4670 lines
988 KiB
HTML
4670 lines
988 KiB
HTML
<!DOCTYPE html>
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<html lang="en">
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<head>
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<meta charset="UTF-8">
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<meta name="viewport" content="width=device-width, initial-scale=1.0">
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<title>Interactive BOM for KiCAD</title>
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<style type="text/css">
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:root {
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--pcb-edge-color: black;
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--pad-color: #878787;
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--pad-hole-color: #CCCCCC;
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--pad-color-highlight: #D04040;
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--pad-color-highlight-both: #D0D040;
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--pad-color-highlight-marked: #44a344;
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--pin1-outline-color: #ffb629;
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--pin1-outline-color-highlight: #ffb629;
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--pin1-outline-color-highlight-both: #fcbb39;
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--pin1-outline-color-highlight-marked: #fdbe41;
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--silkscreen-edge-color: #aa4;
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--silkscreen-polygon-color: #4aa;
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--silkscreen-text-color: #4aa;
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--fabrication-edge-color: #907651;
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--fabrication-polygon-color: #907651;
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--fabrication-text-color: #a27c24;
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--track-color: #def5f1;
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--track-color-highlight: #D04040;
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--zone-color: #def5f1;
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--zone-color-highlight: #d0404080;
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}
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html,
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body {
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margin: 0px;
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height: 100%;
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font-family: Verdana, sans-serif;
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}
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.dark.topmostdiv {
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--pcb-edge-color: #eee;
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--pad-color: #808080;
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--pin1-outline-color: #ffa800;
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--pin1-outline-color-highlight: #ccff00;
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--track-color: #42524f;
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--zone-color: #42524f;
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background-color: #252c30;
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color: #eee;
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}
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button {
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background-color: #eee;
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border: 1px solid #888;
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color: black;
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height: 44px;
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width: 44px;
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text-align: center;
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text-decoration: none;
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display: inline-block;
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font-size: 14px;
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font-weight: bolder;
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}
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.dark button {
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/* This will be inverted */
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background-color: #c3b7b5;
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}
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button.depressed {
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background-color: #0a0;
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color: white;
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}
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.dark button.depressed {
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/* This will be inverted */
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background-color: #b3b;
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}
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button:focus {
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outline: 0;
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}
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button#tb-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.32 290.12h5.82M1.32 291.45h5.82' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 292.5v4.23M.26 292.63H8.2' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='1.35' y='295.73'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
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}
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button#lr-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.06 290.12H3.7m-2.64 1.33H3.7m-2.64 1.32H3.7m-2.64 1.3H3.7m-2.64 1.33H3.7' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 288.8v7.94m0-4.11h3.96' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='5.11' y='291.96'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
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}
