
|
var style = getComputedStyle(topmostdiv);
|
|
bgcolor = style.getPropertyValue("background-color");
|
|
}
|
|
if (!width || !height) return;
|
|
|
|
// Prepare image
|
|
var canvas = document.createElement("canvas");
|
|
var layerdict = {
|
|
transform: {
|
|
x: 0,
|
|
y: 0,
|
|
s: 1,
|
|
panx: 0,
|
|
pany: 0,
|
|
zoom: 1,
|
|
},
|
|
bg: canvas,
|
|
fab: canvas,
|
|
silk: canvas,
|
|
highlight: canvas,
|
|
layer: layer,
|
|
}
|
|
// Do the rendering
|
|
recalcLayerScale(layerdict, width, height);
|
|
prepareLayer(layerdict);
|
|
clearCanvas(canvas, bgcolor);
|
|
drawBackground(layerdict, false);
|
|
drawHighlightsOnLayer(layerdict, false);
|
|
|
|
// Save image
|
|
var imgdata = canvas.toDataURL("image/png");
|
|
|
|
var filename = pcbdata.metadata.title;
|
|
if (pcbdata.metadata.revision) {
|
|
filename += `.${pcbdata.metadata.revision}`;
|
|
}
|
|
filename += `.${layer}.png`;
|
|
saveFile(filename, dataURLtoBlob(imgdata));
|
|
}
|
|
|
|
function saveSettings() {
|
|
var data = {
|
|
type: "InteractiveHtmlBom settings",
|
|
version: 1,
|
|
pcbmetadata: pcbdata.metadata,
|
|
settings: settings,
|
|
}
|
|
var blob = new Blob([JSON.stringify(data, null, 4)], {
|
|
type: "application/json"
|
|
});
|
|
saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
|
|
}
|
|
|
|
function loadSettings() {
|
|
var input = document.createElement("input");
|
|
input.type = "file";
|
|
input.accept = ".settings.json";
|
|
input.onchange = function (e) {
|
|
var file = e.target.files[0];
|
|
var reader = new FileReader();
|
|
reader.onload = readerEvent => {
|
|
var content = readerEvent.target.result;
|
|
var newSettings;
|
|
try {
|
|
newSettings = JSON.parse(content);
|
|
} catch (e) {
|
|
alert("Selected file is not InteractiveHtmlBom settings file.");
|
|
return;
|
|
}
|
|
if (newSettings.type != "InteractiveHtmlBom settings") {
|
|
alert("Selected file is not InteractiveHtmlBom settings file.");
|
|
return;
|
|
}
|
|
var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
|
|
if (metadataMatches) {
|
|
for (var k in pcbdata.metadata) {
|
|
if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
|
|
metadataMatches = false;
|
|
}
|
|
}
|
|
}
|
|
if (!metadataMatches) {
|
|
var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
|
|
var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
|
|
if (!confirm(
|
|
`Settins file metadata does not match current metadata.\n\n` +
|
|
`Page metadata:\n${currentMetadata}\n\n` +
|
|
`Settings file metadata:\n${fileMetadata}\n\n` +
|
|
`Press OK if you would like to import settings anyway.`)) {
|
|
return;
|
|
}
|
|
}
|
|
overwriteSettings(newSettings.settings);
|
|
}
|
|
reader.readAsText(file, 'UTF-8');
|
|
}
|
|
input.click();
|
|
}
|
|
|
|
function resetSettings() {
|
|
if (!confirm(
|
|
`This will reset all checkbox states and other settings.\n\n` +
|
|
`Press OK if you want to continue.`)) {
|
|
return;
|
|
}
|
|
if (storage) {
|
|
var keys = [];
|
|
for (var i = 0; i < storage.length; i++) {
|
|
var key = storage.key(i);
|
|
if (key.startsWith(storagePrefix)) keys.push(key);
|
|
}
|
|
for (var key of keys) storage.removeItem(key);
|
|
}
|
|
location.reload();
|
|
}
|
|
|
|
function overwriteSettings(newSettings) {
|
|
initDone = false;
|
|
Object.assign(settings, newSettings);
|
|
writeStorage("bomlayout", settings.bomlayout);
|
|
writeStorage("bommode", settings.bommode);
|
|
writeStorage("canvaslayout", settings.canvaslayout);
|
|
writeStorage("bomCheckboxes", settings.checkboxes.join(","));
|
|
document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
|
|
for (var checkbox of settings.checkboxes) {
|
|
writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
|
|
}
|
|
writeStorage("markWhenChecked", settings.markWhenChecked);
|
|
padsVisible(settings.renderPads);
|
|
document.getElementById("padsCheckbox").checked = settings.renderPads;
|
|
fabricationVisible(settings.renderFabrication);
|
|
document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
|
|
silkscreenVisible(settings.renderSilkscreen);
|
|
document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
|
|
referencesVisible(settings.renderReferences);
|
|
document.getElementById("referencesCheckbox").checked = settings.renderReferences;
|
|
valuesVisible(settings.renderValues);
|
|
document.getElementById("valuesCheckbox").checked = settings.renderValues;
|
|
tracksVisible(settings.renderTracks);
|
|
document.getElementById("tracksCheckbox").checked = settings.renderTracks;
|
|
zonesVisible(settings.renderZones);
|
|
document.getElementById("zonesCheckbox").checked = settings.renderZones;
|
|
dnpOutline(settings.renderDnpOutline);
|
|
document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
|
|
setRedrawOnDrag(settings.redrawOnDrag);
|
|
document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
|
|
setDarkMode(settings.darkMode);
|
|
document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
|
|
setHighlightPin1(settings.highlightpin1);
|
|
document.forms.highlightpin1.highlightpin1.value = settings.highlightpin1;
|
|
writeStorage("boardRotation", settings.boardRotation);
|
|
document.getElementById("boardRotation").value = settings.boardRotation / 5;
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
setOffsetBackRotation(settings.offsetBackRotation);
|
|
document.getElementById("offsetBackRotationCheckbox").checked = settings.offsetBackRotation;
|
|
initDone = true;
|
|
prepCheckboxes();
|
|
changeBomLayout(settings.bomlayout);
|
|
}
|
|
|
|
function saveFile(filename, blob) {
|
|
var link = document.createElement("a");
|
|
var objurl = URL.createObjectURL(blob);
|
|
link.download = filename;
|
|
link.href = objurl;
|
|
link.click();
|
|
}
|
|
|
|
function dataURLtoBlob(dataurl) {
|
|
var arr = dataurl.split(','),
|
|
mime = arr[0].match(/:(.*?);/)[1],
|
|
bstr = atob(arr[1]),
|
|
n = bstr.length,
|
|
u8arr = new Uint8Array(n);
|
|
while (n--) {
|
|
u8arr[n] = bstr.charCodeAt(n);
|
|
}
|
|
return new Blob([u8arr], {
|
|
type: mime
|
|
});
|
|
}
|
|
|
|
var settings = {
|
|
canvaslayout: "FB",
|
|
bomlayout: "left-right",
|
|
bommode: "grouped",
|
|
checkboxes: [],
|
|
checkboxStoredRefs: {},
|
|
darkMode: false,
|
|
highlightpin1: "none",
|
|
redrawOnDrag: true,
|
|
boardRotation: 0,
|
|
offsetBackRotation: false,
|
|
renderPads: true,
|
|
renderReferences: true,
|
|
renderValues: true,
|
|
renderSilkscreen: true,
|
|
renderFabrication: true,
|
|
renderDnpOutline: false,
|
|
renderTracks: true,
|
|
renderZones: true,
|
|
columnOrder: [],
|
|
hiddenColumns: [],
|
|
netColors: {},
|
|
}
|
|
|
|
function initDefaults() {
|
|
settings.bomlayout = readStorage("bomlayout");
|
|
if (settings.bomlayout === null) {
|
|
settings.bomlayout = config.bom_view;
|
|
}
|
|
if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
|
|
settings.bomlayout = config.bom_view;
|
|
}
|
|
settings.bommode = readStorage("bommode");
|
|
if (settings.bommode === null) {
|
|
settings.bommode = "grouped";
|
|
}
|
|
if (settings.bommode == "netlist" && !pcbdata.nets) {
|
|
settings.bommode = "grouped";
|
|
}
|
|
if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
|
|
settings.bommode = "grouped";
|
|
}
|
|
settings.canvaslayout = readStorage("canvaslayout");
|
|
if (settings.canvaslayout === null) {
|
|
settings.canvaslayout = config.layer_view;
|
|
}
|
|
var bomCheckboxes = readStorage("bomCheckboxes");
|
|
if (bomCheckboxes === null) {
|
|
bomCheckboxes = config.checkboxes;
|
|
}
|
|
settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
|
|
document.getElementById("bomCheckboxes").value = bomCheckboxes;
|
|
|
|
var highlightpin1 = readStorage("highlightpin1") || config.highlight_pin1;
|
|
if (highlightpin1 === "false") highlightpin1 = "none";
|
|
if (highlightpin1 === "true") highlightpin1 = "all";
|
|
setHighlightPin1(highlightpin1);
|
|
document.forms.highlightpin1.highlightpin1.value = highlightpin1;
|
|
|
|
settings.markWhenChecked = readStorage("markWhenChecked") || "";
|
|
populateMarkWhenCheckedOptions();
|
|
|
|
function initBooleanSetting(storageString, def, elementId, func) {
|
|
var b = readStorage(storageString);
|
|
if (b === null) {
|
|
b = def;
|
|
} else {
|
|
b = (b == "true");
|
|
}
|
|
document.getElementById(elementId).checked = b;
|
|
func(b);
|
|
}
|
|
|
|
initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
|
|
initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
|
|
initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
|
|
initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
|
|
initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
|
|
if ("tracks" in pcbdata) {
|
|
initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
|
|
initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
|
|
} else {
|
|
document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
|
|
tracksVisible(false);
|
|
zonesVisible(false);
|
|
}
|
|
initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
|
|
initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
|
|
initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);
|
|
|
|
var fields = ["checkboxes", "References"].concat(config.fields).concat(["Quantity"]);
|
|
var hcols = JSON.parse(readStorage("hiddenColumns"));
|
|
if (hcols === null) {
|
|
hcols = [];
|
|
}
|
|
settings.hiddenColumns = hcols.filter(e => fields.includes(e));
|
|
|
|
var cord = JSON.parse(readStorage("columnOrder"));
|
|
if (cord === null) {
|
|
cord = fields;
|
|
} else {
|
|
cord = cord.filter(e => fields.includes(e));
|
|
if (cord.length != fields.length)
|
|
cord = fields;
|
|
}
|
|
settings.columnOrder = cord;
|
|
|
|
settings.boardRotation = readStorage("boardRotation");
|
|
if (settings.boardRotation === null) {
|
|
settings.boardRotation = config.board_rotation * 5;
|
|
} else {
|
|
settings.boardRotation = parseInt(settings.boardRotation);
|
|
}
|
|
document.getElementById("boardRotation").value = settings.boardRotation / 5;
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
initBooleanSetting("offsetBackRotation", config.offset_back_rotation, "offsetBackRotationCheckbox", setOffsetBackRotation);
|
|
|
|
settings.netColors = JSON.parse(readStorage("netColors")) || {};
|
|
}
|
|
|
|
// Helper classes for user js callbacks.
|
|
|
|
const IBOM_EVENT_TYPES = {
|
|
ALL: "all",
|
|
HIGHLIGHT_EVENT: "highlightEvent",
|
|
CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
|
|
BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
|
|
}
|
|
|
|
const EventHandler = {
|
|
callbacks: {},
|
|
init: function () {
|
|
for (eventType of Object.values(IBOM_EVENT_TYPES))
|
|
this.callbacks[eventType] = [];
|
|
},
|
|
registerCallback: function (eventType, callback) {
|
|
this.callbacks[eventType].push(callback);
|
|
},
|
|
emitEvent: function (eventType, eventArgs) {
|
|
event = {
|
|
eventType: eventType,
|
|
args: eventArgs,
|
|
}
|
|
var callback;
|
|
for (callback of this.callbacks[eventType])
|
|
callback(event);
|
|
for (callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
|
|
callback(event);
|
|
}
|
|
}
|
|
EventHandler.init();
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* PCB rendering code */
|
|
|
|
var emptyContext2d = document.createElement("canvas").getContext("2d");
|
|
|
|
function deg2rad(deg) {
|
|
return deg * Math.PI / 180;
|
|
}
|
|
|
|
function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
|
|
var point = [
|
|
linepoint[0] * text.width + offsetx,
|
|
linepoint[1] * text.height + offsety
|
|
];
|
|
// This approximates pcbnew behavior with how text tilts depending on horizontal justification
|
|
point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
|
|
return point;
|
|
}
|
|
|
|
function drawText(ctx, text, color) {
|
|
if ("ref" in text && !settings.renderReferences) return;
|
|
if ("val" in text && !settings.renderValues) return;
|
|
ctx.save();
|
|
ctx.fillStyle = color;
|
|
ctx.strokeStyle = color;
|
|
ctx.lineCap = "round";
|
|
ctx.lineJoin = "round";
|
|
ctx.lineWidth = text.thickness;
|
|
if ("svgpath" in text) {
|
|
ctx.stroke(new Path2D(text.svgpath));
|
|
ctx.restore();
|
|
return;
|
|
}
|
|
if ("polygons" in text) {
|
|
ctx.fill(getPolygonsPath(text));
|
|
ctx.restore();
|
|
return;
|
|
}
|
|
ctx.translate(...text.pos);
|
|
ctx.translate(text.thickness * 0.5, 0);
|
|
var angle = -text.angle;
|
|
if (text.attr.includes("mirrored")) {
|
|
ctx.scale(-1, 1);
|
|
angle = -angle;
|
|
}
|
|
var tilt = 0;
|
|
if (text.attr.includes("italic")) {
|
|
tilt = 0.125;
|
|
}
|
|
var interline = text.height * 1.5 + text.thickness;
|
|
var txt = text.text.split("\n");
|
|
// KiCad ignores last empty line.
