4670 lines
653 KiB
HTML
4670 lines
653 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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mark.highlight {
|
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background-color: #5050ff;
|
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color: #fff;
|
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padding: 2px;
|
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border-radius: 6px;
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}
|
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|
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.dark mark.highlight {
|
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background-color: #76a6da;
|
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color: #111;
|
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}
|
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.menubtn {
|
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background-color: white;
|
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border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.statsbtn {
|
|
background-color: white;
|
|
border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.iobtn {
|
|
background-color: white;
|
|
border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.visbtn {
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
padding: 15px;
|
|
}
|
|
|
|
#vismenu-content {
|
|
left: 0px;
|
|
font-family: Verdana, sans-serif;
|
|
}
|
|
|
|
.dark .statsbtn,
|
|
.dark .savebtn,
|
|
.dark .menubtn,
|
|
.dark .iobtn,
|
|
.dark .visbtn {
|
|
filter: invert(1);
|
|
}
|
|
|
|
.flexbox {
|
|
display: flex;
|
|
align-items: center;
|
|
justify-content: space-between;
|
|
width: 100%;
|
|
}
|
|
|
|
.savebtn {
|
|
background-color: #d6d6d6;
|
|
width: auto;
|
|
height: 30px;
|
|
flex-grow: 1;
|
|
margin: 5px;
|
|
border-radius: 4px;
|
|
}
|
|
|
|
.savebtn:active {
|
|
background-color: #0a0;
|
|
color: white;
|
|
}
|
|
|
|
.dark .savebtn:active {
|
|
/* This will be inverted */
|
|
background-color: #b3b;
|
|
}
|
|
|
|
.stats {
|
|
border-collapse: collapse;
|
|
font-size: 12pt;
|
|
table-layout: fixed;
|
|
width: 100%;
|
|
min-width: 450px;
|
|
}
|
|
|
|
.dark .stats td {
|
|
border: 1px solid #bbb;
|
|
}
|
|
|
|
.stats td {
|
|
border: 1px solid black;
|
|
padding: 5px;
|
|
word-wrap: break-word;
|
|
text-align: center;
|
|
position: relative;
|
|
}
|
|
|
|
#checkbox-stats div {
|
|
position: absolute;
|
|
left: 0;
|
|
top: 0;
|
|
height: 100%;
|
|
width: 100%;
|
|
display: flex;
|
|
align-items: center;
|
|
justify-content: center;
|
|
}
|
|
|
|
#checkbox-stats .bar {
|
|
background-color: rgba(28, 251, 0, 0.6);
|
|
}
|
|
|
|
.menu {
|
|
position: relative;
|
|
display: inline-block;
|
|
margin: 0.4rem 0.4rem 0.4rem 0;
|
|
}
|
|
|
|
.menu-content {
|
|
font-size: 12pt !important;
|
|
text-align: left !important;
|
|
font-weight: normal !important;
|
|
display: none;
|
|
position: absolute;
|
|
background-color: white;
|
|
right: 0;
|
|
min-width: 300px;
|
|
box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
|
|
z-index: 100;
|
|
padding: 8px;
|
|
}
|
|
|
|
.dark .menu-content {
|
|
background-color: #111;
|
|
}
|
|
|
|
.menu:hover .menu-content {
|
|
display: block;
|
|
}
|
|
|
|
.menu:hover .menubtn,
|
|
.menu:hover .iobtn,
|
|
.menu:hover .statsbtn {
|
|
background-color: #eee;
|
|
}
|
|
|
|
.menu-label {
|
|
display: inline-block;
|
|
padding: 8px;
|
|
border: 1px solid #ccc;
|
|
border-top: 0;
|
|
width: calc(100% - 18px);
|
|
}
|
|
|
|
.menu-label-top {
|
|
border-top: 1px solid #ccc;