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button#bom-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)' fill='none' stroke='%23000' stroke-width='.4'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' stroke-linejoin='round'/%3E%3Cpath d='M1.59 290.12h5.29M1.59 291.45h5.33M1.59 292.75h5.33M1.59 294.09h5.33M1.59 295.41h5.33'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-grouped-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m4 0h5m4 0h3M6.1 22h3m3.9 0h5m4 0h4m-16-8h4m4 0h4'/%3E%3Cpath stroke-linecap='null' d='M5 17.5h22M5 26.6h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-ungrouped-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m-4 8h3m-3 8h4'/%3E%3Cpath stroke-linecap='null' d='M5 13.5h22m-22 8h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-netlist-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg fill='none' stroke='%23000' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-width='2' d='M6 26l6-6v-8m13.8-6.3l-6 6v8'/%3E%3Ccircle cx='11.8' cy='9.5' r='2.8' stroke-width='2'/%3E%3Ccircle cx='19.8' cy='22.8' r='2.8' stroke-width='2'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#copy {
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background-image: url("data:image/svg+xml,%3Csvg height='48' viewBox='0 0 48 48' width='48' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 0h48v48h-48z' fill='none'/%3E%3Cpath d='M32 2h-24c-2.21 0-4 1.79-4 4v28h4v-28h24v-4zm6 8h-22c-2.21 0-4 1.79-4 4v28c0 2.21 1.79 4 4 4h22c2.21 0 4-1.79 4-4v-28c0-2.21-1.79-4-4-4zm0 32h-22v-28h22v28z'/%3E%3C/svg%3E");
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background-position: 6px 6px;
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background-repeat: no-repeat;
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background-size: 26px 26px;
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border-radius: 6px;
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height: 40px;
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width: 40px;
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margin: 10px 5px;
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}
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button#copy:active {
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box-shadow: inset 0px 0px 5px #6c6c6c;
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}
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textarea.clipboard-temp {
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position: fixed;
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top: 0;
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left: 0;
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width: 2em;
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height: 2em;
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padding: 0;
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border: None;
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outline: None;
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box-shadow: None;
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background: transparent;
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}
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.left-most-button {
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border-right: 0;
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border-top-left-radius: 6px;
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border-bottom-left-radius: 6px;
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}
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.middle-button {
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border-right: 0;
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}
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.right-most-button {
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border-top-right-radius: 6px;
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border-bottom-right-radius: 6px;
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}
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.button-container {
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font-size: 0;
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margin: 0.4rem 0.4rem 0.4rem 0;
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}
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.dark .button-container {
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filter: invert(1);
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}
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.button-container button {
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background-size: 32px 32px;
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background-position: 5px 5px;
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background-repeat: no-repeat;
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}
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@media print {
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.hideonprint {
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display: none;
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}
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}
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canvas {
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cursor: crosshair;
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}
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canvas:active {
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cursor: grabbing;
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}
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.fileinfo {
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width: 100%;
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max-width: 1000px;
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border: none;
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padding: 3px;
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}
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.fileinfo .title {
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font-size: 20pt;
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font-weight: bold;
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}
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.fileinfo td {
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overflow: hidden;
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white-space: nowrap;
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max-width: 1px;
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width: 50%;
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text-overflow: ellipsis;
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}
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.bom {
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border-collapse: collapse;
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font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
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font-size: 10pt;
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table-layout: fixed;