|
|
if (txt[txt.length - 1] == '') txt.pop();
|
|
ctx.rotate(deg2rad(angle));
|
|
var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
|
|
offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
|
|
for (var i in txt) {
|
|
var lineWidth = text.thickness + interline / 2 * tilt;
|
|
for (var j = 0; j < txt[i].length; j++) {
|
|
if (txt[i][j] == '\t') {
|
|
var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
|
|
lineWidth += fourSpaces - lineWidth % fourSpaces;
|
|
} else {
|
|
if (txt[i][j] == '~') {
|
|
j++;
|
|
if (j == txt[i].length)
|
|
break;
|
|
}
|
|
lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
|
|
}
|
|
}
|
|
var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
|
|
var inOverbar = false;
|
|
for (var j = 0; j < txt[i].length; j++) {
|
|
if (config.kicad_text_formatting) {
|
|
if (txt[i][j] == '\t') {
|
|
var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
|
|
offsetx += fourSpaces - offsetx % fourSpaces;
|
|
continue;
|
|
} else if (txt[i][j] == '~') {
|
|
j++;
|
|
if (j == txt[i].length)
|
|
break;
|
|
if (txt[i][j] != '~') {
|
|
inOverbar = !inOverbar;
|
|
}
|
|
}
|
|
}
|
|
var glyph = pcbdata.font_data[txt[i][j]];
|
|
if (inOverbar) {
|
|
var overbarStart = [offsetx, -text.height * 1.4 + offsety];
|
|
var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];
|
|
|
|
if (!lastHadOverbar) {
|
|
overbarStart[0] += text.height * 1.4 * tilt;
|
|
lastHadOverbar = true;
|
|
}
|
|
ctx.beginPath();
|
|
ctx.moveTo(...overbarStart);
|
|
ctx.lineTo(...overbarEnd);
|
|
ctx.stroke();
|
|
} else {
|
|
lastHadOverbar = false;
|
|
}
|
|
for (var line of glyph.l) {
|
|
ctx.beginPath();
|
|
ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
|
|
for (var k = 1; k < line.length; k++) {
|
|
ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
|
|
}
|
|
ctx.stroke();
|
|
}
|
|
offsetx += glyph.w * text.width;
|
|
}
|
|
offsety += interline;
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawedge(ctx, scalefactor, edge, color) {
|
|
ctx.strokeStyle = color;
|
|
ctx.fillStyle = color;
|
|
ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
|
|
ctx.lineCap = "round";
|
|
ctx.lineJoin = "round";
|
|
if ("svgpath" in edge) {
|
|
ctx.stroke(new Path2D(edge.svgpath));
|
|
} else {
|
|
ctx.beginPath();
|
|
if (edge.type == "segment") {
|
|
ctx.moveTo(...edge.start);
|
|
ctx.lineTo(...edge.end);
|
|
}
|
|
if (edge.type == "rect") {
|
|
ctx.moveTo(...edge.start);
|
|
ctx.lineTo(edge.start[0], edge.end[1]);
|
|
ctx.lineTo(...edge.end);
|
|
ctx.lineTo(edge.end[0], edge.start[1]);
|
|
ctx.lineTo(...edge.start);
|
|
}
|
|
if (edge.type == "arc") {
|
|
ctx.arc(
|
|
...edge.start,
|
|
edge.radius,
|
|
deg2rad(edge.startangle),
|
|
deg2rad(edge.endangle));
|
|
}
|
|
if (edge.type == "circle") {
|
|
ctx.arc(
|
|
...edge.start,
|
|
edge.radius,
|
|
0, 2 * Math.PI);
|
|
ctx.closePath();
|
|
}
|
|
if (edge.type == "curve") {
|
|
ctx.moveTo(...edge.start);
|
|
ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
|
|
}
|
|
if("filled" in edge && edge.filled)
|
|
ctx.fill();
|
|
else
|
|
ctx.stroke();
|
|
}
|
|
}
|
|
|
|
function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
|
|
// chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
|
|
var path = new Path2D();
|
|
var width = size[0];
|
|
var height = size[1];
|
|
var x = width * -0.5;
|
|
var y = height * -0.5;
|
|
var chamfOffset = Math.min(width, height) * chamfratio;
|
|
path.moveTo(x, 0);
|
|
if (chamfpos & 4) {
|
|
path.lineTo(x, y + height - chamfOffset);
|
|
path.lineTo(x + chamfOffset, y + height);
|
|
path.lineTo(0, y + height);
|
|
} else {
|
|
path.arcTo(x, y + height, x + width, y + height, radius);
|
|
}
|
|
if (chamfpos & 8) {
|
|
path.lineTo(x + width - chamfOffset, y + height);
|
|
path.lineTo(x + width, y + height - chamfOffset);
|
|
path.lineTo(x + width, 0);
|
|
} else {
|
|
path.arcTo(x + width, y + height, x + width, y, radius);
|
|
}
|
|
if (chamfpos & 2) {
|
|
path.lineTo(x + width, y + chamfOffset);
|
|
path.lineTo(x + width - chamfOffset, y);
|
|
path.lineTo(0, y);
|
|
} else {
|
|
path.arcTo(x + width, y, x, y, radius);
|
|
}
|
|
if (chamfpos & 1) {
|
|
path.lineTo(x + chamfOffset, y);
|
|
path.lineTo(x, y + chamfOffset);
|
|
path.lineTo(x, 0);
|
|
} else {
|
|
path.arcTo(x, y, x, y + height, radius);
|
|
}
|
|
path.closePath();
|
|
return path;
|
|
}
|
|
|
|
function getOblongPath(size) {
|
|
return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
|
|
}
|
|
|
|
function getPolygonsPath(shape) {
|
|
if (shape.path2d) {
|
|
return shape.path2d;
|
|
}
|
|
if ("svgpath" in shape) {
|
|
shape.path2d = new Path2D(shape.svgpath);
|
|
} else {
|
|
var path = new Path2D();
|
|
for (var polygon of shape.polygons) {
|
|
path.moveTo(...polygon[0]);
|
|
for (var i = 1; i < polygon.length; i++) {
|
|
path.lineTo(...polygon[i]);
|
|
}
|
|
path.closePath();
|
|
}
|
|
shape.path2d = path;
|
|
}
|
|
return shape.path2d;
|
|
}
|
|
|
|
function drawPolygonShape(ctx, scalefactor, shape, color) {
|
|
ctx.save();
|
|
if (!("svgpath" in shape)) {
|
|
ctx.translate(...shape.pos);
|
|
ctx.rotate(deg2rad(-shape.angle));
|
|
}
|
|
if("filled" in shape && !shape.filled) {
|
|
ctx.strokeStyle = color;
|
|
ctx.lineWidth = Math.max(1 / scalefactor, shape.width);
|
|
ctx.lineCap = "round";
|
|
ctx.lineJoin = "round";
|
|
ctx.stroke(getPolygonsPath(shape));
|
|
} else {
|
|
ctx.fillStyle = color;
|
|
ctx.fill(getPolygonsPath(shape));
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawDrawing(ctx, scalefactor, drawing, color) {
|
|
if (["segment", "arc", "circle", "curve", "rect"].includes(drawing.type)) {
|
|
drawedge(ctx, scalefactor, drawing, color);
|
|
} else if (drawing.type == "polygon") {
|
|
drawPolygonShape(ctx, scalefactor, drawing, color);
|
|
} else {
|
|
drawText(ctx, drawing, color);
|
|
}
|
|
}
|
|
|
|
function getCirclePath(radius) {
|
|
var path = new Path2D();
|
|
path.arc(0, 0, radius, 0, 2 * Math.PI);
|
|
path.closePath();
|
|
return path;
|
|
}
|
|
|
|
function getCachedPadPath(pad) {
|
|
if (!pad.path2d) {
|
|
// if path2d is not set, build one and cache it on pad object
|
|
if (pad.shape == "rect") {
|
|
pad.path2d = new Path2D();
|
|
pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
|
|
} else if (pad.shape == "oval") {
|
|
pad.path2d = getOblongPath(pad.size);
|
|
} else if (pad.shape == "circle") {
|
|
pad.path2d = getCirclePath(pad.size[0] / 2);
|
|
} else if (pad.shape == "roundrect") {
|
|
pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
|
|
} else if (pad.shape == "chamfrect") {
|
|
pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
|
|
} else if (pad.shape == "custom") {
|
|
pad.path2d = getPolygonsPath(pad);
|
|
}
|
|
}
|
|
return pad.path2d;
|
|
}
|
|
|
|
function drawPad(ctx, pad, color, outline) {
|
|
ctx.save();
|
|
ctx.translate(...pad.pos);
|
|
ctx.rotate(-deg2rad(pad.angle));
|
|
if (pad.offset) {
|
|
ctx.translate(...pad.offset);
|
|
}
|
|
ctx.fillStyle = color;
|
|
ctx.strokeStyle = color;
|
|
var path = getCachedPadPath(pad);
|
|
if (outline) {
|
|
ctx.stroke(path);
|
|
} else {
|
|
ctx.fill(path);
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawPadHole(ctx, pad, padHoleColor) {
|
|
if (pad.type != "th") return;
|
|
ctx.save();
|
|
ctx.translate(...pad.pos);
|
|
ctx.rotate(-deg2rad(pad.angle));
|
|
ctx.fillStyle = padHoleColor;
|
|
if (pad.drillshape == "oblong") {
|
|
ctx.fill(getOblongPath(pad.drillsize));
|
|
} else {
|
|
ctx.fill(getCirclePath(pad.drillsize[0] / 2));
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, outline) {
|
|
if (highlight) {
|
|
// draw bounding box
|
|
if (footprint.layer == layer) {
|
|
ctx.save();
|
|
ctx.globalAlpha = 0.2;
|
|
ctx.translate(...footprint.bbox.pos);
|
|
ctx.rotate(deg2rad(-footprint.bbox.angle));
|
|
ctx.translate(...footprint.bbox.relpos);
|
|
ctx.fillStyle = colors.pad;
|
|
ctx.fillRect(0, 0, ...footprint.bbox.size);
|
|
ctx.globalAlpha = 1;
|
|
ctx.strokeStyle = colors.pad;
|
|
ctx.lineWidth = 3 / scalefactor;
|
|
ctx.strokeRect(0, 0, ...footprint.bbox.size);
|
|
ctx.restore();
|
|
}
|
|
}
|
|
// draw drawings
|
|
for (var drawing of footprint.drawings) {
|
|
if (drawing.layer == layer) {
|
|
drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad);
|
|
}
|
|
}
|
|
ctx.lineWidth = 3 / scalefactor;
|
|
// draw pads
|
|
if (settings.renderPads) {
|
|
for (var pad of footprint.pads) {
|
|
if (pad.layers.includes(layer)) {
|
|
drawPad(ctx, pad, colors.pad, outline);
|
|
if (pad.pin1 &&
|
|
(settings.highlightpin1 == "all" ||
|
|
settings.highlightpin1 == "selected" && highlight)) {
|
|
drawPad(ctx, pad, colors.outline, true);
|
|
}
|
|
}
|
|
}
|
|
for (var pad of footprint.pads) {
|
|
drawPadHole(ctx, pad, colors.padHole);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawEdgeCuts(canvas, scalefactor) {
|
|
var ctx = canvas.getContext("2d");
|
|
var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
|
|
for (var edge of pcbdata.edges) {
|
|
drawDrawing(ctx, scalefactor, edge, edgecolor);
|
|
}
|
|
}
|
|
|
|
function drawFootprints(canvas, layer, scalefactor, highlight) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.lineWidth = 3 / scalefactor;
|
|
var style = getComputedStyle(topmostdiv);
|
|
|
|
var colors = {
|
|
pad: style.getPropertyValue('--pad-color'),
|
|
padHole: style.getPropertyValue('--pad-hole-color'),
|
|
outline: style.getPropertyValue('--pin1-outline-color'),
|
|
}
|
|
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
var mod = pcbdata.footprints[i];
|
|
var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
|
|
var h = highlightedFootprints.includes(i);
|
|
var d = markedFootprints.has(i);
|
|
if (highlight) {
|
|
if(h && d) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight-both');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-both');
|
|
} else if (h) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight');
|
|
} else if (d) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight-marked');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-marked');
|
|
}
|
|
}
|
|
if( h || d || !highlight) {
|
|
drawFootprint(ctx, layer, scalefactor, mod, colors, highlight, outline);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
|
|
var ctx = canvas.getContext("2d");
|
|
for (var d of pcbdata.drawings[layername][layer]) {
|
|
if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
|
|
drawedge(ctx, scalefactor, d, edgeColor);
|
|
} else if (d.type == "polygon") {
|
|
drawPolygonShape(ctx, scalefactor, d, polygonColor);
|
|
} else {
|
|
drawText(ctx, d, textColor);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawTracks(canvas, layer, defaultColor, highlight) {
|
|
ctx = canvas.getContext("2d");
|
|
ctx.lineCap = "round";
|
|
|
|
var hasHole = (track) => (
|
|
'drillsize' in track &&
|
|
track.start[0] == track.end[0] &&
|
|
track.start[1] == track.end[1]);
|
|
|
|
// First draw tracks and tented vias
|
|
for (var track of pcbdata.tracks[layer]) {
|
|
if (highlight && highlightedNet != track.net) continue;
|
|
if (!hasHole(track)) {
|
|
ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
|
|
ctx.lineWidth = track.width;
|
|
ctx.beginPath();
|
|
if ('radius' in track) {
|
|
ctx.arc(
|
|
...track.center,
|
|
track.radius,
|
|
deg2rad(track.startangle),
|
|
deg2rad(track.endangle));
|
|
} else {
|
|
ctx.moveTo(...track.start);
|
|
ctx.lineTo(...track.end);
|
|
}
|
|
ctx.stroke();
|
|
}
|
|
}
|
|
// Second pass to draw untented vias
|
|
var style = getComputedStyle(topmostdiv);
|
|
var holeColor = style.getPropertyValue('--pad-hole-color')
|
|
|
|
for (var track of pcbdata.tracks[layer]) {
|
|
if (highlight && highlightedNet != track.net) continue;
|
|
if (hasHole(track)) {
|
|
ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
|
|
ctx.lineWidth = track.width;
|
|
ctx.beginPath();
|
|
ctx.moveTo(...track.start);
|
|
ctx.lineTo(...track.end);
|
|
ctx.stroke();
|
|
ctx.strokeStyle = holeColor;
|
|
ctx.lineWidth = track.drillsize;
|
|
ctx.lineTo(...track.end);
|
|
ctx.stroke();
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawZones(canvas, layer, defaultColor, highlight) {
|
|
ctx = canvas.getContext("2d");
|
|
ctx.lineJoin = "round";
|
|
for (var zone of pcbdata.zones[layer]) {
|
|
if (highlight && highlightedNet != zone.net) continue;
|
|
ctx.strokeStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
|
|
ctx.fillStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
|
|
if (!zone.path2d) {
|
|
zone.path2d = getPolygonsPath(zone);
|
|
}
|
|
ctx.fill(zone.path2d, zone.fillrule || "nonzero");
|
|
if (zone.width > 0) {
|
|
ctx.lineWidth = zone.width;
|
|
ctx.stroke(zone.path2d);
|
|
}
|
|
}
|
|
}
|
|
|
|
function clearCanvas(canvas, color = null) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.save();
|
|
ctx.setTransform(1, 0, 0, 1, 0, 0);
|
|
if (color) {
|
|
ctx.fillStyle = color;
|
|
ctx.fillRect(0, 0, canvas.width, canvas.height);
|
|
} else {
|
|
if (!window.matchMedia("print").matches)
|
|
ctx.clearRect(0, 0, canvas.width, canvas.height);
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawNets(canvas, layer, highlight) {
|
|
var style = getComputedStyle(topmostdiv);
|
|
if (settings.renderZones) {
|
|
var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
|
|
drawZones(canvas, layer, zoneColor, highlight);
|
|
}
|
|
if (settings.renderTracks) {
|
|
var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
|
|
drawTracks(canvas, layer, trackColor, highlight);