|
|
}
|
|
|
|
.menu-textbox {
|
|
float: left;
|
|
height: 24px;
|
|
margin: 10px 5px;
|
|
padding: 5px 5px;
|
|
font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
|
|
font-size: 14px;
|
|
box-sizing: border-box;
|
|
border: 1px solid #888;
|
|
border-radius: 4px;
|
|
outline: none;
|
|
background-color: #eee;
|
|
transition: background-color 0.2s, border 0.2s;
|
|
width: calc(100% - 10px);
|
|
}
|
|
|
|
.menu-textbox.invalid,
|
|
.dark .menu-textbox.invalid {
|
|
color: red;
|
|
}
|
|
|
|
.dark .menu-textbox {
|
|
background-color: #222;
|
|
color: #eee;
|
|
}
|
|
|
|
.radio-container {
|
|
margin: 4px;
|
|
}
|
|
|
|
.topmostdiv {
|
|
display: flex;
|
|
flex-direction: column;
|
|
width: 100%;
|
|
background-color: white;
|
|
transition: background-color 0.3s;
|
|
}
|
|
|
|
#top {
|
|
display: flex;
|
|
flex-wrap: wrap;
|
|
justify-content: flex-end;
|
|
align-items: center;
|
|
}
|
|
|
|
#topdivider {
|
|
border-bottom: 2px solid black;
|
|
display: flex;
|
|
justify-content: center;
|
|
align-items: center;
|
|
}
|
|
|
|
.dark #topdivider {
|
|
border-bottom: 2px solid #ccc;
|
|
}
|
|
|
|
#topdivider>div {
|
|
position: relative;
|
|
}
|
|
|
|
#toptoggle {
|
|
cursor: pointer;
|
|
user-select: none;
|
|
position: absolute;
|
|
padding: 0.1rem 0.3rem;
|
|
top: -0.4rem;
|
|
left: -1rem;
|
|
font-size: 1.4rem;
|
|
line-height: 60%;
|
|
border: 1px solid black;
|
|
border-radius: 1rem;
|
|
background-color: #fff;
|
|
z-index: 100;
|
|
}
|
|
|
|
.flipped {
|
|
transform: rotate(0.5turn);
|
|
}
|
|
|
|
.dark #toptoggle {
|
|
border: 1px solid #fff;
|
|
background-color: #222;
|
|
}
|
|
|
|
#fileinfodiv {
|
|
flex: 20rem 1 0;
|
|
overflow: auto;
|
|
}
|
|
|
|
#bomcontrols {
|
|
display: flex;
|
|
flex-direction: row-reverse;
|
|
}
|
|
|
|
#bomcontrols>* {
|
|
flex-shrink: 0;
|
|
}
|
|
|
|
#dbg {
|
|
display: block;
|
|
}
|
|
|
|
::-webkit-scrollbar {
|
|
width: 8px;
|
|
}
|
|
|
|
::-webkit-scrollbar-track {
|
|
background: #aaa;
|
|
}
|
|
|
|
::-webkit-scrollbar-thumb {
|
|
background: #666;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
::-webkit-scrollbar-thumb:hover {
|
|
background: #555;
|
|
}
|
|
|
|
.slider {
|
|
-webkit-appearance: none;
|
|
width: 100%;
|
|
margin: 3px 0;
|
|
padding: 0;
|
|
outline: none;
|
|
opacity: 0.7;
|
|
-webkit-transition: .2s;
|
|
transition: opacity .2s;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider:hover {
|
|
opacity: 1;
|
|
}
|
|
|
|
.slider:focus {
|
|
outline: none;
|
|
}
|
|
|
|
.slider::-webkit-slider-runnable-track {
|
|
-webkit-appearance: none;
|
|
width: 100%;
|
|
height: 8px;
|
|
background: #d3d3d3;
|
|
border-radius: 3px;
|
|
border: none;
|
|
}
|
|
|
|
.slider::-webkit-slider-thumb {
|
|
-webkit-appearance: none;
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
margin-top: -4px;
|
|
}
|
|
|
|
.dark .slider::-webkit-slider-thumb {
|
|
background: #3d3;
|
|
}
|
|
|
|
.slider::-moz-range-thumb {
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
}
|
|
|
|
.slider::-moz-range-track {
|
|
height: 8px;
|
|
background: #d3d3d3;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.dark .slider::-moz-range-thumb {
|
|
background: #3d3;
|
|
}
|
|
|
|
.slider::-ms-track {
|
|
width: 100%;
|
|
height: 8px;
|
|
border-width: 3px 0;
|
|
background: transparent;
|
|
border-color: transparent;
|
|
color: transparent;
|
|
transition: opacity .2s;
|
|
}
|
|
|
|
.slider::-ms-fill-lower {
|
|
background: #d3d3d3;
|
|
border: none;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider::-ms-fill-upper {
|
|
background: #d3d3d3;
|
|