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width: 100%;
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margin-top: 1px;
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position: relative;
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}
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.bom th,
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.bom td {
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border: 1px solid black;
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padding: 5px;
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word-wrap: break-word;
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text-align: center;
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position: relative;
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}
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.dark .bom th,
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.dark .bom td {
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border: 1px solid #777;
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}
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.bom th {
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background-color: #CCCCCC;
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background-clip: padding-box;
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}
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.dark .bom th {
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background-color: #3b4749;
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}
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.bom tr.highlighted:nth-child(n) {
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background-color: #cfc;
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}
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.dark .bom tr.highlighted:nth-child(n) {
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background-color: #226022;
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}
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.bom tr:nth-child(even) {
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background-color: #f2f2f2;
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}
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.dark .bom tr:nth-child(even) {
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background-color: #313b40;
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}
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.bom tr.checked {
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color: #1cb53d;
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}
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.dark .bom tr.checked {
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color: #2cce54;
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}
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.bom tr {
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transition: background-color 0.2s;
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}
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.bom .numCol {
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width: 30px;
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}
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.bom .value {
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width: 15%;
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}
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.bom .quantity {
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width: 65px;
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}
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.bom th .sortmark {
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position: absolute;
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right: 1px;
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top: 1px;
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margin-top: -5px;
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border-width: 5px;
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border-style: solid;
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border-color: transparent transparent #221 transparent;
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transform-origin: 50% 85%;
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transition: opacity 0.2s, transform 0.4s;
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}
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.dark .bom th .sortmark {
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filter: invert(1);
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}
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.bom th .sortmark.none {
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opacity: 0;
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}
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.bom th .sortmark.desc {
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transform: rotate(180deg);
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}
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.bom th:hover .sortmark.none {
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opacity: 0.5;
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}
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.bom .bom-checkbox {
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width: 30px;
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position: relative;
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user-select: none;
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-moz-user-select: none;
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}
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.bom .bom-checkbox:before {
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content: "";
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position: absolute;
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border-width: 15px;
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border-style: solid;
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border-color: #51829f transparent transparent transparent;
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visibility: hidden;
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top: -15px;
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}
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.bom .bom-checkbox:after {
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content: "Double click to set/unset all";
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position: absolute;
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color: white;
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top: -35px;