|
|
}
|
|
if (highlight && settings.renderPads) {
|
|
var padColor = style.getPropertyValue('--pad-color-highlight');
|
|
var padHoleColor = style.getPropertyValue('--pad-hole-color');
|
|
var ctx = canvas.getContext("2d");
|
|
for (var footprint of pcbdata.footprints) {
|
|
// draw pads
|
|
var padDrawn = false;
|
|
for (var pad of footprint.pads) {
|
|
if (highlightedNet != pad.net) continue;
|
|
if (pad.layers.includes(layer)) {
|
|
drawPad(ctx, pad, padColor, false);
|
|
padDrawn = true;
|
|
}
|
|
}
|
|
if (padDrawn) {
|
|
// redraw all pad holes because some pads may overlap
|
|
for (var pad of footprint.pads) {
|
|
drawPadHole(ctx, pad, padHoleColor);
|
|
}
|
|
}
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawHighlightsOnLayer(canvasdict, clear = true) {
|
|
if (clear) {
|
|
clearCanvas(canvasdict.highlight);
|
|
}
|
|
if (markedFootprints.size > 0 || highlightedFootprints.length > 0) {
|
|
drawFootprints(canvasdict.highlight, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom, true);
|
|
}
|
|
if (highlightedNet !== null) {
|
|
drawNets(canvasdict.highlight, canvasdict.layer, true);
|
|
}
|
|
}
|
|
|
|
function drawHighlights() {
|
|
drawHighlightsOnLayer(allcanvas.front);
|
|
drawHighlightsOnLayer(allcanvas.back);
|
|
}
|
|
|
|
function drawBackground(canvasdict, clear = true) {
|
|
if (clear) {
|
|
clearCanvas(canvasdict.bg);
|
|
clearCanvas(canvasdict.fab);
|
|
clearCanvas(canvasdict.silk);
|
|
}
|
|
|
|
drawNets(canvasdict.bg, canvasdict.layer, false);
|
|
drawFootprints(canvasdict.bg, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom, false);
|
|
|
|
drawEdgeCuts(canvasdict.bg, canvasdict.transform.s * canvasdict.transform.zoom);
|
|
|
|
var style = getComputedStyle(topmostdiv);
|
|
var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
|
|
var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
|
|
var textColor = style.getPropertyValue('--silkscreen-text-color');
|
|
if (settings.renderSilkscreen) {
|
|
drawBgLayer(
|
|
"silkscreen", canvasdict.silk, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom,
|
|
edgeColor, polygonColor, textColor);
|
|
}
|
|
edgeColor = style.getPropertyValue('--fabrication-edge-color');
|
|
polygonColor = style.getPropertyValue('--fabrication-polygon-color');
|
|
textColor = style.getPropertyValue('--fabrication-text-color');
|
|
if (settings.renderFabrication) {
|
|
drawBgLayer(
|
|
"fabrication", canvasdict.fab, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom,
|
|
edgeColor, polygonColor, textColor);
|
|
}
|
|
}
|
|
|
|
function prepareCanvas(canvas, flip, transform) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.setTransform(1, 0, 0, 1, 0, 0);
|
|
ctx.scale(transform.zoom, transform.zoom);
|
|
ctx.translate(transform.panx, transform.pany);
|
|
if (flip) {
|
|
ctx.scale(-1, 1);
|
|
}
|
|
ctx.translate(transform.x, transform.y);
|
|
ctx.rotate(deg2rad(settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
|
|
ctx.scale(transform.s, transform.s);
|
|
}
|
|
|
|
function prepareLayer(canvasdict) {
|
|
var flip = (canvasdict.layer === "B");
|
|
for (var c of ["bg", "fab", "silk", "highlight"]) {
|
|
prepareCanvas(canvasdict[c], flip, canvasdict.transform);
|
|
}
|
|
}
|
|
|
|
function rotateVector(v, angle) {
|
|
angle = deg2rad(angle);
|
|
return [
|
|
v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
|
|
v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
|
|
];
|
|
}
|
|
|
|
function applyRotation(bbox, flip) {
|
|
var corners = [
|
|
[bbox.minx, bbox.miny],
|
|
[bbox.minx, bbox.maxy],
|
|
[bbox.maxx, bbox.miny],
|
|
[bbox.maxx, bbox.maxy],
|
|
];
|
|
corners = corners.map((v) => rotateVector(v, settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
|
|
return {
|
|
minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
|
|
miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
|
|
maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
|
|
maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
|
|
}
|
|
}
|
|
|
|
function recalcLayerScale(layerdict, width, height) {
|
|
var flip = (layerdict.layer === "B");
|
|
var bbox = applyRotation(pcbdata.edges_bbox, flip);
|
|
var scalefactor = 0.98 * Math.min(
|
|
width / (bbox.maxx - bbox.minx),
|
|
height / (bbox.maxy - bbox.miny)
|
|
);
|
|
if (scalefactor < 0.1) {
|
|
scalefactor = 1;
|
|
}
|
|
layerdict.transform.s = scalefactor;
|
|
if (flip) {
|
|
layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
|
|
} else {
|
|
layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
|
|
}
|
|
layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
|
|
for (var c of ["bg", "fab", "silk", "highlight"]) {
|
|
canvas = layerdict[c];
|
|
canvas.width = width;
|
|
canvas.height = height;
|
|
canvas.style.width = (width / devicePixelRatio) + "px";
|
|
canvas.style.height = (height / devicePixelRatio) + "px";
|
|
}
|
|
}
|
|
|
|
function redrawCanvas(layerdict) {
|
|
prepareLayer(layerdict);
|
|
drawBackground(layerdict);
|
|
drawHighlightsOnLayer(layerdict);
|
|
}
|
|
|
|
function resizeCanvas(layerdict) {
|
|
var canvasdivid = {
|
|
"F": "frontcanvas",
|
|
"B": "backcanvas"
|
|
} [layerdict.layer];
|
|
var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
|
|
var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
|
|
recalcLayerScale(layerdict, width, height);
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
function resizeAll() {
|
|
resizeCanvas(allcanvas.front);
|
|
resizeCanvas(allcanvas.back);
|
|
}
|
|
|
|
function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
|
|
var A = x - x1;
|
|
var B = y - y1;
|
|
var C = x2 - x1;
|
|
var D = y2 - y1;
|
|
|
|
var dot = A * C + B * D;
|
|
var len_sq = C * C + D * D;
|
|
var dx, dy;
|
|
if (len_sq == 0) {
|
|
// start and end of the segment coincide
|
|
dx = x - x1;
|
|
dy = y - y1;
|
|
} else {
|
|
var param = dot / len_sq;
|
|
var xx, yy;
|
|
if (param < 0) {
|
|
xx = x1;
|
|
yy = y1;
|
|
} else if (param > 1) {
|
|
xx = x2;
|
|
yy = y2;
|
|
} else {
|
|
xx = x1 + param * C;
|
|
yy = y1 + param * D;
|
|
}
|
|
dx = x - xx;
|
|
dy = y - yy;
|
|
}
|
|
return dx * dx + dy * dy <= d * d;
|
|
}
|
|
|
|
function modulo(n, mod) {
|
|
return ((n % mod) + mod) % mod;
|
|
}
|
|
|
|
function pointWithinDistanceToArc(x, y, xc, yc, radius, startangle, endangle, d) {
|
|
var dx = x - xc;
|
|
var dy = y - yc;
|
|
var r_sq = dx * dx + dy * dy;
|
|
var rmin = Math.max(0, radius - d);
|
|
var rmax = radius + d;
|
|
|
|
if (r_sq < rmin * rmin || r_sq > rmax * rmax)
|
|
return false;
|
|
|
|
var angle1 = modulo(deg2rad(startangle), 2 * Math.PI);
|
|
var dx1 = xc + radius * Math.cos(angle1) - x;
|
|
var dy1 = yc + radius * Math.sin(angle1) - y;
|
|
if (dx1 * dx1 + dy1 * dy1 <= d * d)
|
|
return true;
|
|
|
|
var angle2 = modulo(deg2rad(endangle), 2 * Math.PI);
|
|
var dx2 = xc + radius * Math.cos(angle2) - x;
|
|
var dy2 = yc + radius * Math.sin(angle2) - y;
|
|
if (dx2 * dx2 + dy2 * dy2 <= d * d)
|
|
return true;
|
|
|
|
var angle = modulo(Math.atan2(dy, dx), 2 * Math.PI);
|
|
if (angle1 > angle2)
|
|
return (angle >= angle2 || angle <= angle1);
|
|
else
|
|
return (angle >= angle1 && angle <= angle2);
|
|
}
|
|
|
|
function pointWithinPad(x, y, pad) {
|
|
var v = [x - pad.pos[0], y - pad.pos[1]];
|
|
v = rotateVector(v, pad.angle);
|
|
if (pad.offset) {
|
|
v[0] -= pad.offset[0];
|
|
v[1] -= pad.offset[1];
|
|
}
|
|
return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
|
|
}
|
|
|
|
function netHitScan(layer, x, y) {
|
|
// Check track segments
|
|
if (settings.renderTracks && pcbdata.tracks) {
|
|
for (var track of pcbdata.tracks[layer]) {
|
|
if ('radius' in track) {
|
|
if (pointWithinDistanceToArc(x, y, ...track.center, track.radius, track.startangle, track.endangle, track.width / 2)) {
|
|
return track.net;
|
|
}
|
|
} else {
|
|
if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
|
|
return track.net;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
// Check pads
|
|
if (settings.renderPads) {
|
|
for (var footprint of pcbdata.footprints) {
|
|
for (var pad of footprint.pads) {
|
|
if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
|
|
return pad.net;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
return null;
|
|
}
|
|
|
|
function pointWithinFootprintBbox(x, y, bbox) {
|
|
var v = [x - bbox.pos[0], y - bbox.pos[1]];
|
|
v = rotateVector(v, bbox.angle);
|
|
return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
|
|
bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
|
|
}
|
|
|
|
function bboxHitScan(layer, x, y) {
|
|
var result = [];
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
var footprint = pcbdata.footprints[i];
|
|
if (footprint.layer == layer) {
|
|
if (pointWithinFootprintBbox(x, y, footprint.bbox)) {
|
|
result.push(i);
|
|
}
|
|
}
|
|
}
|
|
return result;
|
|
}
|
|
|
|
function handlePointerDown(e, layerdict) {
|
|
if (e.button != 0 && e.button != 1) {
|
|
return;
|
|
}
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
layerdict.pointerStates[e.pointerId] = {
|
|
distanceTravelled: 0,
|
|
lastX: e.offsetX,
|
|
lastY: e.offsetY,
|
|
downTime: Date.now(),
|
|
};
|
|
}
|
|
|
|
function handleMouseClick(e, layerdict) {
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
var x = e.offsetX;
|
|
var y = e.offsetY;
|
|
var t = layerdict.transform;
|
|
var flip = layerdict.layer === "B";
|
|
if (flip) {
|
|
x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
|
|
} else {
|
|
x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
|
|
}
|
|
y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
|
|
var v = rotateVector([x, y], -settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0));
|
|
if ("nets" in pcbdata) {
|
|
var net = netHitScan(layerdict.layer, ...v);
|
|
if (net !== highlightedNet) {
|
|
netClicked(net);
|
|
}
|
|
}
|
|
if (highlightedNet === null) {
|
|
var footprints = bboxHitScan(layerdict.layer, ...v);
|
|
if (footprints.length > 0) {
|
|
footprintsClicked(footprints);
|
|
}
|
|
}
|
|
}
|
|
|
|
function handlePointerLeave(e, layerdict) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (!settings.redrawOnDrag) {
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
delete layerdict.pointerStates[e.pointerId];
|
|
}
|
|
|
|
function resetTransform(layerdict) {
|
|
layerdict.transform.panx = 0;
|
|
layerdict.transform.pany = 0;
|
|
layerdict.transform.zoom = 1;
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
function handlePointerUp(e, layerdict) {
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (e.button == 2) {
|
|
// Reset pan and zoom on right click.
|
|
resetTransform(layerdict);
|
|
layerdict.anotherPointerTapped = false;
|
|
return;
|
|
}
|
|
|
|
// We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
|
|
var ptr = layerdict.pointerStates[e.pointerId];
|
|
ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);
|
|
|
|
if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
|
|
if (Object.keys(layerdict.pointerStates).length == 1) {
|
|
if (layerdict.anotherPointerTapped) {
|
|
// This is the second pointer coming off of a two-finger tap
|
|
resetTransform(layerdict);
|
|
} else {
|
|
// This is just a regular tap
|
|
handleMouseClick(e, layerdict);
|
|
}
|
|
layerdict.anotherPointerTapped = false;
|
|
} else {
|
|
// This is the first finger coming off of what could become a two-finger tap
|
|
layerdict.anotherPointerTapped = true;
|
|
}
|
|
} else {
|
|
if (!settings.redrawOnDrag) {
|
|
redrawCanvas(layerdict);
|
|
}
|
|
layerdict.anotherPointerTapped = false;
|
|
}
|
|
|
|
delete layerdict.pointerStates[e.pointerId];
|
|
}
|
|
|
|
function handlePointerMove(e, layerdict) {
|
|
if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
|
|
return;
|
|
}
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
var thisPtr = layerdict.pointerStates[e.pointerId];
|
|
|
|
var dx = e.offsetX - thisPtr.lastX;
|
|
var dy = e.offsetY - thisPtr.lastY;
|
|
|
|
// If this number is low on pointer up, we count the action as a click
|
|
thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);
|
|
|
|
if (Object.keys(layerdict.pointerStates).length == 1) {
|
|
// This is a simple drag
|
|
layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
|
|
layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
|
|
} else if (Object.keys(layerdict.pointerStates).length == 2) {
|
|
var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];
|
|
|
|
var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
|
|
var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2) + Math.pow(e.offsetY - otherPtr.lastY, 2));
|
|
|
|
var scaleFactor = newDist / oldDist;
|
|
|
|
if (scaleFactor != NaN) {
|
|
layerdict.transform.zoom *= scaleFactor;
|
|
|
|
var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
|
|
layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
|
|
layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
|
|
}
|
|
}
|
|
|
|
thisPtr.lastX = e.offsetX;
|
|
thisPtr.lastY = e.offsetY;
|
|
|
|
if (settings.redrawOnDrag) {
|
|
redrawCanvas(layerdict);
|
|
}
|
|
}
|
|
|
|
function handleMouseWheel(e, layerdict) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
var t = layerdict.transform;
|
|
var wheeldelta = e.deltaY;
|
|
if (e.deltaMode == 1) {
|
|
// FF only, scroll by lines
|
|
wheeldelta *= 30;
|
|
} else if (e.deltaMode == 2) {
|
|
wheeldelta *= 300;
|
|
}
|
|
var m = Math.pow(1.1, -wheeldelta / 40);
|
|
// Limit amount of zoom per tick.