border: none;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider::-ms-thumb {
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
margin: 0;
|
|
}
|
|
|
|
.shameless-plug {
|
|
font-size: 0.8em;
|
|
text-align: center;
|
|
display: block;
|
|
}
|
|
|
|
a {
|
|
color: #0278a4;
|
|
}
|
|
|
|
.dark a {
|
|
color: #00b9fd;
|
|
}
|
|
|
|
#frontcanvas,
|
|
#backcanvas {
|
|
touch-action: none;
|
|
}
|
|
|
|
.placeholder {
|
|
border: 1px dashed #9f9fda !important;
|
|
background-color: #edf2f7 !important;
|
|
}
|
|
|
|
.dragging {
|
|
z-index: 999;
|
|
}
|
|
|
|
.dark .dragging>table>tbody>tr {
|
|
background-color: #252c30;
|
|
}
|
|
|
|
.dark .placeholder {
|
|
filter: invert(1);
|
|
}
|
|
|
|
.column-spacer {
|
|
top: 0;
|
|
left: 0;
|
|
width: calc(100% - 4px);
|
|
position: absolute;
|
|
cursor: pointer;
|
|
user-select: none;
|
|
height: 100%;
|
|
}
|
|
|
|
.column-width-handle {
|
|
top: 0;
|
|
right: 0;
|
|
width: 4px;
|
|
position: absolute;
|
|
cursor: col-resize;
|
|
user-select: none;
|
|
height: 100%;
|
|
}
|
|
|
|
.column-width-handle:hover {
|
|
background-color: #4f99bd;
|
|
}
|
|
|
|
.help-link {
|
|
border: 1px solid #0278a4;
|
|
padding-inline: 0.3rem;
|
|
border-radius: 3px;
|
|
cursor: pointer;
|
|
}
|
|
|
|
.dark .help-link {
|
|
border: 1px solid #00b9fd;
|
|
}
|
|
|
|
.bom-color {
|
|
width: 20%;
|
|
}
|
|
|
|
.color-column input {
|
|
width: 1.6rem;
|
|
height: 1rem;
|
|
border: 1px solid black;
|
|
cursor: pointer;
|
|
padding: 0;
|
|
}
|
|
|
|
/* removes default styling from input color element */
|
|
::-webkit-color-swatch {
|
|
border: none;
|
|
}
|
|
|
|
::-webkit-color-swatch-wrapper {
|
|
padding: 0;
|
|
}
|
|
|
|
::-moz-color-swatch,
|
|
::-moz-focus-inner {
|
|
border: none;
|
|
}
|
|
|
|
::-moz-focus-inner {
|
|
padding: 0;
|
|
}
|
|
/* #bomhead {
|
|
position: sticky;
|
|
top: 0px;
|
|
z-index: 1;
|
|
} */
|
|
</style>
|
|
<script type="text/javascript" >
|
|
///////////////////////////////////////////////
|
|
/*
|
|
Split.js - v1.3.5
|
|
MIT License
|
|
https://github.com/nathancahill/Split.js
|
|
*/
|
|
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
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// This work is free. You can redistribute it and/or modify it
|
|
// under the terms of the WTFPL, Version 2
|
|
// For more information see LICENSE.txt or http://www.wtfpl.net/
|
|
//
|
|
// For more information, the home page:
|
|
// http://pieroxy.net/blog/pages/lz-string/testing.html
|
|
//
|
|
// LZ-based compression algorithm, version 1.4.4
|
|
var LZString=function(){var o=String.fromCharCode,i={};var n={decompressFromBase64:function(o){return null==o?"":""==o?null:n._decompress(o.length,32,function(n){return function(o,n){if(!i[o]){i[o]={};for(var t=0;t<o.length;t++)i[o][o.charAt(t)]=t}return i[o][n]}("ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",o.charAt(n))})},_decompress:function(i,n,t){var r,e,a,s,p,u,l,f=[],c=4,d=4,h=3,v="",g=[],m={val:t(0),position:n,index:1};for(r=0;r<3;r+=1)f[r]=r;for(a=0,p=Math.pow(2,2),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 2:return""}for(f[3]=l,e=l,g.push(l);;){if(m.index>i)return"";for(a=0,p=Math.pow(2,h),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(l=a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 2:return g.join("")}if(0==c&&(c=Math.pow(2,h),h++),f[l])v=f[l];else{if(l!==d)return null;v=e+e.charAt(0)}g.push(v),f[d++]=e+v.charAt(0),e=v,0==--c&&(c=Math.pow(2,h),h++)}}};return n}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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/*!
