4670 lines
658 KiB
HTML
4670 lines
658 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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|
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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,
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|
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>
|
|
<canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
|
|
</body>
|
|
|
|
</html>
|