|
|
if (m > 2) {
|
|
m = 2;
|
|
} else if (m < 0.5) {
|
|
m = 0.5;
|
|
}
|
|
t.zoom *= m;
|
|
var zoomd = (1 - m) / t.zoom;
|
|
t.panx += devicePixelRatio * e.offsetX * zoomd;
|
|
t.pany += devicePixelRatio * e.offsetY * zoomd;
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
function addMouseHandlers(div, layerdict) {
|
|
div.addEventListener("pointerdown", function(e) {
|
|
handlePointerDown(e, layerdict);
|
|
});
|
|
div.addEventListener("pointermove", function(e) {
|
|
handlePointerMove(e, layerdict);
|
|
});
|
|
div.addEventListener("pointerup", function(e) {
|
|
handlePointerUp(e, layerdict);
|
|
});
|
|
var pointerleave = function(e) {
|
|
handlePointerLeave(e, layerdict);
|
|
}
|
|
div.addEventListener("pointercancel", pointerleave);
|
|
div.addEventListener("pointerleave", pointerleave);
|
|
div.addEventListener("pointerout", pointerleave);
|
|
|
|
div.onwheel = function(e) {
|
|
handleMouseWheel(e, layerdict);
|
|
}
|
|
for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
|
|
element.addEventListener("contextmenu", function(e) {
|
|
e.preventDefault();
|
|
}, false);
|
|
}
|
|
}
|
|
|
|
function setRedrawOnDrag(value) {
|
|
settings.redrawOnDrag = value;
|
|
writeStorage("redrawOnDrag", value);
|
|
}
|
|
|
|
function setBoardRotation(value) {
|
|
settings.boardRotation = value * 5;
|
|
writeStorage("boardRotation", settings.boardRotation);
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
resizeAll();
|
|
}
|
|
|
|
function setOffsetBackRotation(value) {
|
|
settings.offsetBackRotation = value;
|
|
writeStorage("offsetBackRotation", value);
|
|
resizeAll();
|
|
}
|
|
|
|
function initRender() {
|
|
allcanvas = {
|
|
front: {
|
|
transform: {
|
|
x: 0,
|
|
y: 0,
|
|
s: 1,
|
|
panx: 0,
|
|
pany: 0,
|
|
zoom: 1,
|
|
},
|
|
pointerStates: {},
|
|
anotherPointerTapped: false,
|
|
bg: document.getElementById("F_bg"),
|
|
fab: document.getElementById("F_fab"),
|
|
silk: document.getElementById("F_slk"),
|
|
highlight: document.getElementById("F_hl"),
|
|
layer: "F",
|
|
},
|
|
back: {
|
|
transform: {
|
|
x: 0,
|
|
y: 0,
|
|
s: 1,
|
|
panx: 0,
|
|
pany: 0,
|
|
zoom: 1,
|
|
},
|
|
pointerStates: {},
|
|
anotherPointerTapped: false,
|
|
bg: document.getElementById("B_bg"),
|
|
fab: document.getElementById("B_fab"),
|
|
silk: document.getElementById("B_slk"),
|
|
highlight: document.getElementById("B_hl"),
|
|
layer: "B",
|
|
}
|
|
};
|
|
addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
|
|
addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
|
|
}
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/*
|
|
* Table reordering via Drag'n'Drop
|
|
* Inspired by: https://htmldom.dev/drag-and-drop-table-column
|
|
*/
|
|
|
|
function setBomHandlers() {
|
|
|
|
const bom = document.getElementById('bomtable');
|
|
|
|
let dragName;
|
|
let placeHolderElements;
|
|
let draggingElement;
|
|
let forcePopulation;
|
|
let xOffset;
|
|
let yOffset;
|
|
let wasDragged;
|
|
|
|
const mouseUpHandler = function(e) {
|
|
// Delete dragging element
|
|
draggingElement.remove();
|
|
|
|
// Make BOM selectable again
|
|
bom.style.removeProperty("userSelect");
|
|
|
|
// Remove listeners
|
|
document.removeEventListener('mousemove', mouseMoveHandler);
|
|
document.removeEventListener('mouseup', mouseUpHandler);
|
|
|
|
if (wasDragged) {
|
|
// Redraw whole BOM
|
|
populateBomTable();
|
|
}
|
|
}
|
|
|
|
const mouseMoveHandler = function(e) {
|
|
// Notice the dragging
|
|
wasDragged = true;
|
|
|
|
// Make the dragged element visible
|
|
draggingElement.style.removeProperty("display");
|
|
|
|
// Set elements position to mouse position
|
|
draggingElement.style.left = `${e.screenX - xOffset}px`;
|
|
draggingElement.style.top = `${e.screenY - yOffset}px`;
|
|
|
|
// Forced redrawing of BOM table
|
|
if (forcePopulation) {
|
|
forcePopulation = false;
|
|
// Copy array
|
|
phe = Array.from(placeHolderElements);
|
|
// populate BOM table again
|
|
populateBomHeader(dragName, phe);
|
|
populateBomBody(dragName, phe);
|
|
}
|
|
|
|
// Set up array of hidden columns
|
|
var hiddenColumns = Array.from(settings.hiddenColumns);
|
|
// In the ungrouped mode, quantity don't exist
|
|
if (settings.bommode === "ungrouped")
|
|
hiddenColumns.push("Quantity");
|
|
// If no checkbox fields can be found, we consider them hidden
|
|
if (settings.checkboxes.length == 0)
|
|
hiddenColumns.push("checkboxes");
|
|
|
|
// Get table headers and group them into checkboxes, extrafields and normal headers
|
|
const bh = document.getElementById("bomhead");
|
|
headers = Array.from(bh.querySelectorAll("th"))
|
|
headers.shift() // numCol is not part of the columnOrder
|
|
headerGroups = []
|
|
lastCompoundClass = null;
|
|
for (i = 0; i < settings.columnOrder.length; i++) {
|
|
cElem = settings.columnOrder[i];
|
|
if (hiddenColumns.includes(cElem)) {
|
|
// Hidden columns appear as a dummy element
|
|
headerGroups.push([]);
|
|
continue;
|
|
}
|
|
elem = headers.filter(e => getColumnOrderName(e) === cElem)[0];
|
|
if (elem.classList.contains("bom-checkbox")) {
|
|
if (lastCompoundClass === "bom-checkbox") {
|
|
cbGroup = headerGroups.pop();
|
|
cbGroup.push(elem);
|
|
headerGroups.push(cbGroup);
|
|
} else {
|
|
lastCompoundClass = "bom-checkbox";
|
|
headerGroups.push([elem])
|
|
}
|
|
} else {
|
|
headerGroups.push([elem])
|
|
}
|
|
}
|
|
|
|
// Copy settings.columnOrder
|
|
var columns = Array.from(settings.columnOrder)
|
|
|
|
// Set up array with indices of hidden columns
|
|
var hiddenIndices = hiddenColumns.map(e => settings.columnOrder.indexOf(e));
|
|
var dragIndex = columns.indexOf(dragName);
|
|
var swapIndex = dragIndex;
|
|
var swapDone = false;
|
|
|
|
// Check if the current dragged element is swapable with the left or right element
|
|
if (dragIndex > 0) {
|
|
// Get left headers boundingbox
|
|
swapIndex = dragIndex - 1;
|
|
while (hiddenIndices.includes(swapIndex) && swapIndex > 0)
|
|
swapIndex--;
|
|
if (!hiddenIndices.includes(swapIndex)) {
|
|
box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
|
|
if (e.clientX < box.left + window.scrollX + (box.width / 2)) {
|
|
swapElement = columns[dragIndex];
|
|
columns.splice(dragIndex, 1);
|
|
columns.splice(swapIndex, 0, swapElement);
|
|
forcePopulation = true;
|
|
swapDone = true;
|
|
}
|
|
}
|
|
}
|
|
if ((!swapDone) && dragIndex < headerGroups.length - 1) {
|
|
// Get right headers boundingbox
|
|
swapIndex = dragIndex + 1;
|
|
while (hiddenIndices.includes(swapIndex))
|
|
swapIndex++;
|
|
if (swapIndex < headerGroups.length) {
|
|
box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
|
|
if (e.clientX > box.left + window.scrollX + (box.width / 2)) {
|
|
swapElement = columns[dragIndex];
|
|
columns.splice(dragIndex, 1);
|
|
columns.splice(swapIndex, 0, swapElement);
|
|
forcePopulation = true;
|
|
swapDone = true;
|
|
}
|
|
}
|
|
}
|
|
|
|
// Write back change to storage
|
|
if (swapDone) {
|
|
settings.columnOrder = columns
|
|
writeStorage("columnOrder", JSON.stringify(columns));
|
|
}
|
|
|
|
}
|
|
|
|
const mouseDownHandler = function(e) {
|
|
var target = e.target;
|
|
if (target.tagName.toLowerCase() != "td")
|
|
target = target.parentElement;
|
|
|
|
// Used to check if a dragging has ever happened
|
|
wasDragged = false;
|
|
|
|
// Create new element which will be displayed as the dragged column
|
|
draggingElement = document.createElement("div")
|
|
draggingElement.classList.add("dragging");
|
|
draggingElement.style.display = "none";
|
|
draggingElement.style.position = "absolute";
|
|
draggingElement.style.overflow = "hidden";
|
|
|
|
// Get bomhead and bombody elements
|
|
const bh = document.getElementById("bomhead");
|
|
const bb = document.getElementById("bombody");
|
|
|
|
// Get all compound headers for the current column
|
|
var compoundHeaders;
|
|
if (target.classList.contains("bom-checkbox")) {
|
|
compoundHeaders = Array.from(bh.querySelectorAll("th.bom-checkbox"));
|
|
} else {
|
|
compoundHeaders = [target];
|
|
}
|
|
|
|
// Create new table which will display the column
|
|
var newTable = document.createElement("table");
|
|
newTable.classList.add("bom");
|
|
newTable.style.background = "white";
|
|
draggingElement.append(newTable);
|
|
|
|
// Create new header element
|
|
var newHeader = document.createElement("thead");
|
|
newTable.append(newHeader);
|
|
|
|
// Set up array for storing all placeholder elements
|
|
placeHolderElements = [];
|
|
|
|
// Add all compound headers to the new thead element and placeholders
|
|
compoundHeaders.forEach(function(h) {
|
|
clone = cloneElementWithDimensions(h);
|
|
newHeader.append(clone);
|
|
placeHolderElements.push(clone);
|
|
});
|
|
|
|
// Create new body element
|
|
var newBody = document.createElement("tbody");
|
|
newTable.append(newBody);
|
|
|
|
// Get indices for compound headers
|
|
var idxs = compoundHeaders.map(e => getBomTableHeaderIndex(e));
|
|
|
|
// For each row in the BOM body...