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left: -26px;
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background: #51829f;
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padding: 5px 15px;
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border-radius: 8px;
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white-space: nowrap;
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visibility: hidden;
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}
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.bom .bom-checkbox:hover:before,
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.bom .bom-checkbox:hover:after {
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visibility: visible;
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transition: visibility 0.2s linear 1s;
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}
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.split {
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-webkit-box-sizing: border-box;
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-moz-box-sizing: border-box;
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box-sizing: border-box;
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overflow-y: auto;
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overflow-x: hidden;
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background-color: inherit;
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}
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.split.split-horizontal,
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.gutter.gutter-horizontal {
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height: 100%;
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float: left;
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}
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.gutter {
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background-color: #ddd;
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background-repeat: no-repeat;
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background-position: 50%;
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transition: background-color 0.3s;
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}
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.dark .gutter {
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background-color: #777;
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}
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.gutter.gutter-horizontal {
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAeCAYAAADkftS9AAAAIklEQVQoU2M4c+bMfxAGAgYYmwGrIIiDjrELjpo5aiZeMwF+yNnOs5KSvgAAAABJRU5ErkJggg==');
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cursor: ew-resize;
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width: 5px;
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}
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.gutter.gutter-vertical {
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAFAQMAAABo7865AAAABlBMVEVHcEzMzMzyAv2sAAAAAXRSTlMAQObYZgAAABBJREFUeF5jOAMEEAIEEFwAn3kMwcB6I2AAAAAASUVORK5CYII=');
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cursor: ns-resize;
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height: 5px;
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}
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.searchbox {
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float: left;
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height: 40px;
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margin: 10px 5px;
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padding: 12px 32px;
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font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
|
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font-size: 18px;
|
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box-sizing: border-box;
|
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border: 1px solid #888;
|
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border-radius: 6px;
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outline: none;
|
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background-color: #eee;
|
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transition: background-color 0.2s, border 0.2s;
|
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAABNklEQVQ4T8XSMUvDQBQH8P/LElFa/AIZHcTBQSz0I/gFstTBRR2KUC4ldDxw7h0Bl3RRUATxi4iiODgoiLNrbQYp5J6cpJJqomkX33Z37/14d/dIa33MzDuYI4johOI4XhyNRteO46zNYjDzAxE1yBZprVeZ+QbAUhXEGJMA2Ox2u4+fQIa0mPmsCgCgJYQ4t7lfgF0opQYAdv9ABkKI/UnOFCClXKjX61cA1osQY8x9kiRNKeV7IWA3oyhaSdP0FkAtjxhj3hzH2RBCPOf3pzqYHCilfAAX+URm9oMguPzeWSGQvUcMYC8rOBJCHBRdqxTo9/vbRHRqi8bj8XKv1xvODbiuW2u32/bvf0SlDv4XYOY7z/Mavu+nM1+BmQ+NMc0wDF/LprP0DbTWW0T00ul0nn4b7Q87+X4Qmfiq2wAAAABJRU5ErkJggg==');
|
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background-position: 10px 10px;
|
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background-repeat: no-repeat;
|
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}
|
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.dark .searchbox {
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background-color: #111;
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color: #eee;
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}
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.searchbox::placeholder {
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color: #ccc;
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}
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.dark .searchbox::placeholder {
|
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color: #666;
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}
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|
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.filter {
|
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width: calc(60% - 64px);
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}
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|
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.reflookup {
|
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width: calc(40% - 10px);
|
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}
|
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input[type=text]:focus {
|
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background-color: white;
|
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border: 1px solid #333;
|
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}
|
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.dark input[type=text]:focus {
|
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background-color: #333;
|