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|
* PEP v0.4.3 | https://github.com/jquery/PEP
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|
* Copyright jQuery Foundation and other contributors | http://jquery.org/license
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|
*/
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|
!function(a,b){"object"==typeof exports&&"undefined"!=typeof module?module.exports=b():"function"==typeof define&&define.amd?define(b):a.PointerEventsPolyfill=b()}(this,function(){"use strict";function a(a,b){b=b||Object.create(null);var c=document.createEvent("Event");c.initEvent(a,b.bubbles||!1,b.cancelable||!1);
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for(var d,e=2;e<m.length;e++)d=m[e],c[d]=b[d]||n[e];c.buttons=b.buttons||0;
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var f=0;return f=b.pressure&&c.buttons?b.pressure:c.buttons?.5:0,c.x=c.clientX,c.y=c.clientY,c.pointerId=b.pointerId||0,c.width=b.width||0,c.height=b.height||0,c.pressure=f,c.tiltX=b.tiltX||0,c.tiltY=b.tiltY||0,c.twist=b.twist||0,c.tangentialPressure=b.tangentialPressure||0,c.pointerType=b.pointerType||"",c.hwTimestamp=b.hwTimestamp||0,c.isPrimary=b.isPrimary||!1,c}function b(){this.array=[],this.size=0}function c(a,b,c,d){this.addCallback=a.bind(d),this.removeCallback=b.bind(d),this.changedCallback=c.bind(d),A&&(this.observer=new A(this.mutationWatcher.bind(this)))}function d(a){return"body /shadow-deep/ "+e(a)}function e(a){return'[touch-action="'+a+'"]'}function f(a){return"{ -ms-touch-action: "+a+"; touch-action: "+a+"; }"}function g(){if(F){D.forEach(function(a){String(a)===a?(E+=e(a)+f(a)+"\n",G&&(E+=d(a)+f(a)+"\n")):(E+=a.selectors.map(e)+f(a.rule)+"\n",G&&(E+=a.selectors.map(d)+f(a.rule)+"\n"))});var a=document.createElement("style");a.textContent=E,document.head.appendChild(a)}}function h(){if(!window.PointerEvent){if(window.PointerEvent=a,window.navigator.msPointerEnabled){var b=window.navigator.msMaxTouchPoints;Object.defineProperty(window.navigator,"maxTouchPoints",{value:b,enumerable:!0}),u.registerSource("ms",_)}else Object.defineProperty(window.navigator,"maxTouchPoints",{value:0,enumerable:!0}),u.registerSource("mouse",N),void 0!==window.ontouchstart&&u.registerSource("touch",V);u.register(document)}}function i(a){if(!u.pointermap.has(a)){var b=new Error("InvalidPointerId");throw b.name="InvalidPointerId",b}}function j(a){for(var b=a.parentNode;b&&b!==a.ownerDocument;)b=b.parentNode;if(!b){var c=new Error("InvalidStateError");throw c.name="InvalidStateError",c}}function k(a){var b=u.pointermap.get(a);return 0!==b.buttons}function l(){window.Element&&!Element.prototype.setPointerCapture&&Object.defineProperties(Element.prototype,{setPointerCapture:{value:W},releasePointerCapture:{value:X},hasPointerCapture:{value:Y}})}