|
|
var rows = bb.querySelectorAll("tr");
|
|
rows.forEach(function(row) {
|
|
// ..get the cells for the compound column
|
|
const tds = row.querySelectorAll("td");
|
|
var copytds = idxs.map(i => tds[i]);
|
|
// Add them to the new element and the placeholders
|
|
var newRow = document.createElement("tr");
|
|
copytds.forEach(function(td) {
|
|
clone = cloneElementWithDimensions(td);
|
|
newRow.append(clone);
|
|
placeHolderElements.push(clone);
|
|
});
|
|
newBody.append(newRow);
|
|
});
|
|
|
|
// Compute width for compound header
|
|
var width = compoundHeaders.reduce((acc, x) => acc + x.clientWidth, 0);
|
|
draggingElement.style.width = `${width}px`;
|
|
|
|
// Insert the new dragging element and disable selection on BOM
|
|
bom.insertBefore(draggingElement, null);
|
|
bom.style.userSelect = "none";
|
|
|
|
// Determine the mouse position offset
|
|
xOffset = e.screenX - compoundHeaders.reduce((acc, x) => Math.min(acc, x.offsetLeft), compoundHeaders[0].offsetLeft);
|
|
yOffset = e.screenY - compoundHeaders[0].offsetTop;
|
|
|
|
// Get name for the column in settings.columnOrder
|
|
dragName = getColumnOrderName(target);
|
|
|
|
// Change text and class for placeholder elements
|
|
placeHolderElements = placeHolderElements.map(function(e) {
|
|
newElem = cloneElementWithDimensions(e);
|
|
newElem.textContent = "";
|
|
newElem.classList.add("placeholder");
|
|
return newElem;
|
|
});
|
|
|
|
// On next mouse move, the whole BOM needs to be redrawn to show the placeholders
|
|
forcePopulation = true;
|
|
|
|
// Add listeners for move and up on mouse
|
|
document.addEventListener('mousemove', mouseMoveHandler);
|
|
document.addEventListener('mouseup', mouseUpHandler);
|
|
}
|
|
|
|
// In netlist mode, there is nothing to reorder
|
|
if (settings.bommode === "netlist")
|
|
return;
|
|
|
|
// Add mouseDownHandler to every column except the numCol
|
|
bom.querySelectorAll("th")
|
|
.forEach(function(head) {
|
|
if (!head.classList.contains("numCol")) {
|
|
head.onmousedown = mouseDownHandler;
|
|
}
|
|
});
|
|
|
|
}
|
|
|
|
function getBoundingClientRectFromMultiple(elements) {
|
|
var elems = Array.from(elements);
|
|
|
|
if (elems.length == 0)
|
|
return null;
|
|
|
|
var box = elems.shift()
|
|
.getBoundingClientRect();
|
|
|
|
elems.forEach(function(elem) {
|
|
var elembox = elem.getBoundingClientRect();
|
|
box.left = Math.min(elembox.left, box.left);
|
|
box.top = Math.min(elembox.top, box.top);
|
|
box.width += elembox.width;
|
|
box.height = Math.max(elembox.height, box.height);
|
|
});
|
|
|
|
return box;
|
|
}
|
|
|
|
function cloneElementWithDimensions(elem) {
|
|
var newElem = elem.cloneNode(true);
|
|
newElem.style.height = window.getComputedStyle(elem).height;
|
|
newElem.style.width = window.getComputedStyle(elem).width;
|
|
return newElem;
|
|
}
|
|
|
|
function getBomTableHeaderIndex(elem) {
|
|
const bh = document.getElementById('bomhead');
|
|
const ths = Array.from(bh.querySelectorAll("th"));
|
|
return ths.indexOf(elem);
|
|
}
|
|
|
|
function getColumnOrderName(elem) {
|
|
var cname = elem.getAttribute("col_name");
|
|
if (cname === "bom-checkbox")
|
|
return "checkboxes";
|
|
else
|
|
return cname;
|
|
}
|
|
|
|
function resizableGrid(tablehead) {
|
|
var cols = tablehead.firstElementChild.children;
|
|
var rowWidth = tablehead.offsetWidth;
|
|
|
|
for (var i = 1; i < cols.length; i++) {
|
|
if (cols[i].classList.contains("bom-checkbox"))
|
|
continue;
|
|
cols[i].style.width = ((cols[i].clientWidth - paddingDiff(cols[i])) * 100 / rowWidth) + '%';
|
|
}
|
|
|
|
for (var i = 1; i < cols.length - 1; i++) {
|
|
var div = document.createElement('div');
|
|
div.className = "column-width-handle";
|
|
cols[i].appendChild(div);
|
|
setListeners(div);
|
|
}
|
|
|
|
function setListeners(div) {
|
|
var startX, curCol, nxtCol, curColWidth, nxtColWidth, rowWidth;
|
|
|
|
div.addEventListener('mousedown', function(e) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
curCol = e.target.parentElement;
|
|
nxtCol = curCol.nextElementSibling;
|
|
startX = e.pageX;
|
|
|
|
var padding = paddingDiff(curCol);
|
|
|
|
rowWidth = curCol.parentElement.offsetWidth;
|
|
curColWidth = curCol.clientWidth - padding;
|
|
nxtColWidth = nxtCol.clientWidth - padding;
|
|
});
|
|
|
|
document.addEventListener('mousemove', function(e) {
|
|
if (startX) {
|
|
var diffX = e.pageX - startX;
|
|
diffX = -Math.min(-diffX, curColWidth - 20);
|
|
diffX = Math.min(diffX, nxtColWidth - 20);
|
|
|
|
curCol.style.width = ((curColWidth + diffX) * 100 / rowWidth) + '%';
|
|
nxtCol.style.width = ((nxtColWidth - diffX) * 100 / rowWidth) + '%';
|
|
console.log(`${curColWidth + nxtColWidth} ${(curColWidth + diffX) * 100 / rowWidth + (nxtColWidth - diffX) * 100 / rowWidth}`);
|
|
}
|
|
});
|
|
|
|
document.addEventListener('mouseup', function(e) {
|
|
curCol = undefined;
|
|
nxtCol = undefined;
|
|
startX = undefined;
|
|
nxtColWidth = undefined;
|
|
curColWidth = undefined
|
|
});
|
|
}
|
|
|
|
function paddingDiff(col) {
|
|
|
|
if (getStyleVal(col, 'box-sizing') == 'border-box') {
|
|
return 0;
|
|
}
|
|
|
|
var padLeft = getStyleVal(col, 'padding-left');
|
|
var padRight = getStyleVal(col, 'padding-right');
|
|
return (parseInt(padLeft) + parseInt(padRight));
|
|
|
|
}
|
|
|
|
function getStyleVal(elm, css) {
|
|
return (window.getComputedStyle(elm, null).getPropertyValue(css))
|
|
}
|
|
}
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* DOM manipulation and misc code */
|
|
|
|
var bomsplit;
|
|
var canvassplit;
|
|
var initDone = false;
|
|
var bomSortFunction = null;
|
|
var currentSortColumn = null;
|
|
var currentSortOrder = null;
|
|
var currentHighlightedRowId;
|
|
var highlightHandlers = [];
|
|
var footprintIndexToHandler = {};
|
|
var netsToHandler = {};
|
|
var markedFootprints = new Set();
|
|
var highlightedFootprints = [];
|
|
var highlightedNet = null;
|
|
var lastClicked;
|
|
|
|
function dbg(html) {
|
|
dbgdiv.innerHTML = html;
|
|
}
|
|
|
|
function redrawIfInitDone() {
|
|
if (initDone) {
|
|
redrawCanvas(allcanvas.front);
|
|
redrawCanvas(allcanvas.back);
|
|
}
|
|
}
|
|
|
|
function padsVisible(value) {
|
|
writeStorage("padsVisible", value);
|
|
settings.renderPads = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function referencesVisible(value) {
|
|
writeStorage("referencesVisible", value);
|
|
settings.renderReferences = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function valuesVisible(value) {
|
|
writeStorage("valuesVisible", value);
|
|
settings.renderValues = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function tracksVisible(value) {
|
|
writeStorage("tracksVisible", value);
|
|
settings.renderTracks = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function zonesVisible(value) {
|
|
writeStorage("zonesVisible", value);
|
|
settings.renderZones = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function dnpOutline(value) {
|
|
writeStorage("dnpOutline", value);
|
|
settings.renderDnpOutline = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function setDarkMode(value) {
|
|
if (value) {
|
|
topmostdiv.classList.add("dark");
|
|
} else {
|
|
topmostdiv.classList.remove("dark");
|
|
}
|
|
writeStorage("darkmode", value);
|
|
settings.darkMode = value;
|
|
redrawIfInitDone();
|
|
if (initDone) {
|
|
populateBomTable();
|
|
}
|
|
}
|
|
|
|
function setShowBOMColumn(field, value) {
|
|
if (field === "references") {
|
|
var rl = document.getElementById("reflookup");
|
|
rl.disabled = !value;
|
|
if (!value) {
|
|
rl.value = "";
|
|
updateRefLookup("");
|
|
}
|
|
}
|
|
|
|
var n = settings.hiddenColumns.indexOf(field);
|
|
if (value) {
|
|
if (n != -1) {
|
|
settings.hiddenColumns.splice(n, 1);
|
|
}
|
|
} else {
|
|
if (n == -1) {
|
|
settings.hiddenColumns.push(field);
|
|
}
|
|
}
|
|
|
|
writeStorage("hiddenColumns", JSON.stringify(settings.hiddenColumns));
|
|
|
|
if (initDone) {
|
|
populateBomTable();
|
|
}
|
|
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
|
|
function setFullscreen(value) {
|
|
if (value) {
|
|
document.documentElement.requestFullscreen();
|
|
} else {
|
|
document.exitFullscreen();
|
|
}
|
|
}
|
|
|
|
function fabricationVisible(value) {
|
|
writeStorage("fabricationVisible", value);
|
|
settings.renderFabrication = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function silkscreenVisible(value) {
|
|
writeStorage("silkscreenVisible", value);
|
|
settings.renderSilkscreen = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function setHighlightPin1(value) {
|
|
writeStorage("highlightpin1", value);
|
|
settings.highlightpin1 = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function getStoredCheckboxRefs(checkbox) {
|
|
function convert(ref) {
|
|
var intref = parseInt(ref);
|
|
if (isNaN(intref)) {
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
if (pcbdata.footprints[i].ref == ref) {
|
|
return i;
|
|
}
|
|
}
|
|
return -1;
|
|
} else {
|
|
return intref;
|
|
}
|
|
}
|
|
if (!(checkbox in settings.checkboxStoredRefs)) {
|
|
var val = readStorage("checkbox_" + checkbox);
|
|
settings.checkboxStoredRefs[checkbox] = val ? val : "";
|
|
}
|
|
if (!settings.checkboxStoredRefs[checkbox]) {
|
|
return new Set();
|
|
} else {
|
|
return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
|
|
}
|
|
}
|
|
|
|
function getCheckboxState(checkbox, references) {
|
|
var storedRefsSet = getStoredCheckboxRefs(checkbox);
|
|
var currentRefsSet = new Set(references.map(r => r[1]));
|
|
// Get difference of current - stored
|
|
var difference = new Set(currentRefsSet);
|
|
for (ref of storedRefsSet) {
|
|
difference.delete(ref);
|
|
}
|
|
if (difference.size == 0) {
|
|
// All the current refs are stored
|
|
return "checked";
|
|
} else if (difference.size == currentRefsSet.size) {
|
|
// None of the current refs are stored
|
|
return "unchecked";
|
|
} else {
|
|
// Some of the refs are stored
|
|
return "indeterminate";
|
|
}
|
|
}
|
|
|
|
function setBomCheckboxState(checkbox, element, references) {
|
|
var state = getCheckboxState(checkbox, references);
|
|
element.checked = (state == "checked");
|
|
element.indeterminate = (state == "indeterminate");
|
|
}
|
|
|
|
function createCheckboxChangeHandler(checkbox, references, row) {
|
|
return function () {
|
|
refsSet = getStoredCheckboxRefs(checkbox);
|
|
var markWhenChecked = settings.markWhenChecked == checkbox;
|
|
eventArgs = {
|
|
checkbox: checkbox,
|
|
refs: references,
|
|
}
|
|
if (this.checked) {
|
|
// checkbox ticked
|
|
for (var ref of references) {
|
|
refsSet.add(ref[1]);
|
|
}
|
|
if (markWhenChecked) {
|
|
row.classList.add("checked");
|
|
for (var ref of references) {
|
|
markedFootprints.add(ref[1]);
|
|
}
|
|
drawHighlights();
|
|
}
|
|
eventArgs.state = 'checked';
|
|
} else {
|
|
// checkbox unticked
|
|
for (var ref of references) {
|
|
refsSet.delete(ref[1]);
|
|
}
|
|
if (markWhenChecked) {
|
|
row.classList.remove("checked");
|
|
for (var ref of references) {
|
|
markedFootprints.delete(ref[1]);
|
|
}
|
|
drawHighlights();
|
|
}
|
|
eventArgs.state = 'unchecked';
|
|
}
|
|
settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
|
|
writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
|
|
updateCheckboxStats(checkbox);
|
|
EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
|
|
}
|
|
}
|
|
|
|
function clearHighlightedFootprints() {
|
|
if (currentHighlightedRowId) {
|
|
document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
|
|
currentHighlightedRowId = null;
|
|
highlightedFootprints = [];
|
|
highlightedNet = null;
|
|
}
|
|
}
|
|
|
|
function createRowHighlightHandler(rowid, refs, net) {
|
|
return function () {
|
|
if (currentHighlightedRowId) {
|
|
if (currentHighlightedRowId == rowid) {
|
|
return;
|
|
}
|
|
document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
|
|
}
|
|
document.getElementById(rowid).classList.add("highlighted");
|
|
currentHighlightedRowId = rowid;
|
|
highlightedFootprints = refs ? refs.map(r => r[1]) : [];
|
|
highlightedNet = net;
|
|
drawHighlights();
|
|
EventHandler.emitEvent(
|
|
IBOM_EVENT_TYPES.HIGHLIGHT_EVENT, {
|
|
rowid: rowid,
|
|
refs: refs,
|
|
net: net
|
|
});
|
|
}
|
|
}
|
|
|
|
function updateNetColors() {
|
|
writeStorage("netColors", JSON.stringify(settings.netColors));
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function netColorChangeHandler(net) {
|
|
return (event) => {
|
|
settings.netColors[net] = event.target.value;
|
|
updateNetColors();
|
|
}
|
|
}
|
|
|
|
function netColorRightClick(net) {
|
|
return (event) => {
|
|
if (event.button == 2) {
|
|
event.preventDefault();
|
|
event.stopPropagation();
|
|
|
|
var style = getComputedStyle(topmostdiv);
|
|
var defaultNetColor = style.getPropertyValue('--track-color').trim();
|
|
event.target.value = defaultNetColor;
|
|
delete settings.netColors[net];
|
|
updateNetColors();
|
|
}
|
|
}
|
|
}
|
|
|
|
function entryMatches(entry) {
|
|
if (settings.bommode == "netlist") {
|
|
// entry is just a net name
|
|
return entry.toLowerCase().indexOf(filter) >= 0;
|
|
}
|
|
// check refs
|
|
if (!settings.hiddenColumns.includes("references")) {
|
|
for (var ref of entry) {
|
|
if (ref[0].toLowerCase().indexOf(filter) >= 0) {
|
|
return true;
|
|
}
|
|
}
|
|
}
|
|
// check fields
|
|
for (var i in config.fields) {
|
|
var f = config.fields[i];
|
|
if (!settings.hiddenColumns.includes(f)) {
|
|
for (var ref of entry) {
|
|