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border: 1px solid #ccc;
|
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}
|
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|
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mark.highlight {
|
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background-color: #5050ff;
|
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color: #fff;
|
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padding: 2px;
|
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border-radius: 6px;
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}
|
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|
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.dark mark.highlight {
|
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background-color: #76a6da;
|
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color: #111;
|
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}
|
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.menubtn {
|
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background-color: white;
|
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border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.statsbtn {
|
|
background-color: white;
|
|
border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.iobtn {
|
|
background-color: white;
|
|
border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.visbtn {
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
padding: 15px;
|
|
}
|
|
|
|
#vismenu-content {
|
|
left: 0px;
|
|
font-family: Verdana, sans-serif;
|
|
}
|
|
|
|
.dark .statsbtn,
|
|
.dark .savebtn,
|
|
.dark .menubtn,
|
|
.dark .iobtn,
|
|
.dark .visbtn {
|
|
filter: invert(1);
|
|
}
|
|
|
|
.flexbox {
|
|
display: flex;
|
|
align-items: center;
|
|
justify-content: space-between;
|
|
width: 100%;
|
|
}
|
|
|
|
.savebtn {
|
|
background-color: #d6d6d6;
|
|
width: auto;
|
|
height: 30px;
|
|
flex-grow: 1;
|
|
margin: 5px;
|
|
border-radius: 4px;
|
|
}
|
|
|
|
.savebtn:active {
|
|
background-color: #0a0;
|
|
color: white;
|
|
}
|
|
|
|
.dark .savebtn:active {
|
|
/* This will be inverted */
|
|
background-color: #b3b;
|
|
}
|
|
|
|
.stats {
|
|
border-collapse: collapse;
|
|
font-size: 12pt;
|
|
table-layout: fixed;
|
|
width: 100%;
|
|
min-width: 450px;
|
|
}
|
|
|
|
.dark .stats td {
|
|
border: 1px solid #bbb;
|
|
}
|
|
|
|
.stats td {
|
|
border: 1px solid black;
|
|
padding: 5px;
|
|
word-wrap: break-word;
|
|
text-align: center;
|
|
position: relative;
|
|
}
|
|
|
|
#checkbox-stats div {
|
|
position: absolute;
|
|
left: 0;
|
|
top: 0;
|
|
height: 100%;
|
|
width: 100%;
|
|
display: flex;
|
|
align-items: center;
|
|
justify-content: center;
|
|
}
|
|
|
|
#checkbox-stats .bar {
|
|
background-color: rgba(28, 251, 0, 0.6);
|
|
}
|
|
|
|
.menu {
|
|
position: relative;
|
|
display: inline-block;
|
|
margin: 0.4rem 0.4rem 0.4rem 0;
|
|
}
|
|
|
|
.menu-content {
|
|
font-size: 12pt !important;
|
|
text-align: left !important;
|
|
font-weight: normal !important;
|
|
display: none;
|
|
position: absolute;
|
|
background-color: white;
|
|
right: 0;
|
|
min-width: 300px;
|
|
box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
|
|
z-index: 100;
|
|
padding: 8px;
|
|
}
|
|
|
|
.dark .menu-content {
|
|
background-color: #111;
|
|
}
|
|
|
|
.menu:hover .menu-content {
|
|
display: block;
|
|
}
|
|
|
|
.menu:hover .menubtn,
|
|
.menu:hover .iobtn,
|
|
.menu:hover .statsbtn {
|
|
background-color: #eee;
|
|
}
|
|
|
|
.menu-label {
|
|
display: inline-block;
|
|
padding: 8px;
|
|
border: 1px solid #ccc;
|
|
border-top: 0;
|
|
width: calc(100% - 18px);
|
|
}
|
|
|
|
.menu-label-top {
|
|
border-top: 1px solid #ccc;
|
|
}
|
|
|
|
.menu-textbox {
|
|
float: left;
|
|
height: 24px;
|
|
margin: 10px 5px;
|
|
padding: 5px 5px;
|
|
font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
|
|
font-size: 14px;
|
|
box-sizing: border-box;
|
|
border: 1px solid #888;
|
|
border-radius: 4px;
|
|
outline: none;
|
|
background-color: #eee;
|
|
transition: background-color 0.2s, border 0.2s;
|
|
width: calc(100% - 10px);
|
|
}
|
|
|
|
.menu-textbox.invalid,
|
|
.dark .menu-textbox.invalid {
|
|
color: red;
|
|
}
|
|
|
|
.dark .menu-textbox {
|
|
background-color: #222;
|
|
color: #eee;
|
|
}
|
|
|
|
.radio-container {
|
|
margin: 4px;
|
|
}
|
|
|
|
.topmostdiv {
|
|
display: flex;
|
|
flex-direction: column;
|
|
width: 100%;
|
|
background-color: white;
|
|
transition: background-color 0.3s;
|
|
}
|
|
|
|
#top {
|
|
display: flex;
|
|
flex-wrap: wrap;
|
|
justify-content: flex-end;
|
|
align-items: center;
|
|
}
|
|
|
|
#topdivider {
|
|
border-bottom: 2px solid black;
|
|
display: flex;
|
|
justify-content: center;
|
|
align-items: center;
|
|
}
|
|
|
|
.dark #topdivider {
|
|
border-bottom: 2px solid #ccc;
|
|
}
|
|
|
|
#topdivider>div {
|
|
position: relative;
|
|
}
|
|
|
|
#toptoggle {
|
|
cursor: pointer;
|
|
user-select: none;
|
|
position: absolute;
|
|
padding: 0.1rem 0.3rem;
|
|
top: -0.4rem;
|
|
left: -1rem;
|
|
font-size: 1.4rem;
|
|
line-height: 60%;
|
|
border: 1px solid black;
|
|
border-radius: 1rem;
|
|
background-color: #fff;
|
|
z-index: 100;
|
|
}
|
|
|
|
.flipped {
|
|
transform: rotate(0.5turn);
|
|
}
|
|
|
|
.dark #toptoggle {
|
|
border: 1px solid #fff;
|
|
background-color: #222;
|
|
}
|
|
|
|
#fileinfodiv {
|
|
flex: 20rem 1 0;
|
|
overflow: auto;
|
|
}
|
|
|
|
#bomcontrols {
|
|
display: flex;
|
|
flex-direction: row-reverse;
|
|
}
|
|
|
|
#bomcontrols>* {
|
|
flex-shrink: 0;
|
|
}
|
|
|
|
#dbg {
|
|
display: block;
|
|
}
|
|
|
|
::-webkit-scrollbar {
|
|
width: 8px;
|
|
}
|
|
|
|
::-webkit-scrollbar-track {
|
|
background: #aaa;
|
|
}
|
|
|
|
::-webkit-scrollbar-thumb {
|
|
background: #666;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
::-webkit-scrollbar-thumb:hover {
|
|
background: #555;
|
|
}
|
|
|
|
.slider {
|
|
-webkit-appearance: none;
|
|
width: 100%;
|
|
margin: 3px 0;
|
|
padding: 0;
|
|
outline: none;
|
|
opacity: 0.7;
|
|
-webkit-transition: .2s;
|
|
transition: opacity .2s;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider:hover {
|
|
opacity: 1;
|
|
}
|
|
|
|
.slider:focus {
|
|
outline: none;
|
|
}
|
|
|
|
.slider::-webkit-slider-runnable-track {
|
|
-webkit-appearance: none;
|
|
width: 100%;
|
|
height: 8px;
|
|
background: #d3d3d3;
|
|
border-radius: 3px;
|
|
border: none;
|
|
}
|
|
|
|
.slider::-webkit-slider-thumb {
|
|
-webkit-appearance: none;
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
margin-top: -4px;
|
|
}
|
|
|
|
.dark .slider::-webkit-slider-thumb {
|
|
background: #3d3;
|
|
}
|
|
|
|
.slider::-moz-range-thumb {
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
}
|
|
|
|
.slider::-moz-range-track {
|
|
height: 8px;
|
|