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var m=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","pageX","pageY"],n=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0],o=window.Map&&window.Map.prototype.forEach,p=o?Map:b;b.prototype={set:function(a,b){return void 0===b?this["delete"](a):(this.has(a)||this.size++,void(this.array[a]=b))},has:function(a){return void 0!==this.array[a]},"delete":function(a){this.has(a)&&(delete this.array[a],this.size--)},get:function(a){return this.array[a]},clear:function(){this.array.length=0,this.size=0},forEach:function(a,b){return this.array.forEach(function(c,d){a.call(b,c,d,this)},this)}};var q=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","buttons","pointerId","width","height","pressure","tiltX","tiltY","pointerType","hwTimestamp","isPrimary","type","target","currentTarget","which","pageX","pageY","timeStamp"],r=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0,0,0,0,0,0,"",0,!1,"",null,null,0,0,0,0],s={pointerover:1,pointerout:1,pointerenter:1,pointerleave:1},t="undefined"!=typeof SVGElementInstance,u={pointermap:new p,eventMap:Object.create(null),captureInfo:Object.create(null),eventSources:Object.create(null),eventSourceList:[],registerSource:function(a,b){var c=b,d=c.events;d&&(d.forEach(function(a){c[a]&&(this.eventMap[a]=c[a].bind(c))},this),this.eventSources[a]=c,this.eventSourceList.push(c))},register:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
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b.register.call(b,a)},unregister:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
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b.unregister.call(b,a)},contains:function(a,b){try{return a.contains(b)}catch(c){return!1}},down:function(a){a.bubbles=!0,this.fireEvent("pointerdown",a)},move:function(a){a.bubbles=!0,this.fireEvent("pointermove",a)},up:function(a){a.bubbles=!0,this.fireEvent("pointerup",a)},enter:function(a){a.bubbles=!1,this.fireEvent("pointerenter",a)},leave:function(a){a.bubbles=!1,this.fireEvent("pointerleave",a)},over:function(a){a.bubbles=!0,this.fireEvent("pointerover",a)},out:function(a){a.bubbles=!0,this.fireEvent("pointerout",a)},cancel:function(a){a.bubbles=!0,this.fireEvent("pointercancel",a)},leaveOut:function(a){this.out(a),this.propagate(a,this.leave,!1)},enterOver:function(a){this.over(a),this.propagate(a,this.enter,!0)},eventHandler:function(a){if(!a._handledByPE){var b=a.type,c=this.eventMap&&this.eventMap[b];c&&c(a),a._handledByPE=!0}},listen:function(a,b){b.forEach(function(b){this.addEvent(a,b)},this)},unlisten:function(a,b){b.forEach(function(b){this.removeEvent(a,b)},this)},addEvent:function(a,b){a.addEventListener(b,this.boundHandler)},removeEvent:function(a,b){a.removeEventListener(b,this.boundHandler)},makeEvent:function(b,c){this.captureInfo[c.pointerId]&&(c.relatedTarget=null);var d=new a(b,c);return c.preventDefault&&(d.preventDefault=c.preventDefault),d._target=d._target||c.target,d},fireEvent:function(a,b){var c=this.makeEvent(a,b);return this.dispatchEvent(c)},cloneEvent:function(a){for(var b,c=Object.create(null),d=0;d<q.length;d++)b=q[d],c[b]=a[b]||r[d],!t||"target"!==b&&"relatedTarget"!==b||c[b]instanceof SVGElementInstance&&(c[b]=c[b].correspondingUseElement);return a.preventDefault&&(c.preventDefault=function(){a.preventDefault()}),c},getTarget:function(a){var b=this.captureInfo[a.pointerId];return b?a._target!==b&&a.type in s?void 0:b:a._target},propagate:function(a,b,c){for(var d=a.target,e=[];d!