if (String(pcbdata.bom.fields[ref[1]][i]).toLowerCase().indexOf(filter) >= 0) {
|
|
return true;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
return false;
|
|
}
|
|
|
|
function findRefInEntry(entry) {
|
|
return entry.filter(r => r[0].toLowerCase() == reflookup);
|
|
}
|
|
|
|
function highlightFilter(s) {
|
|
if (!filter) {
|
|
return s;
|
|
}
|
|
var parts = s.toLowerCase().split(filter);
|
|
if (parts.length == 1) {
|
|
return s;
|
|
}
|
|
var r = "";
|
|
var pos = 0;
|
|
for (var i in parts) {
|
|
if (i > 0) {
|
|
r += '<mark class="highlight">' +
|
|
s.substring(pos, pos + filter.length) +
|
|
'</mark>';
|
|
pos += filter.length;
|
|
}
|
|
r += s.substring(pos, pos + parts[i].length);
|
|
pos += parts[i].length;
|
|
}
|
|
return r;
|
|
}
|
|
|
|
function checkboxSetUnsetAllHandler(checkboxname) {
|
|
return function () {
|
|
var checkboxnum = 0;
|
|
while (checkboxnum < settings.checkboxes.length &&
|
|
settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
|
|
checkboxnum++;
|
|
}
|
|
if (checkboxnum >= settings.checkboxes.length) {
|
|
return;
|
|
}
|
|
var allset = true;
|
|
var checkbox;
|
|
var row;
|
|
for (row of bombody.childNodes) {
|
|
checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
|
|
if (!checkbox.checked || checkbox.indeterminate) {
|
|
allset = false;
|
|
break;
|
|
}
|
|
}
|
|
for (row of bombody.childNodes) {
|
|
checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
|
|
checkbox.checked = !allset;
|
|
checkbox.indeterminate = false;
|
|
checkbox.onchange();
|
|
}
|
|
}
|
|
}
|
|
|
|
function createColumnHeader(name, cls, comparator, is_checkbox = false) {
|
|
var th = document.createElement("TH");
|
|
th.innerHTML = name;
|
|
th.classList.add(cls);
|
|
if (is_checkbox)
|
|
th.setAttribute("col_name", "bom-checkbox");
|
|
else
|
|
th.setAttribute("col_name", name);
|
|
var span = document.createElement("SPAN");
|
|
span.classList.add("sortmark");
|
|
span.classList.add("none");
|
|
th.appendChild(span);
|
|
var spacer = document.createElement("div");
|
|
spacer.className = "column-spacer";
|
|
th.appendChild(spacer);
|
|
spacer.onclick = function () {
|
|
if (currentSortColumn && th !== currentSortColumn) {
|
|
// Currently sorted by another column
|
|
currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
|
|
currentSortColumn.childNodes[1].classList.add("none");
|
|
currentSortColumn = null;
|
|
currentSortOrder = null;
|
|
}
|
|
if (currentSortColumn && th === currentSortColumn) {
|
|
// Already sorted by this column
|
|
if (currentSortOrder == "asc") {
|
|
// Sort by this column, descending order
|
|
bomSortFunction = function (a, b) {
|
|
return -comparator(a, b);
|
|
}
|
|
currentSortColumn.childNodes[1].classList.remove("asc");
|
|
currentSortColumn.childNodes[1].classList.add("desc");
|
|
currentSortOrder = "desc";
|
|
} else {
|
|
// Unsort
|
|
bomSortFunction = null;
|
|
currentSortColumn.childNodes[1].classList.remove("desc");
|
|
currentSortColumn.childNodes[1].classList.add("none");
|
|
currentSortColumn = null;
|
|
currentSortOrder = null;
|
|
}
|
|
} else {
|
|
// Sort by this column, ascending order
|
|
bomSortFunction = comparator;
|
|
currentSortColumn = th;
|
|
currentSortColumn.childNodes[1].classList.remove("none");
|
|
currentSortColumn.childNodes[1].classList.add("asc");
|
|
currentSortOrder = "asc";
|
|
}
|
|
populateBomBody();
|
|
}
|
|
if (is_checkbox) {
|
|
spacer.onclick = fancyDblClickHandler(
|
|
spacer, spacer.onclick, checkboxSetUnsetAllHandler(name));
|
|
}
|
|
return th;
|
|
}
|
|
|
|
function populateBomHeader(placeHolderColumn = null, placeHolderElements = null) {
|
|
while (bomhead.firstChild) {
|
|
bomhead.removeChild(bomhead.firstChild);
|
|
}
|
|
var tr = document.createElement("TR");
|
|
var th = document.createElement("TH");
|
|
th.classList.add("numCol");
|
|
|
|
var vismenu = document.createElement("div");
|
|
vismenu.id = "vismenu";
|
|
vismenu.classList.add("menu");
|
|
|
|
var visbutton = document.createElement("div");
|
|
visbutton.classList.add("visbtn");
|
|
visbutton.classList.add("hideonprint");
|
|
|
|
var viscontent = document.createElement("div");
|
|
viscontent.classList.add("menu-content");
|
|
viscontent.id = "vismenu-content";
|
|
|
|
settings.columnOrder.forEach(column => {
|
|
if (typeof column !== "string")
|
|
return;
|
|
|
|
// Skip empty columns
|
|
if (column === "checkboxes" && settings.checkboxes.length == 0)
|
|
return;
|
|
else if (column === "Quantity" && settings.bommode == "ungrouped")
|
|
return;
|
|
|
|
var label = document.createElement("label");
|
|
label.classList.add("menu-label");
|
|
|
|
var input = document.createElement("input");
|
|
input.classList.add("visibility_checkbox");
|
|
input.type = "checkbox";
|
|
input.onchange = function (e) {
|
|
setShowBOMColumn(column, e.target.checked)
|
|
};
|
|
input.checked = !(settings.hiddenColumns.includes(column));
|
|
|
|
label.appendChild(input);
|
|
if (column.length > 0)
|
|
label.append(column[0].toUpperCase() + column.slice(1));
|
|
|
|
viscontent.appendChild(label);
|
|
});
|
|
|
|
viscontent.childNodes[0].classList.add("menu-label-top");
|
|
|
|
vismenu.appendChild(visbutton);
|
|
if (settings.bommode != "netlist") {
|
|
vismenu.appendChild(viscontent);
|
|
th.appendChild(vismenu);
|
|
}
|
|
tr.appendChild(th);
|
|
|
|
var checkboxCompareClosure = function (checkbox) {
|
|
return (a, b) => {
|
|
var stateA = getCheckboxState(checkbox, a);
|
|
var stateB = getCheckboxState(checkbox, b);
|
|
if (stateA > stateB) return -1;
|
|
if (stateA < stateB) return 1;
|
|
return 0;
|
|
}
|
|
}
|
|
var stringFieldCompareClosure = function (fieldIndex) {
|
|
return (a, b) => {
|
|
var fa = pcbdata.bom.fields[a[0][1]][fieldIndex];
|
|
var fb = pcbdata.bom.fields[b[0][1]][fieldIndex];
|
|
if (fa != fb) return fa > fb ? 1 : -1;
|
|
else return 0;
|
|
}
|
|
}
|
|
var referenceRegex = /(?<prefix>[^0-9]+)(?<number>[0-9]+)/;
|
|
var compareRefs = (a, b) => {
|
|
var ra = referenceRegex.exec(a);
|
|
var rb = referenceRegex.exec(b);
|
|
if (ra === null || rb === null) {
|
|
if (a != b) return a > b ? 1 : -1;
|
|
return 0;
|
|
} else {
|
|
if (ra.groups.prefix != rb.groups.prefix) {
|
|
return ra.groups.prefix > rb.groups.prefix ? 1 : -1;
|
|
}
|
|
if (ra.groups.number != rb.groups.number) {
|
|
return parseInt(ra.groups.number) > parseInt(rb.groups.number) ? 1 : -1;
|
|
}
|
|
return 0;
|
|
}
|
|
}
|
|
if (settings.bommode == "netlist") {
|
|
tr.appendChild(createColumnHeader("Net name", "bom-netname", (a, b) => {
|
|
if (a > b) return -1;
|
|
if (a < b) return 1;
|
|
return 0;
|
|
}));
|
|
tr.appendChild(createColumnHeader("Color", "bom-color", (a, b) => {
|
|
return 0;
|
|
}));
|
|
} else {
|
|
// Filter hidden columns
|
|
var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
|
|
var valueIndex = config.fields.indexOf("Value");
|
|
var footprintIndex = config.fields.indexOf("Footprint");
|
|
columns.forEach((column) => {
|
|
if (column === placeHolderColumn) {
|
|
var n = 1;
|
|
if (column === "checkboxes")
|
|
n = settings.checkboxes.length;
|
|
for (i = 0; i < n; i++) {
|
|
td = placeHolderElements.shift();
|
|
tr.appendChild(td);
|
|
}
|
|
return;
|
|
} else if (column === "checkboxes") {
|
|
for (var checkbox of settings.checkboxes) {
|
|
th = createColumnHeader(
|
|
checkbox, "bom-checkbox", checkboxCompareClosure(checkbox), true);
|
|
tr.appendChild(th);
|
|
}
|
|
} else if (column === "References") {
|
|
tr.appendChild(createColumnHeader("References", "references", (a, b) => {
|
|
var i = 0;
|
|
while (i < a.length && i < b.length) {
|
|
if (a[i] != b[i]) return compareRefs(a[i][0], b[i][0]);
|
|
i++;
|
|
}
|
|
return a.length - b.length;
|
|
}));
|
|
} else if (column === "Value") {
|
|
tr.appendChild(createColumnHeader("Value", "value", (a, b) => {
|
|
var ra = a[0][1], rb = b[0][1];
|
|
return valueCompare(
|
|
pcbdata.bom.parsedValues[ra], pcbdata.bom.parsedValues[rb],
|
|
pcbdata.bom.fields[ra][valueIndex], pcbdata.bom.fields[rb][valueIndex]);
|
|
}));
|
|
return;
|
|
} else if (column === "Footprint") {
|
|
tr.appendChild(createColumnHeader(
|
|
"Footprint", "footprint", stringFieldCompareClosure(footprintIndex)));
|
|
} else if (column === "Quantity" && settings.bommode == "grouped") {
|
|
tr.appendChild(createColumnHeader("Quantity", "quantity", (a, b) => {
|
|
return a.length - b.length;
|
|
}));
|
|
} else {
|
|
// Other fields
|
|
var i = config.fields.indexOf(column);
|
|
if (i < 0)
|
|
return;
|
|
tr.appendChild(createColumnHeader(
|
|
column, `field${i + 1}`, stringFieldCompareClosure(i)));
|
|
}
|
|
});
|
|
}
|
|
bomhead.appendChild(tr);
|
|
}
|
|
|
|
function populateBomBody(placeholderColumn = null, placeHolderElements = null) {
|
|
const urlRegex = /^(https?:\/\/[^\s\/$.?#][^\s]*|file:\/\/([a-zA-Z]:|\/)[^\x00]+)$/;
|
|
while (bom.firstChild) {
|
|
bom.removeChild(bom.firstChild);
|
|
}
|
|
highlightHandlers = [];
|
|
footprintIndexToHandler = {};
|
|
netsToHandler = {};
|
|
currentHighlightedRowId = null;
|
|
var first = true;
|
|
var style = getComputedStyle(topmostdiv);
|
|
var defaultNetColor = style.getPropertyValue('--track-color').trim();
|
|
if (settings.bommode == "netlist") {
|
|
bomtable = pcbdata.nets.slice();
|
|
} else {
|
|
switch (settings.canvaslayout) {
|
|
case 'F':
|
|
bomtable = pcbdata.bom.F.slice();
|
|
break;
|
|
case 'FB':
|
|
bomtable = pcbdata.bom.both.slice();
|
|
break;
|
|
case 'B':
|
|
bomtable = pcbdata.bom.B.slice();
|
|
break;
|
|
}
|
|
if (settings.bommode == "ungrouped") {
|
|
// expand bom table
|
|
expandedTable = []
|
|
for (var bomentry of bomtable) {
|
|
for (var ref of bomentry) {
|
|
expandedTable.push([ref]);
|
|
}
|
|
}
|
|
bomtable = expandedTable;
|
|
}
|
|
}
|
|
if (bomSortFunction) {
|
|
bomtable = bomtable.sort(bomSortFunction);
|
|
}
|
|
for (var i in bomtable) {
|
|
var bomentry = bomtable[i];
|
|
if (filter && !entryMatches(bomentry)) {
|
|
continue;
|
|
}
|
|
var references = null;
|
|
var netname = null;
|
|
var tr = document.createElement("TR");
|
|
var td = document.createElement("TD");
|
|
var rownum = +i + 1;
|
|
tr.id = "bomrow" + rownum;
|
|
td.textContent = rownum;
|
|
tr.appendChild(td);
|
|
if (settings.bommode == "netlist") {
|
|
netname = bomentry;
|
|
td = document.createElement("TD");
|
|
td.innerHTML = highlightFilter(netname ? netname : "<no net>");
|
|
tr.appendChild(td);
|
|
var color = settings.netColors[netname] || defaultNetColor;
|
|
td = document.createElement("TD");
|
|
var colorBox = document.createElement("INPUT");
|
|
colorBox.type = "color";
|
|
colorBox.value = color;
|
|
colorBox.onchange = netColorChangeHandler(netname);
|
|
colorBox.onmouseup = netColorRightClick(netname);
|
|
colorBox.oncontextmenu = (e) => e.preventDefault();
|
|
td.appendChild(colorBox);
|
|
td.classList.add("color-column");
|
|
tr.appendChild(td);
|
|
} else {
|
|
if (reflookup) {
|
|
references = findRefInEntry(bomentry);
|
|
if (references.length == 0) {
|
|
continue;
|
|
}
|
|
} else {
|
|
references = bomentry;
|
|
}
|
|
// Filter hidden columns
|
|
var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
|
|
columns.forEach((column) => {
|
|
if (column === placeholderColumn) {
|
|
var n = 1;
|
|
if (column === "checkboxes")
|
|
n = settings.checkboxes.length;
|
|
for (i = 0; i < n; i++) {
|
|
td = placeHolderElements.shift();
|
|
tr.appendChild(td);
|
|
}
|
|
return;
|
|
} else if (column === "checkboxes") {
|
|
for (var checkbox of settings.checkboxes) {
|
|
if (checkbox) {
|
|
td = document.createElement("TD");
|
|
var input = document.createElement("input");
|
|
input.type = "checkbox";
|
|
input.onchange = createCheckboxChangeHandler(checkbox, references, tr);
|
|
setBomCheckboxState(checkbox, input, references);
|
|
if (input.checked && settings.markWhenChecked == checkbox) {
|
|
tr.classList.add("checked");
|
|
}
|
|
td.appendChild(input);
|
|
tr.appendChild(td);
|
|
}
|
|
}
|
|
} else if (column === "References") {
|
|
td = document.createElement("TD");
|
|
td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
|
|
tr.appendChild(td);
|
|
} else if (column === "Quantity" && settings.bommode == "grouped") {
|
|
// Quantity
|
|
td = document.createElement("TD");
|
|
td.textContent = references.length;
|
|
tr.appendChild(td);
|
|
} else {
|
|
// All the other fields
|
|
var field_index = config.fields.indexOf(column)
|
|
if (field_index < 0)
|
|
return;
|
|
var valueSet = new Set();
|
|
references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index]));
|
|
td = document.createElement("TD");
|
|
var output = new Array();
|
|
for (let item of valueSet) {
|
|
const visible = highlightFilter(String(item));
|
|
if (typeof item === 'string' && item.match(urlRegex)) {
|
|
output.push(`<a href="${item}" target="_blank">${visible}</a>`);
|
|
} else {
|
|
output.push(visible);
|
|
}
|
|
}
|
|
td.innerHTML = output.join(", ");
|
|
tr.appendChild(td);
|
|
}
|
|
});
|
|
}
|
|
bom.appendChild(tr);
|
|
var handler = createRowHighlightHandler(tr.id, references, netname);
|
|
tr.onmousemove = handler;
|
|
highlightHandlers.push({
|
|
id: tr.id,
|
|
handler: handler,
|
|
});
|
|
if (references !== null) {
|
|
for (var refIndex of references.map(r => r[1])) {
|
|
footprintIndexToHandler[refIndex] = handler;
|
|
}
|
|
}
|
|
if (netname !== null) {
|
|
netsToHandler[netname] = handler;
|
|
}
|
|
if ((filter || reflookup) && first) {
|
|
handler();
|
|
first = false;
|
|
}
|
|
}
|
|
EventHandler.emitEvent(