background: #d3d3d3;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.dark .slider::-moz-range-thumb {
|
|
background: #3d3;
|
|
}
|
|
|
|
.slider::-ms-track {
|
|
width: 100%;
|
|
height: 8px;
|
|
border-width: 3px 0;
|
|
background: transparent;
|
|
border-color: transparent;
|
|
color: transparent;
|
|
transition: opacity .2s;
|
|
}
|
|
|
|
.slider::-ms-fill-lower {
|
|
background: #d3d3d3;
|
|
border: none;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider::-ms-fill-upper {
|
|
background: #d3d3d3;
|
|
border: none;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider::-ms-thumb {
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
margin: 0;
|
|
}
|
|
|
|
.shameless-plug {
|
|
font-size: 0.8em;
|
|
text-align: center;
|
|
display: block;
|
|
}
|
|
|
|
a {
|
|
color: #0278a4;
|
|
}
|
|
|
|
.dark a {
|
|
color: #00b9fd;
|
|
}
|
|
|
|
#frontcanvas,
|
|
#backcanvas {
|
|
touch-action: none;
|
|
}
|
|
|
|
.placeholder {
|
|
border: 1px dashed #9f9fda !important;
|
|
background-color: #edf2f7 !important;
|
|
}
|
|
|
|
.dragging {
|
|
z-index: 999;
|
|
}
|
|
|
|
.dark .dragging>table>tbody>tr {
|
|
background-color: #252c30;
|
|
}
|
|
|
|
.dark .placeholder {
|
|
filter: invert(1);
|
|
}
|
|
|
|
.column-spacer {
|
|
top: 0;
|
|
left: 0;
|
|
width: calc(100% - 4px);
|
|
position: absolute;
|
|
cursor: pointer;
|
|
user-select: none;
|
|
height: 100%;
|
|
}
|
|
|
|
.column-width-handle {
|
|
top: 0;
|
|
right: 0;
|
|
width: 4px;
|
|
position: absolute;
|
|
cursor: col-resize;
|
|
user-select: none;
|
|
height: 100%;
|
|
}
|
|
|
|
.column-width-handle:hover {
|
|
background-color: #4f99bd;
|
|
}
|
|
|
|
.help-link {
|
|
border: 1px solid #0278a4;
|
|
padding-inline: 0.3rem;
|
|
border-radius: 3px;
|
|
cursor: pointer;
|
|
}
|
|
|
|
.dark .help-link {
|
|
border: 1px solid #00b9fd;
|
|
}
|
|
|
|
.bom-color {
|
|
width: 20%;
|
|
}
|
|
|
|
.color-column input {
|
|
width: 1.6rem;
|
|
height: 1rem;
|
|
border: 1px solid black;
|
|
cursor: pointer;
|
|
padding: 0;
|
|
}
|
|
|
|
/* removes default styling from input color element */
|
|
::-webkit-color-swatch {
|
|
border: none;
|
|
}
|
|
|
|
::-webkit-color-swatch-wrapper {
|
|
padding: 0;
|
|
}
|
|
|
|
::-moz-color-swatch,
|
|
::-moz-focus-inner {
|
|
border: none;
|
|
}
|
|
|
|
::-moz-focus-inner {
|
|
padding: 0;
|
|
}
|
|
/* #bomhead {
|
|
position: sticky;
|
|
top: 0px;
|
|
z-index: 1;
|
|
} */
|
|
</style>
|
|
<script type="text/javascript" >
|
|
///////////////////////////////////////////////
|
|
/*
|
|
Split.js - v1.3.5
|
|
MIT License
|
|
https://github.com/nathancahill/Split.js
|
|
*/
|
|
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
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// This work is free. You can redistribute it and/or modify it
|
|
// under the terms of the WTFPL, Version 2
|
|
// For more information see LICENSE.txt or http://www.wtfpl.net/
|
|
//
|
|
// For more information, the home page:
|
|
// http://pieroxy.net/blog/pages/lz-string/testing.html
|
|
//
|
|
// LZ-based compression algorithm, version 1.4.4
|
|
var LZString=function(){var o=String.fromCharCode,i={};var n={decompressFromBase64:function(o){return null==o?"":""==o?null:n._decompress(o.length,32,function(n){return function(o,n){if(!i[o]){i[o]={};for(var t=0;t<o.length;t++)i[o][o.charAt(t)]=t}return i[o][n]}("ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",o.charAt(n))})},_decompress:function(i,n,t){var r,e,a,s,p,u,l,f=[],c=4,d=4,h=3,v="",g=[],m={val:t(0),position:n,index:1};for(r=0;r<3;r+=1)f[r]=r;for(a=0,p=Math.pow(2,2),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 2:return""}for(f[3]=l,e=l,g.push(l);;){if(m.index>i)return"";for(a=0,p=Math.pow(2,h),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(l=a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 2:return g.join("")}if(0==c&&(c=Math.pow(2,h),h++),f[l])v=f[l];else{if(l!==d)return null;v=e+e.charAt(0)}g.push(v),f[d++]=e+v.charAt(0),e=v,0==--c&&(c=Math.pow(2,h),h++)}}};return n}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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/*!
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|
* PEP v0.4.3 | https://github.com/jquery/PEP
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|
* Copyright jQuery Foundation and other contributors | http://jquery.org/license
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|
*/
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|
!function(a,b){"object"==typeof exports&&"undefined"!=typeof module?module.exports=b():"function"==typeof define&&define.amd?define(b):a.PointerEventsPolyfill=b()}(this,function(){"use strict";function a(a,b){b=b||Object.create(null);var c=document.createEvent("Event");c.initEvent(a,b.bubbles||!1,b.cancelable||!1);
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for(var d,e=2;e<m.length;e++)d=m[e],c[d]=b[d]||n[e];c.buttons=b.buttons||0;
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var f=0;return f=b.pressure&&c.buttons?b.pressure:c.buttons?.5:0,c.x=c.clientX,c.y=c.clientY,c.pointerId=b.pointerId||0,c.width=b.width||0,c.height=b.height||0,c.pressure=f,c.tiltX=b.tiltX||0,c.tiltY=b.tiltY||0,c.twist=b.twist||0,c.tangentialPressure=b.tangentialPressure||0,c.pointerType=b.pointerType||"",c.hwTimestamp=b.hwTimestamp||0,c.isPrimary=b.isPrimary||!1,c}function b(){this.array=[],this.size=0}function c(a,b,c,d){this.addCallback=a.bind(d),this.removeCallback=b.bind(d),this.changedCallback=c.bind(d),A&&(this.observer=new A(this.mutationWatcher.bind(this)))}function d(a){return"body /shadow-deep/ "+e(a)}function e(a){return'[touch-action="'+a+'"]'}function f(a){return"{ -ms-touch-action: "+a+"; touch-action: "+a+"; }"}function g(){if(F){D.forEach(function(a){String(a)===a?(E+=e(a)+f(a)+"\n",G&&(E+=d(a)+f(a)+"\n")):(E+=a.selectors.map(e)+f(a.rule)+"\n",G&&(E+=a.selectors.map(d)+f(a.rule)+"\n"))});var a=document.createElement("style");a.textContent=E,document.head.appendChild(a)}}function h(){if(!window.PointerEvent){if(window.PointerEvent=a,window.navigator.msPointerEnabled){var b=window.navigator.msMaxTouchPoints;Object.defineProperty(window.navigator,"maxTouchPoints",{value:b,enumerable:!0}),u.registerSource("ms",_)}else Object.defineProperty(window.navigator,"maxTouchPoints",{value:0,enumerable:!0}),u.registerSource("mouse",N),void 0!==window.ontouchstart&&u.registerSource("touch",V);u.register(document)}}function i(a){if(!u.pointermap.has(a)){var b=new Error("InvalidPointerId");throw b.name="InvalidPointerId",b}}function j(a){for(var b=a.parentNode;b&&b!==a.ownerDocument;)b=b.parentNode;if(!b){var c=new Error("InvalidStateError");throw c.name="InvalidStateError",c}}function k(a){var b=u.pointermap.get(a);return 0!==b.buttons}function l(){window.Element&&!Element.prototype.setPointerCapture&&Object.defineProperties(Element.prototype,{setPointerCapture:{value:W},releasePointerCapture:{value:X},hasPointerCapture:{value:Y}})}