==document&&!d.contains(a.relatedTarget);) if(e.push(d),d=d.parentNode,!d)return;c&&e.reverse(),e.forEach(function(c){a.target=c,b.call(this,a)},this)},setCapture:function(b,c,d){this.captureInfo[b]&&this.releaseCapture(b,d),this.captureInfo[b]=c,this.implicitRelease=this.releaseCapture.bind(this,b,d),document.addEventListener("pointerup",this.implicitRelease),document.addEventListener("pointercancel",this.implicitRelease);var e=new a("gotpointercapture");e.pointerId=b,e._target=c,d||this.asyncDispatchEvent(e)},releaseCapture:function(b,c){var d=this.captureInfo[b];if(d){this.captureInfo[b]=void 0,document.removeEventListener("pointerup",this.implicitRelease),document.removeEventListener("pointercancel",this.implicitRelease);var e=new a("lostpointercapture");e.pointerId=b,e._target=d,c||this.asyncDispatchEvent(e)}},dispatchEvent:/*scope.external.dispatchEvent || */function(a){var b=this.getTarget(a);if(b)return b.dispatchEvent(a)},asyncDispatchEvent:function(a){requestAnimationFrame(this.dispatchEvent.bind(this,a))}};u.boundHandler=u.eventHandler.bind(u);var v={shadow:function(a){if(a)return a.shadowRoot||a.webkitShadowRoot},canTarget:function(a){return a&&Boolean(a.elementFromPoint)},targetingShadow:function(a){var b=this.shadow(a);if(this.canTarget(b))return b},olderShadow:function(a){var b=a.olderShadowRoot;if(!b){var c=a.querySelector("shadow");c&&(b=c.olderShadowRoot)}return b},allShadows:function(a){for(var b=[],c=this.shadow(a);c;)b.push(c),c=this.olderShadow(c);return b},searchRoot:function(a,b,c){if(a){var d,e,f=a.elementFromPoint(b,c);for(e=this.targetingShadow(f);e;){if(d=e.elementFromPoint(b,c)){var g=this.targetingShadow(d);return this.searchRoot(g,b,c)||d} e=this.olderShadow(e)} return f}},owner:function(a){
|
|
for(var b=a;b.parentNode;)b=b.parentNode;
|
|
return b.nodeType!==Node.DOCUMENT_NODE&&b.nodeType!==Node.DOCUMENT_FRAGMENT_NODE&&(b=document),b},findTarget:function(a){var b=a.clientX,c=a.clientY,d=this.owner(a.target);
|
|
return d.elementFromPoint(b,c)||(d=document),this.searchRoot(d,b,c)}},w=Array.prototype.forEach.call.bind(Array.prototype.forEach),x=Array.prototype.map.call.bind(Array.prototype.map),y=Array.prototype.slice.call.bind(Array.prototype.slice),z=Array.prototype.filter.call.bind(Array.prototype.filter),A=window.MutationObserver||window.WebKitMutationObserver,B="[touch-action]",C={subtree:!0,childList:!0,attributes:!0,attributeOldValue:!0,attributeFilter:["touch-action"]};c.prototype={watchSubtree:function(a){
|
|
//
|
|
this.observer&&v.canTarget(a)&&this.observer.observe(a,C)},enableOnSubtree:function(a){this.watchSubtree(a),a===document&&"complete"!==document.readyState?this.installOnLoad():this.installNewSubtree(a)},installNewSubtree:function(a){w(this.findElements(a),this.addElement,this)},findElements:function(a){return a.querySelectorAll?a.querySelectorAll(B):[]},removeElement:function(a){this.removeCallback(a)},addElement:function(a){this.addCallback(a)},elementChanged:function(a,b){this.changedCallback(a,b)},concatLists:function(a,b){return a.concat(y(b))},
|
|
installOnLoad:function(){document.addEventListener("readystatechange",function(){"complete"===document.readyState&&this.installNewSubtree(document)}.bind(this))},isElement:function(a){return a.nodeType===Node.ELEMENT_NODE},flattenMutationTree:function(a){
|
|
var b=x(a,this.findElements,this);
|
|