|
|
IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, {
|
|
filter: filter,
|
|
reflookup: reflookup,
|
|
checkboxes: settings.checkboxes,
|
|
bommode: settings.bommode,
|
|
});
|
|
}
|
|
|
|
function highlightPreviousRow() {
|
|
if (!currentHighlightedRowId) {
|
|
highlightHandlers[highlightHandlers.length - 1].handler();
|
|
} else {
|
|
if (highlightHandlers.length > 1 &&
|
|
highlightHandlers[0].id == currentHighlightedRowId) {
|
|
highlightHandlers[highlightHandlers.length - 1].handler();
|
|
} else {
|
|
for (var i = 0; i < highlightHandlers.length - 1; i++) {
|
|
if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
|
|
highlightHandlers[i].handler();
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
}
|
|
|
|
function highlightNextRow() {
|
|
if (!currentHighlightedRowId) {
|
|
highlightHandlers[0].handler();
|
|
} else {
|
|
if (highlightHandlers.length > 1 &&
|
|
highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
|
|
highlightHandlers[0].handler();
|
|
} else {
|
|
for (var i = 1; i < highlightHandlers.length; i++) {
|
|
if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
|
|
highlightHandlers[i].handler();
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
}
|
|
|
|
function populateBomTable() {
|
|
populateBomHeader();
|
|
populateBomBody();
|
|
setBomHandlers();
|
|
resizableGrid(bomhead);
|
|
}
|
|
|
|
function footprintsClicked(footprintIndexes) {
|
|
var lastClickedIndex = footprintIndexes.indexOf(lastClicked);
|
|
for (var i = 1; i <= footprintIndexes.length; i++) {
|
|
var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length];
|
|
if (refIndex in footprintIndexToHandler) {
|
|
lastClicked = refIndex;
|
|
footprintIndexToHandler[refIndex]();
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
|
|
function netClicked(net) {
|
|
if (net in netsToHandler) {
|
|
netsToHandler[net]();
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
} else {
|
|
clearHighlightedFootprints();
|
|
highlightedNet = net;
|
|
drawHighlights();
|
|
}
|
|
}
|
|
|
|
function updateFilter(input) {
|
|
filter = input.toLowerCase();
|
|
populateBomTable();
|
|
}
|
|
|
|
function updateRefLookup(input) {
|
|
reflookup = input.toLowerCase();
|
|
populateBomTable();
|
|
}
|
|
|
|
function changeCanvasLayout(layout) {
|
|
document.getElementById("fl-btn").classList.remove("depressed");
|
|
document.getElementById("fb-btn").classList.remove("depressed");
|
|
document.getElementById("bl-btn").classList.remove("depressed");
|
|
switch (layout) {
|
|
case 'F':
|
|
document.getElementById("fl-btn").classList.add("depressed");
|
|
if (settings.bomlayout != "bom-only") {
|
|
canvassplit.collapse(1);
|
|
}
|
|
break;
|
|
case 'B':
|
|
document.getElementById("bl-btn").classList.add("depressed");
|
|
if (settings.bomlayout != "bom-only") {
|
|
canvassplit.collapse(0);
|
|
}
|
|
break;
|
|
default:
|
|
document.getElementById("fb-btn").classList.add("depressed");
|
|
if (settings.bomlayout != "bom-only") {
|
|
canvassplit.setSizes([50, 50]);
|
|
}
|
|
}
|
|
settings.canvaslayout = layout;
|
|
writeStorage("canvaslayout", layout);
|
|
resizeAll();
|
|
changeBomMode(settings.bommode);
|
|
}
|
|
|
|
function populateMetadata() {
|
|
document.getElementById("title").innerHTML = pcbdata.metadata.title;
|
|
document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
|
|
document.getElementById("company").innerHTML = pcbdata.metadata.company;
|
|
document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
|
|
if (pcbdata.metadata.title != "") {
|
|
document.title = pcbdata.metadata.title + " BOM";
|
|
}
|
|
// Calculate board stats
|
|
var fp_f = 0,
|
|
fp_b = 0,
|
|
pads_f = 0,
|
|
pads_b = 0,
|
|
pads_th = 0;
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
if (pcbdata.bom.skipped.includes(i)) continue;
|
|
var mod = pcbdata.footprints[i];
|
|
if (mod.layer == "F") {
|
|
fp_f++;
|
|
} else {
|
|
fp_b++;
|
|
}
|
|
for (var pad of mod.pads) {
|
|
if (pad.type == "th") {
|
|
pads_th++;
|
|
} else {
|
|
if (pad.layers.includes("F")) {
|
|
pads_f++;
|
|
}
|
|
if (pad.layers.includes("B")) {
|
|
pads_b++;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
document.getElementById("stats-components-front").innerHTML = fp_f;
|
|
document.getElementById("stats-components-back").innerHTML = fp_b;
|
|
document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
|
|
document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
|
|
document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
|
|
document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
|
|
document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
|
|
document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
|
|
document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
|
|
document.getElementById("stats-th-pads").innerHTML = pads_th;
|
|
// Update version string
|
|
document.getElementById("github-link").innerHTML = "InteractiveHtmlBom " +
|
|
/^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
|
|
}
|
|
|
|
function changeBomLayout(layout) {
|
|
document.getElementById("bom-btn").classList.remove("depressed");
|
|
document.getElementById("lr-btn").classList.remove("depressed");
|
|
document.getElementById("tb-btn").classList.remove("depressed");
|
|
switch (layout) {
|
|
case 'bom-only':
|
|
document.getElementById("bom-btn").classList.add("depressed");
|
|
if (bomsplit) {
|
|
bomsplit.destroy();
|
|
bomsplit = null;
|
|
canvassplit.destroy();
|
|
canvassplit = null;
|
|
}
|
|
document.getElementById("frontcanvas").style.display = "none";
|
|
document.getElementById("backcanvas").style.display = "none";
|
|
document.getElementById("topmostdiv").style.height = "";
|
|
document.getElementById("topmostdiv").style.display = "block";
|
|
break;
|
|
case 'top-bottom':
|
|
document.getElementById("tb-btn").classList.add("depressed");
|
|
document.getElementById("frontcanvas").style.display = "";
|
|
document.getElementById("backcanvas").style.display = "";
|
|
document.getElementById("topmostdiv").style.height = "100%";
|
|
document.getElementById("topmostdiv").style.display = "flex";
|
|
document.getElementById("bomdiv").classList.remove("split-horizontal");
|
|
document.getElementById("canvasdiv").classList.remove("split-horizontal");
|
|
document.getElementById("frontcanvas").classList.add("split-horizontal");
|
|
document.getElementById("backcanvas").classList.add("split-horizontal");
|
|
if (bomsplit) {
|
|
bomsplit.destroy();
|
|
bomsplit = null;
|
|
canvassplit.destroy();
|
|
canvassplit = null;
|
|
}
|
|
bomsplit = Split(['#bomdiv', '#canvasdiv'], {
|
|
sizes: [50, 50],
|
|
onDragEnd: resizeAll,
|
|
direction: "vertical",
|
|
gutterSize: 5
|
|
});
|
|
canvassplit = Split(['#frontcanvas', '#backcanvas'], {
|
|
sizes: [50, 50],
|
|
gutterSize: 5,
|
|
onDragEnd: resizeAll
|
|
});
|
|
break;
|
|
case 'left-right':
|
|
document.getElementById("lr-btn").classList.add("depressed");
|
|
document.getElementById("frontcanvas").style.display = "";
|
|
document.getElementById("backcanvas").style.display = "";
|
|
document.getElementById("topmostdiv").style.height = "100%";
|
|
document.getElementById("topmostdiv").style.display = "flex";
|
|
document.getElementById("bomdiv").classList.add("split-horizontal");
|
|
document.getElementById("canvasdiv").classList.add("split-horizontal");
|
|
document.getElementById("frontcanvas").classList.remove("split-horizontal");
|
|
document.getElementById("backcanvas").classList.remove("split-horizontal");
|
|
if (bomsplit) {
|
|
bomsplit.destroy();
|
|
bomsplit = null;
|
|
canvassplit.destroy();
|
|
canvassplit = null;
|
|
}
|
|
bomsplit = Split(['#bomdiv', '#canvasdiv'], {
|
|
sizes: [50, 50],
|
|
onDragEnd: resizeAll,
|
|
gutterSize: 5
|
|
});
|
|
canvassplit = Split(['#frontcanvas', '#backcanvas'], {
|
|
sizes: [50, 50],
|
|
gutterSize: 5,
|
|
direction: "vertical",
|
|
onDragEnd: resizeAll
|
|
});
|
|
}
|
|
settings.bomlayout = layout;
|
|
writeStorage("bomlayout", layout);
|
|
changeCanvasLayout(settings.canvaslayout);
|
|
}
|
|
|
|
function changeBomMode(mode) {
|
|
document.getElementById("bom-grouped-btn").classList.remove("depressed");
|
|
document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
|
|
document.getElementById("bom-netlist-btn").classList.remove("depressed");
|
|
var chkbxs = document.getElementsByClassName("visibility_checkbox");
|
|
|
|
switch (mode) {
|
|
case 'grouped':
|
|
document.getElementById("bom-grouped-btn").classList.add("depressed");
|
|
for (var i = 0; i < chkbxs.length; i++) {
|
|
chkbxs[i].disabled = false;
|
|
}
|
|
break;
|
|
case 'ungrouped':
|
|
document.getElementById("bom-ungrouped-btn").classList.add("depressed");
|
|
for (var i = 0; i < chkbxs.length; i++) {
|
|
chkbxs[i].disabled = false;
|
|
}
|
|
break;
|
|
case 'netlist':
|
|
document.getElementById("bom-netlist-btn").classList.add("depressed");
|
|
for (var i = 0; i < chkbxs.length; i++) {
|
|
chkbxs[i].disabled = true;
|
|
}
|
|
}
|
|
|
|
writeStorage("bommode", mode);
|
|
if (mode != settings.bommode) {
|
|
settings.bommode = mode;
|
|
bomSortFunction = null;
|
|
currentSortColumn = null;
|
|
currentSortOrder = null;
|
|
clearHighlightedFootprints();
|
|
}
|
|
populateBomTable();
|
|
}
|
|
|
|
function focusFilterField() {
|
|
focusInputField(document.getElementById("filter"));
|
|
}
|
|
|
|
function focusRefLookupField() {
|
|
focusInputField(document.getElementById("reflookup"));
|
|
}
|
|
|
|
function toggleBomCheckbox(bomrowid, checkboxnum) {
|
|
if (!bomrowid || checkboxnum > settings.checkboxes.length) {
|
|
return;
|
|
}
|
|
var bomrow = document.getElementById(bomrowid);
|
|
var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
|
|
checkbox.checked = !checkbox.checked;
|
|
checkbox.indeterminate = false;
|
|
checkbox.onchange();
|
|
}
|
|
|
|
function checkBomCheckbox(bomrowid, checkboxname) {
|
|
var checkboxnum = 0;
|
|
while (checkboxnum < settings.checkboxes.length &&
|
|
settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
|
|
checkboxnum++;
|
|
}
|
|
if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
|
|
return;
|
|
}
|
|
var bomrow = document.getElementById(bomrowid);
|
|
var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
|
|
checkbox.checked = true;
|
|
checkbox.indeterminate = false;
|
|
checkbox.onchange();
|
|
}
|
|
|
|
function setBomCheckboxes(value) {
|
|
writeStorage("bomCheckboxes", value);
|
|
settings.checkboxes = value.split(",").map((e) => e.trim()).filter((e) => e);
|
|
prepCheckboxes();
|
|
populateMarkWhenCheckedOptions();
|
|
setMarkWhenChecked(settings.markWhenChecked);
|
|
}
|
|
|
|
function setMarkWhenChecked(value) {
|
|
writeStorage("markWhenChecked", value);
|
|
settings.markWhenChecked = value;
|
|
markedFootprints.clear();
|
|
for (var ref of (value ? getStoredCheckboxRefs(value) : [])) {
|
|
markedFootprints.add(ref);
|
|
}
|
|
populateBomTable();
|
|
drawHighlights();
|
|
}
|
|
|
|
function prepCheckboxes() {
|
|
var table = document.getElementById("checkbox-stats");
|
|
while (table.childElementCount > 1) {
|
|
table.removeChild(table.lastChild);
|
|
}
|
|
if (settings.checkboxes.length) {
|
|
table.style.display = "";
|
|
} else {
|
|
table.style.display = "none";
|
|
}
|
|
for (var checkbox of settings.checkboxes) {
|
|
var tr = document.createElement("TR");
|
|
var td = document.createElement("TD");
|
|
td.innerHTML = checkbox;
|
|
tr.appendChild(td);
|
|
td = document.createElement("TD");
|
|
td.id = "checkbox-stats-" + checkbox;
|
|
var progressbar = document.createElement("div");
|
|
progressbar.classList.add("bar");
|
|
td.appendChild(progressbar);
|
|
var text = document.createElement("div");
|
|
text.classList.add("text");
|
|
td.appendChild(text);
|
|
tr.appendChild(td);
|
|
table.appendChild(tr);
|
|
updateCheckboxStats(checkbox);
|
|
}
|
|
}
|
|
|
|
function populateMarkWhenCheckedOptions() {
|
|
var container = document.getElementById("markWhenCheckedContainer");
|
|
|
|
if (settings.checkboxes.length == 0) {
|
|
container.parentElement.style.display = "none";
|
|
return;
|
|
}
|
|
|
|
container.innerHTML = '';
|
|
container.parentElement.style.display = "inline-block";
|
|
|
|
function createOption(name, displayName) {
|
|
var id = "markWhenChecked-" + name;
|
|
|
|
var div = document.createElement("div");
|
|
div.classList.add("radio-container");
|
|
|
|
var input = document.createElement("input");
|
|
input.type = "radio";
|
|
input.name = "markWhenChecked";
|
|
input.value = name;
|
|
input.id = id;
|
|
input.onchange = () => setMarkWhenChecked(name);
|
|
div.appendChild(input);
|
|
|
|
// Preserve the selected element when the checkboxes change
|
|
if (name == settings.markWhenChecked) {
|
|
input.checked = true;
|
|
}
|
|
|
|
var label = document.createElement("label");
|
|
label.innerHTML = displayName;
|
|
label.htmlFor = id;
|
|
div.appendChild(label);
|
|
|
|
container.appendChild(div);
|
|
}
|
|
createOption("", "None");
|
|
for (var checkbox of settings.checkboxes) {
|
|
createOption(checkbox, checkbox);
|
|
}
|
|
}
|
|
|
|
function updateCheckboxStats(checkbox) {
|
|
var checked = getStoredCheckboxRefs(checkbox).size;
|
|
var total = pcbdata.footprints.length - pcbdata.bom.skipped.length;
|
|
var percent = checked * 100.0 / total;
|
|
var td = document.getElementById("checkbox-stats-" + checkbox);
|
|
td.firstChild.style.width = percent + "%";
|
|
td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
|
|