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var m=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","pageX","pageY"],n=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0],o=window.Map&&window.Map.prototype.forEach,p=o?Map:b;b.prototype={set:function(a,b){return void 0===b?this["delete"](a):(this.has(a)||this.size++,void(this.array[a]=b))},has:function(a){return void 0!==this.array[a]},"delete":function(a){this.has(a)&&(delete this.array[a],this.size--)},get:function(a){return this.array[a]},clear:function(){this.array.length=0,this.size=0},forEach:function(a,b){return this.array.forEach(function(c,d){a.call(b,c,d,this)},this)}};var q=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","buttons","pointerId","width","height","pressure","tiltX","tiltY","pointerType","hwTimestamp","isPrimary","type","target","currentTarget","which","pageX","pageY","timeStamp"],r=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0,0,0,0,0,0,"",0,!1,"",null,null,0,0,0,0],s={pointerover:1,pointerout:1,pointerenter:1,pointerleave:1},t="undefined"!=typeof SVGElementInstance,u={pointermap:new p,eventMap:Object.create(null),captureInfo:Object.create(null),eventSources:Object.create(null),eventSourceList:[],registerSource:function(a,b){var c=b,d=c.events;d&&(d.forEach(function(a){c[a]&&(this.eventMap[a]=c[a].bind(c))},this),this.eventSources[a]=c,this.eventSourceList.push(c))},register:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
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b.register.call(b,a)},unregister:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
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b.unregister.call(b,a)},contains:function(a,b){try{return a.contains(b)}catch(c){return!1}},down:function(a){a.bubbles=!0,this.fireEvent("pointerdown",a)},move:function(a){a.bubbles=!0,this.fireEvent("pointermove",a)},up:function(a){a.bubbles=!0,this.fireEvent("pointerup",a)},enter:function(a){a.bubbles=!1,this.fireEvent("pointerenter",a)},leave:function(a){a.bubbles=!1,this.fireEvent("pointerleave",a)},over:function(a){a.bubbles=!0,this.fireEvent("pointerover",a)},out:function(a){a.bubbles=!0,this.fireEvent("pointerout",a)},cancel:function(a){a.bubbles=!0,this.fireEvent("pointercancel",a)},leaveOut:function(a){this.out(a),this.propagate(a,this.leave,!1)},enterOver:function(a){this.over(a),this.propagate(a,this.enter,!0)},eventHandler:function(a){if(!a._handledByPE){var b=a.type,c=this.eventMap&&this.eventMap[b];c&&c(a),a._handledByPE=!0}},listen:function(a,b){b.forEach(function(b){this.addEvent(a,b)},this)},unlisten:function(a,b){b.forEach(function(b){this.removeEvent(a,b)},this)},addEvent:function(a,b){a.addEventListener(b,this.boundHandler)},removeEvent:function(a,b){a.removeEventListener(b,this.boundHandler)},makeEvent:function(b,c){this.captureInfo[c.pointerId]&&(c.relatedTarget=null);var d=new a(b,c);return c.preventDefault&&(d.preventDefault=c.preventDefault),d._target=d._target||c.target,d},fireEvent:function(a,b){var c=this.makeEvent(a,b);return this.dispatchEvent(c)},cloneEvent:function(a){for(var b,c=Object.create(null),d=0;d<q.length;d++)b=q[d],c[b]=a[b]||r[d],!t||"target"!==b&&"relatedTarget"!==b||c[b]instanceof SVGElementInstance&&(c[b]=c[b].correspondingUseElement);return a.preventDefault&&(c.preventDefault=function(){a.preventDefault()}),c},getTarget:function(a){var b=this.captureInfo[a.pointerId];return b?a._target!==b&&a.type in s?void 0:b:a._target},propagate:function(a,b,c){for(var d=a.target,e=[];d!==document&&!d.contains(a.relatedTarget);) if(e.push(d),d=d.parentNode,!d)return;c&&e.reverse(),e.forEach(function(c){a.target=c,b.call(this,a)},this)},setCapture:function(b,c,d){this.captureInfo[b]&&this.releaseCapture(b,d),this.captureInfo[b]=c,this.implicitRelease=this.releaseCapture.bind(this,b,d),document.addEventListener("pointerup",this.implicitRelease),document.addEventListener("pointercancel",this.implicitRelease);var e=new a("gotpointercapture");e.pointerId=b,e._target=c,d||this.asyncDispatchEvent(e)},releaseCapture:function(b,c){var d=this.captureInfo[b];if(d){this.captureInfo[b]=void 0,document.removeEventListener("pointerup",this.implicitRelease),document.removeEventListener("pointercancel",this.implicitRelease);var e=new a("lostpointercapture");e.pointerId=b,e._target=d,c||this.asyncDispatchEvent(e)}},dispatchEvent:/*scope.external.dispatchEvent || */function(a){var b=this.getTarget(a);if(b)return b.dispatchEvent(a)},asyncDispatchEvent:function(a){requestAnimationFrame(this.dispatchEvent.bind(this,a))}};u.boundHandler=u.eventHandler.bind(u);var v={shadow:function(a){if(a)return a.shadowRoot||a.webkitShadowRoot},canTarget:function(a){return a&&Boolean(a.elementFromPoint)},targetingShadow:function(a){var b=this.shadow(a);if(this.canTarget(b))return b},olderShadow:function(a){var b=a.olderShadowRoot;if(!b){var c=a.querySelector("shadow");c&&(b=c.olderShadowRoot)}return b},allShadows:function(a){for(var b=[],c=this.shadow(a);c;)b.push(c),c=this.olderShadow(c);return b},searchRoot:function(a,b,c){if(a){var d,e,f=a.elementFromPoint(b,c);for(e=this.targetingShadow(f);e;){if(d=e.elementFromPoint(b,c)){var g=this.targetingShadow(d);return this.searchRoot(g,b,c)||d} e=this.olderShadow(e)} return f}},owner:function(a){
|
|
for(var b=a;b.parentNode;)b=b.parentNode;
|
|
return b.nodeType!==Node.DOCUMENT_NODE&&b.nodeType!==Node.DOCUMENT_FRAGMENT_NODE&&(b=document),b},findTarget:function(a){var b=a.clientX,c=a.clientY,d=this.owner(a.target);
|
|
return d.elementFromPoint(b,c)||(d=document),this.searchRoot(d,b,c)}},w=Array.prototype.forEach.call.bind(Array.prototype.forEach),x=Array.prototype.map.call.bind(Array.prototype.map),y=Array.prototype.slice.call.bind(Array.prototype.slice),z=Array.prototype.filter.call.bind(Array.prototype.filter),A=window.MutationObserver||window.WebKitMutationObserver,B="[touch-action]",C={subtree:!0,childList:!0,attributes:!0,attributeOldValue:!0,attributeFilter:["touch-action"]};c.prototype={watchSubtree:function(a){
|
|
//
|
|
this.observer&&v.canTarget(a)&&this.observer.observe(a,C)},enableOnSubtree:function(a){this.watchSubtree(a),a===document&&"complete"!==document.readyState?this.installOnLoad():this.installNewSubtree(a)},installNewSubtree:function(a){w(this.findElements(a),this.addElement,this)},findElements:function(a){return a.querySelectorAll?a.querySelectorAll(B):[]},removeElement:function(a){this.removeCallback(a)},addElement:function(a){this.addCallback(a)},elementChanged:function(a,b){this.changedCallback(a,b)},concatLists:function(a,b){return a.concat(y(b))},
|
|