return b.push(z(a,this.isElement)),b.reduce(this.concatLists,[])},mutationWatcher:function(a){a.forEach(this.mutationHandler,this)},mutationHandler:function(a){if("childList"===a.type){var b=this.flattenMutationTree(a.addedNodes);b.forEach(this.addElement,this);var c=this.flattenMutationTree(a.removedNodes);c.forEach(this.removeElement,this)}else"attributes"===a.type&&this.elementChanged(a.target,a.oldValue)}};var D=["none","auto","pan-x","pan-y",{rule:"pan-x pan-y",selectors:["pan-x pan-y","pan-y pan-x"]}],E="",F=window.PointerEvent||window.MSPointerEvent,G=!window.ShadowDOMPolyfill&&document.head.createShadowRoot,H=u.pointermap,I=25,J=[1,4,2,8,16],K=!1;try{K=1===new MouseEvent("test",{buttons:1}).buttons}catch(L){}
|
|
var M,N={POINTER_ID:1,POINTER_TYPE:"mouse",events:["mousedown","mousemove","mouseup","mouseover","mouseout"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},lastTouches:[],
|
|
isEventSimulatedFromTouch:function(a){for(var b,c=this.lastTouches,d=a.clientX,e=a.clientY,f=0,g=c.length;f<g&&(b=c[f]);f++){
|
|
var h=Math.abs(d-b.x),i=Math.abs(e-b.y);if(h<=I&&i<=I)return!0}},prepareEvent:function(a){var b=u.cloneEvent(a),c=b.preventDefault;return b.preventDefault=function(){a.preventDefault(),c()},b.pointerId=this.POINTER_ID,b.isPrimary=!0,b.pointerType=this.POINTER_TYPE,b},prepareButtonsForMove:function(a,b){var c=H.get(this.POINTER_ID);
|
|
0!==b.which&&c?a.buttons=c.buttons:a.buttons=0,b.buttons=a.buttons},mousedown:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);K||(c.buttons=J[c.button],b&&(c.buttons|=b.buttons),a.buttons=c.buttons),H.set(this.POINTER_ID,a),b&&0!==b.buttons?u.move(c):u.down(c)}},mousemove:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.move(b)}},mouseup:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);if(!K){var d=J[c.button];
|
|
c.buttons=b?b.buttons&~d:0,a.buttons=c.buttons}H.set(this.POINTER_ID,a),
|
|
c.buttons&=~J[c.button],0===c.buttons?u.up(c):u.move(c)}},mouseover:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.enterOver(b)}},mouseout:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,u.leaveOut(b)}},cancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.deactivateMouse()},deactivateMouse:function(){H["delete"](this.POINTER_ID)}},O=u.captureInfo,P=v.findTarget.bind(v),Q=v.allShadows.bind(v),R=u.pointermap,S=2500,T=200,U="touch-action",V={events:["touchstart","touchmove","touchend","touchcancel"],register:function(a){M.enableOnSubtree(a)},unregister:function(){},elementAdded:function(a){var b=a.getAttribute(U),c=this.touchActionToScrollType(b);c&&(a._scrollType=c,u.listen(a,this.events),
|
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Q(a).forEach(function(a){a._scrollType=c,u.listen(a,this.events)},this))},elementRemoved:function(a){a._scrollType=void 0,u.unlisten(a,this.events),
|
|
Q(a).forEach(function(a){a._scrollType=void 0,u.unlisten(a,this.events)},this)},elementChanged:function(a,b){var c=a.getAttribute(U),d=this.touchActionToScrollType(c),e=this.touchActionToScrollType(b);
|
|