}
|
|
|
|
function constrain(number, min, max) {
|
|
return Math.min(Math.max(parseInt(number), min), max);
|
|
}
|
|
|
|
document.onkeydown = function (e) {
|
|
switch (e.key) {
|
|
case "n":
|
|
if (document.activeElement.type == "text") {
|
|
return;
|
|
}
|
|
if (currentHighlightedRowId !== null) {
|
|
checkBomCheckbox(currentHighlightedRowId, "placed");
|
|
highlightNextRow();
|
|
e.preventDefault();
|
|
}
|
|
break;
|
|
case "ArrowUp":
|
|
highlightPreviousRow();
|
|
e.preventDefault();
|
|
break;
|
|
case "ArrowDown":
|
|
highlightNextRow();
|
|
e.preventDefault();
|
|
break;
|
|
case "ArrowLeft":
|
|
case "ArrowRight":
|
|
if (document.activeElement.type != "text") {
|
|
e.preventDefault();
|
|
let boardRotationElement = document.getElementById("boardRotation")
|
|
settings.boardRotation = parseInt(boardRotationElement.value); // degrees / 5
|
|
if (e.key == "ArrowLeft") {
|
|
settings.boardRotation += 3; // 15 degrees
|
|
}
|
|
else {
|
|
settings.boardRotation -= 3;
|
|
}
|
|
settings.boardRotation = constrain(settings.boardRotation, boardRotationElement.min, boardRotationElement.max);
|
|
boardRotationElement.value = settings.boardRotation
|
|
setBoardRotation(settings.boardRotation);
|
|
}
|
|
break;
|
|
default:
|
|
break;
|
|
}
|
|
if (e.altKey) {
|
|
switch (e.key) {
|
|
case "f":
|
|
focusFilterField();
|
|
e.preventDefault();
|
|
break;
|
|
case "r":
|
|
focusRefLookupField();
|
|
e.preventDefault();
|
|
break;
|
|
case "z":
|
|
changeBomLayout("bom-only");
|
|
e.preventDefault();
|
|
break;
|
|
case "x":
|
|
changeBomLayout("left-right");
|
|
e.preventDefault();
|
|
break;
|
|
case "c":
|
|
changeBomLayout("top-bottom");
|
|
e.preventDefault();
|
|
break;
|
|
case "v":
|
|
changeCanvasLayout("F");
|
|
e.preventDefault();
|
|
break;
|
|
case "b":
|
|
changeCanvasLayout("FB");
|
|
e.preventDefault();
|
|
break;
|
|
case "n":
|
|
changeCanvasLayout("B");
|
|
e.preventDefault();
|
|
break;
|
|
default:
|
|
break;
|
|
}
|
|
if (e.key >= '1' && e.key <= '9') {
|
|
toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key));
|
|
e.preventDefault();
|
|
}
|
|
}
|
|
}
|
|
|
|
function hideNetlistButton() {
|
|
document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
|
|
document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
|
|
document.getElementById("bom-netlist-btn").style.display = "none";
|
|
}
|
|
|
|
function topToggle() {
|
|
var top = document.getElementById("top");
|
|
var toptoggle = document.getElementById("toptoggle");
|
|
if (top.style.display === "none") {
|
|
top.style.display = "flex";
|
|
toptoggle.classList.remove("flipped");
|
|
} else {
|
|
top.style.display = "none";
|
|
toptoggle.classList.add("flipped");
|
|
}
|
|
}
|
|
|
|
window.onload = function (e) {
|
|
initUtils();
|
|
initRender();
|
|
initStorage();
|
|
initDefaults();
|
|
cleanGutters();
|
|
populateMetadata();
|
|
dbgdiv = document.getElementById("dbg");
|
|
bom = document.getElementById("bombody");
|
|
bomhead = document.getElementById("bomhead");
|
|
filter = "";
|
|
reflookup = "";
|
|
if (!("nets" in pcbdata)) {
|
|
hideNetlistButton();
|
|
}
|
|
initDone = true;
|
|
setBomCheckboxes(document.getElementById("bomCheckboxes").value);
|
|
// Triggers render
|
|
changeBomLayout(settings.bomlayout);
|
|
|
|
// Users may leave fullscreen without touching the checkbox. Uncheck.
|
|
document.addEventListener('fullscreenchange', () => {
|
|
if (!document.fullscreenElement)
|
|
document.getElementById('fullscreenCheckbox').checked = false;
|
|
});
|
|
}
|
|
|
|
window.onresize = resizeAll;
|
|
window.matchMedia("print").addListener(resizeAll);
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
// EventHandler.registerCallback(IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, () => {
|
|
// for(var tr of bom.childNodes) {
|
|
// tr.onclick = tr.onmousemove;
|
|
// tr.onmousemove = null;
|
|
// };
|
|
// });
|
|
|
|
///////////////////////////////////////////////
|
|
</script>
|
|
</head>
|
|
|
|
<body>
|
|
|
|
<div id="topmostdiv" class="topmostdiv">
|
|
<div id="top">
|
|
<div id="fileinfodiv">
|
|
<table class="fileinfo">
|
|
<tbody>
|
|
<tr>
|
|
<td id="title" class="title" style="width: 70%">
|
|
Title
|
|
</td>
|
|
<td id="revision" class="title" style="width: 30%">
|
|
Revision
|
|
</td>
|
|
</tr>
|
|
<tr>
|
|
<td id="company">
|
|
Company
|
|
</td>
|
|
<td id="filedate">
|
|
Date
|
|
</td>
|
|
</tr>
|
|
</tbody>
|
|
</table>
|
|
</div>
|
|
<div id="bomcontrols">
|
|
<div class="hideonprint menu">
|
|
<button class="menubtn"></button>
|
|
<div class="menu-content">
|
|
<label class="menu-label menu-label-top" style="width: calc(50% - 18px)">
|
|
<input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
|
|
Dark mode
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
|
|
Full Screen
|
|
</label>
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
|
|
Fab layer
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
|
|
Silkscreen
|
|
</label>
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
|
|
References
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
|
|
Values
|
|
</label>
|
|
<div id="tracksAndZonesCheckboxes">
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
|
|
Tracks
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
|
|
Zones
|
|
</label>
|
|
</div>
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
|
|
Pads
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
|
|
DNP outlined
|
|
</label>
|
|
<label class="menu-label">
|
|
<input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
|
|
Continuous redraw on drag
|
|
</label>
|
|
<label class="menu-label">
|
|
Highlight first pin
|
|
<form id="highlightpin1">
|
|
<div class="flexbox">
|
|
<label>
|
|
<input type="radio" name="highlightpin1" value="none" onchange="setHighlightPin1('none')">
|
|
None
|
|
</label>
|
|
<label>
|
|
<input type="radio" name="highlightpin1" value="all" onchange="setHighlightPin1('all')">
|
|
All
|
|
</label>
|
|
<label>
|
|
<input type="radio" name="highlightpin1" value="selected" onchange="setHighlightPin1('selected')">
|
|
Selected
|
|
</label>
|
|
</div>
|
|
</form>
|
|
</label>
|
|
<label class="menu-label">
|
|
<span>Board rotation</span>
|
|
<span style="float: right"><span id="rotationDegree">0</span>°</span>
|
|
<input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
|
|
</label>
|
|
<label class="menu-label">
|
|
<input id="offsetBackRotationCheckbox" type="checkbox" onchange="setOffsetBackRotation(this.checked)">
|
|
Offset back rotation
|
|
</label>
|
|
<label class="menu-label">
|
|
<div style="margin-left: 5px">Bom checkboxes</div>
|
|
<input id="bomCheckboxes" class="menu-textbox" type=text
|
|
oninput="setBomCheckboxes(this.value)">
|
|
</label>
|
|
<label class="menu-label">
|
|
<div style="margin-left: 5px">Mark when checked</div>
|
|
<div id="markWhenCheckedContainer"></div>
|
|
</label>
|
|
<label class="menu-label">
|
|
<span class="shameless-plug">
|
|
<span>Created using</span>
|
|
<a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
|
|
<a target="blank" title="Mouse and keyboard help" href="https://github.com/openscopeproject/InteractiveHtmlBom/wiki/Usage#bom-page-mouse-actions" style="text-decoration: none;"><label class="help-link">?</label></a>
|
|
</span>
|
|
</label>
|
|
</div>
|
|
</div>
|
|
<div class="button-container hideonprint">
|
|
<button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')"
|
|
title="Front only">F
|
|
</button>
|
|
<button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')"
|
|
title="Front and Back">FB
|
|
</button>
|
|
<button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')"
|
|
title="Back only">B
|
|
</button>
|
|
</div>
|
|
<div class="button-container hideonprint">
|
|
<button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')"
|
|
title="BOM only"></button>
|
|
<button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')"
|
|
title="BOM left, drawings right"></button>
|
|
<button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')"
|
|
title="BOM top, drawings bot"></button>
|
|
</div>
|
|
<div class="button-container hideonprint">
|
|
<button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')"
|
|
title="Grouped BOM"></button>
|
|
<button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')"
|
|
title="Ungrouped BOM"></button>
|
|
<button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')"
|
|
title="Netlist"></button>
|
|
</div>
|
|
<div class="hideonprint menu">
|
|
<button class="statsbtn"></button>
|
|
<div class="menu-content">
|
|
<table class="stats">
|
|
<tbody>
|
|
<tr>
|
|
<td width="40%">Board stats</td>
|
|
<td>Front</td>
|
|
<td>Back</td>
|
|
<td>Total</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Components</td>
|
|
<td id="stats-components-front">~</td>
|
|
<td id="stats-components-back">~</td>
|
|
<td id="stats-components-total">~</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Groups</td>
|
|
<td id="stats-groups-front">~</td>
|
|
<td id="stats-groups-back">~</td>
|
|
<td id="stats-groups-total">~</td>
|
|
</tr>
|
|
<tr>
|
|
<td>SMD pads</td>
|
|
<td id="stats-smd-pads-front">~</td>
|
|
<td id="stats-smd-pads-back">~</td>
|
|
<td id="stats-smd-pads-total">~</td>
|
|
</tr>
|
|
<tr>
|
|
<td>TH pads</td>
|
|
<td colspan=3 id="stats-th-pads">~</td>
|
|
</tr>
|
|
</tbody>
|
|
</table>
|
|
<table class="stats">
|
|
<col width="40%"/><col />
|
|
<tbody id="checkbox-stats">
|
|
<tr>
|
|
<td colspan=2 style="border-top: 0">Checkboxes</td>
|
|
</tr>
|
|
</tbody>
|
|
</table>
|
|
</div>
|
|
</div>
|
|
<div class="hideonprint menu">
|
|
<button class="iobtn"></button>
|
|
<div class="menu-content">
|
|
<div class="menu-label menu-label-top">
|
|
<div style="margin-left: 5px;">Save board image</div>
|
|
<div class="flexbox">
|
|
<input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
|
|
style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
|
|
<span>X</span>
|
|
<input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
|
|
style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
|
|
</div>
|
|
<label>
|
|
<input id="render-save-transparent" type="checkbox">
|
|
Transparent background
|
|
</label>
|
|
<div class="flexbox">
|
|
<button class="savebtn" onclick="saveImage('F')">Front</button>
|
|
<button class="savebtn" onclick="saveImage('B')">Back</button>
|
|
</div>
|
|
</div>
|
|
<div class="menu-label">
|
|
<span style="margin-left: 5px;">Config and checkbox state</span>
|
|
<div class="flexbox">
|
|
<button class="savebtn" onclick="saveSettings()">Export</button>
|
|
<button class="savebtn" onclick="loadSettings()">Import</button>
|
|
<button class="savebtn" onclick="resetSettings()">Reset</button>
|
|
</div>
|
|
</div>
|
|
<div class="menu-label">
|
|
<span style="margin-left: 5px;">Save bom table as</span>
|
|
<div class="flexbox">
|
|
<button class="savebtn" onclick="saveBomTable('csv')">csv</button>
|
|
<button class="savebtn" onclick="saveBomTable('txt')">txt</button>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
<div id="topdivider">
|
|
<div class="hideonprint">
|
|
<div id="toptoggle" onclick="topToggle()">︽</div>
|
|
</div>
|
|
</div>
|
|
<div id="bot" class="split" style="flex: 1 1">
|
|
<div id="bomdiv" class="split split-horizontal">
|
|
<div style="width: 100%">
|
|
<input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup"
|
|
oninput="updateRefLookup(this.value)">
|
|
<input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter"
|
|
oninput="updateFilter(this.value)">
|
|
<div class="button-container hideonprint" style="float: left; margin: 0;">
|
|
<button id="copy" title="Copy bom table to clipboard"
|
|
onclick="saveBomTable('clipboard')"></button>
|
|
</div>
|
|
</div>
|
|
<div id="dbg"></div>
|
|
<table class="bom" id="bomtable">
|
|
<thead id="bomhead">
|
|
</thead>
|
|
<tbody id="bombody">
|
|
</tbody>
|
|
</table>
|
|
</div>
|
|
<div id="canvasdiv" class="split split-horizontal">
|
|
<div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden">
|
|
<div style="position: relative; width: 100%; height: 100%;">
|
|
<canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
|
|
<canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
|
|
<canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
|
|
<canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
|
|
</div>
|
|
</div>
|
|
<div id="backcanvas" class="split" touch-action="none" style="overflow: hidden">
|
|
<div style="position: relative; width: 100%; height: 100%;">
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<canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
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<canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
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<canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
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<canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
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</div>
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</div>
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</div>
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</div>
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</div>
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</body>
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</html>
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