installOnLoad:function(){document.addEventListener("readystatechange",function(){"complete"===document.readyState&&this.installNewSubtree(document)}.bind(this))},isElement:function(a){return a.nodeType===Node.ELEMENT_NODE},flattenMutationTree:function(a){
|
|
var b=x(a,this.findElements,this);
|
|
return b.push(z(a,this.isElement)),b.reduce(this.concatLists,[])},mutationWatcher:function(a){a.forEach(this.mutationHandler,this)},mutationHandler:function(a){if("childList"===a.type){var b=this.flattenMutationTree(a.addedNodes);b.forEach(this.addElement,this);var c=this.flattenMutationTree(a.removedNodes);c.forEach(this.removeElement,this)}else"attributes"===a.type&&this.elementChanged(a.target,a.oldValue)}};var D=["none","auto","pan-x","pan-y",{rule:"pan-x pan-y",selectors:["pan-x pan-y","pan-y pan-x"]}],E="",F=window.PointerEvent||window.MSPointerEvent,G=!window.ShadowDOMPolyfill&&document.head.createShadowRoot,H=u.pointermap,I=25,J=[1,4,2,8,16],K=!1;try{K=1===new MouseEvent("test",{buttons:1}).buttons}catch(L){}
|
|
var M,N={POINTER_ID:1,POINTER_TYPE:"mouse",events:["mousedown","mousemove","mouseup","mouseover","mouseout"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},lastTouches:[],
|
|
isEventSimulatedFromTouch:function(a){for(var b,c=this.lastTouches,d=a.clientX,e=a.clientY,f=0,g=c.length;f<g&&(b=c[f]);f++){
|
|
var h=Math.abs(d-b.x),i=Math.abs(e-b.y);if(h<=I&&i<=I)return!0}},prepareEvent:function(a){var b=u.cloneEvent(a),c=b.preventDefault;return b.preventDefault=function(){a.preventDefault(),c()},b.pointerId=this.POINTER_ID,b.isPrimary=!0,b.pointerType=this.POINTER_TYPE,b},prepareButtonsForMove:function(a,b){var c=H.get(this.POINTER_ID);
|
|
0!==b.which&&c?a.buttons=c.buttons:a.buttons=0,b.buttons=a.buttons},mousedown:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);K||(c.buttons=J[c.button],b&&(c.buttons|=b.buttons),a.buttons=c.buttons),H.set(this.POINTER_ID,a),b&&0!==b.buttons?u.move(c):u.down(c)}},mousemove:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.move(b)}},mouseup:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);if(!K){var d=J[c.button];
|
|
c.buttons=b?b.buttons&~d:0,a.buttons=c.buttons}H.set(this.POINTER_ID,a),
|
|
c.buttons&=~J[c.button],0===c.buttons?u.up(c):u.move(c)}},mouseover:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.enterOver(b)}},mouseout:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,u.leaveOut(b)}},cancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.deactivateMouse()},deactivateMouse:function(){H["delete"](this.POINTER_ID)}},O=u.captureInfo,P=v.findTarget.bind(v),Q=v.allShadows.bind(v),R=u.pointermap,S=2500,T=200,U="touch-action",V={events:["touchstart","touchmove","touchend","touchcancel"],register:function(a){M.enableOnSubtree(a)},unregister:function(){},elementAdded:function(a){var b=a.getAttribute(U),c=this.touchActionToScrollType(b);c&&(a._scrollType=c,u.listen(a,this.events),
|
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Q(a).forEach(function(a){a._scrollType=c,u.listen(a,this.events)},this))},elementRemoved:function(a){a._scrollType=void 0,u.unlisten(a,this.events),
|
|
Q(a).forEach(function(a){a._scrollType=void 0,u.unlisten(a,this.events)},this)},elementChanged:function(a,b){var c=a.getAttribute(U),d=this.touchActionToScrollType(c),e=this.touchActionToScrollType(b);
|
|
d&&e?(a._scrollType=d,Q(a).forEach(function(a){a._scrollType=d},this)):e?this.elementRemoved(a):d&&this.elementAdded(a)},scrollTypes:{EMITTER:"none",XSCROLLER:"pan-x",YSCROLLER:"pan-y",SCROLLER:/^(?:pan-x pan-y)|(?:pan-y pan-x)|auto$/},touchActionToScrollType:function(a){var b=a,c=this.scrollTypes;return"none"===b?"none":b===c.XSCROLLER?"X":b===c.YSCROLLER?"Y":c.SCROLLER.exec(b)?"XY":void 0},POINTER_TYPE:"touch",firstTouch:null,isPrimaryTouch:function(a){return this.firstTouch===a.identifier},setPrimaryTouch:function(a){
|
|
(0===R.size||1===R.size&&R.has(1))&&(this.firstTouch=a.identifier,this.firstXY={X:a.clientX,Y:a.clientY},this.scrolling=!1,this.cancelResetClickCount())},removePrimaryPointer:function(a){a.isPrimary&&(this.firstTouch=null,this.firstXY=null,this.resetClickCount())},clickCount:0,resetId:null,resetClickCount:function(){var a=function(){this.clickCount=0,this.resetId=null}.bind(this);this.resetId=setTimeout(a,T)},cancelResetClickCount:function(){this.resetId&&clearTimeout(this.resetId)},typeToButtons:function(a){var b=0;return"touchstart"!==a&&"touchmove"!==a||(b=1),b},touchToPointer:function(a){var b=this.currentTouchEvent,c=u.cloneEvent(a),d=c.pointerId=a.identifier+2;c.target=O[d]||P(c),c.bubbles=!0,c.cancelable=!0,c.detail=this.clickCount,c.button=0,c.buttons=this.typeToButtons(b.type),c.width=2*(a.radiusX||a.webkitRadiusX||0),c.height=2*(a.radiusY||a.webkitRadiusY||0),c.pressure=a.force||a.webkitForce||.5,c.isPrimary=this.isPrimaryTouch(a),c.pointerType=this.POINTER_TYPE,
|
|
c.altKey=b.altKey,c.ctrlKey=b.ctrlKey,c.metaKey=b.metaKey,c.shiftKey=b.shiftKey;
|
|
var e=this;return c.preventDefault=function(){e.scrolling=!1,e.firstXY=null,b.preventDefault()},c},processTouches:function(a,b){var c=a.changedTouches;this.currentTouchEvent=a;for(var d,e=0;e<c.length;e++)d=c[e],b.call(this,this.touchToPointer(d))},
|
|
shouldScroll:function(a){if(this.firstXY){var b,c=a.currentTarget._scrollType;if("none"===c)
|
|
b=!1;else if("XY"===c)
|
|
b=!0;else{var d=a.changedTouches[0],e=c,f="Y"===c?"X":"Y",g=Math.abs(d["client"+e]-this.firstXY[e]),h=Math.abs(d["client"+f]-this.firstXY[f]);
|
|
b=g>=h}return this.firstXY=null,b}},findTouch:function(a,b){for(var c,d=0,e=a.length;d<e&&(c=a[d]);d++)if(c.identifier===b)return!0},
|
|
vacuumTouches:function(a){var b=a.touches;
|
|
if(R.size>=b.length){var c=[];R.forEach(function(a,d){
|
|
if(1!==d&&!this.findTouch(b,d-2)){var e=a.out;c.push(e)}},this),c.forEach(this.cancelOut,this)}},touchstart:function(a){this.vacuumTouches(a),this.setPrimaryTouch(a.changedTouches[0]),this.dedupSynthMouse(a),this.scrolling||(this.clickCount++,this.processTouches(a,this.overDown))},overDown:function(a){R.set(a.pointerId,{target:a.target,out:a,outTarget:a.target}),u.enterOver(a),u.down(a)},touchmove:function(a){this.scrolling||(this.shouldScroll(a)?(this.scrolling=!0,this.touchcancel(a)):(a.preventDefault(),this.processTouches(a,this.moveOverOut)))},moveOverOut:function(a){var b=a,c=R.get(b.pointerId);
|
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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%;">
|
|
<canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
|
|
<canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
|
|
<canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
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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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