d&&e?(a._scrollType=d,Q(a).forEach(function(a){a._scrollType=d},this)):e?this.elementRemoved(a):d&&this.elementAdded(a)},scrollTypes:{EMITTER:"none",XSCROLLER:"pan-x",YSCROLLER:"pan-y",SCROLLER:/^(?:pan-x pan-y)|(?:pan-y pan-x)|auto$/},touchActionToScrollType:function(a){var b=a,c=this.scrollTypes;return"none"===b?"none":b===c.XSCROLLER?"X":b===c.YSCROLLER?"Y":c.SCROLLER.exec(b)?"XY":void 0},POINTER_TYPE:"touch",firstTouch:null,isPrimaryTouch:function(a){return this.firstTouch===a.identifier},setPrimaryTouch:function(a){
|
|
(0===R.size||1===R.size&&R.has(1))&&(this.firstTouch=a.identifier,this.firstXY={X:a.clientX,Y:a.clientY},this.scrolling=!1,this.cancelResetClickCount())},removePrimaryPointer:function(a){a.isPrimary&&(this.firstTouch=null,this.firstXY=null,this.resetClickCount())},clickCount:0,resetId:null,resetClickCount:function(){var a=function(){this.clickCount=0,this.resetId=null}.bind(this);this.resetId=setTimeout(a,T)},cancelResetClickCount:function(){this.resetId&&clearTimeout(this.resetId)},typeToButtons:function(a){var b=0;return"touchstart"!==a&&"touchmove"!==a||(b=1),b},touchToPointer:function(a){var b=this.currentTouchEvent,c=u.cloneEvent(a),d=c.pointerId=a.identifier+2;c.target=O[d]||P(c),c.bubbles=!0,c.cancelable=!0,c.detail=this.clickCount,c.button=0,c.buttons=this.typeToButtons(b.type),c.width=2*(a.radiusX||a.webkitRadiusX||0),c.height=2*(a.radiusY||a.webkitRadiusY||0),c.pressure=a.force||a.webkitForce||.5,c.isPrimary=this.isPrimaryTouch(a),c.pointerType=this.POINTER_TYPE,
|
|
c.altKey=b.altKey,c.ctrlKey=b.ctrlKey,c.metaKey=b.metaKey,c.shiftKey=b.shiftKey;
|
|
var e=this;return c.preventDefault=function(){e.scrolling=!1,e.firstXY=null,b.preventDefault()},c},processTouches:function(a,b){var c=a.changedTouches;this.currentTouchEvent=a;for(var d,e=0;e<c.length;e++)d=c[e],b.call(this,this.touchToPointer(d))},
|
|
shouldScroll:function(a){if(this.firstXY){var b,c=a.currentTarget._scrollType;if("none"===c)
|
|
b=!1;else if("XY"===c)
|
|
b=!0;else{var d=a.changedTouches[0],e=c,f="Y"===c?"X":"Y",g=Math.abs(d["client"+e]-this.firstXY[e]),h=Math.abs(d["client"+f]-this.firstXY[f]);
|
|
b=g>=h}return this.firstXY=null,b}},findTouch:function(a,b){for(var c,d=0,e=a.length;d<e&&(c=a[d]);d++)if(c.identifier===b)return!0},
|
|
vacuumTouches:function(a){var b=a.touches;
|
|
if(R.size>=b.length){var c=[];R.forEach(function(a,d){
|
|
if(1!==d&&!this.findTouch(b,d-2)){var e=a.out;c.push(e)}},this),c.forEach(this.cancelOut,this)}},touchstart:function(a){this.vacuumTouches(a),this.setPrimaryTouch(a.changedTouches[0]),this.dedupSynthMouse(a),this.scrolling||(this.clickCount++,this.processTouches(a,this.overDown))},overDown:function(a){R.set(a.pointerId,{target:a.target,out:a,outTarget:a.target}),u.enterOver(a),u.down(a)},touchmove:function(a){this.scrolling||(this.shouldScroll(a)?(this.scrolling=!0,this.touchcancel(a)):(a.preventDefault(),this.processTouches(a,this.moveOverOut)))},moveOverOut:function(a){var b=a,c=R.get(b.pointerId);
|
|
if(c){var d=c.out,e=c.outTarget;u.move(b),d&&e!==b.target&&(d.relatedTarget=b.target,b.relatedTarget=e,
|
|
d.target=e,b.target?(u.leaveOut(d),u.enterOver(b)):(
|
|
b.target=e,b.relatedTarget=null,this.cancelOut(b))),c.out=b,c.outTarget=b.target}},touchend:function(a){this.dedupSynthMouse(a),this.processTouches(a,this.upOut)},upOut:function(a){this.scrolling||(u.up(a),u.leaveOut(a)),this.cleanUpPointer(a)},touchcancel:function(a){this.processTouches(a,this.cancelOut)},cancelOut:function(a){u.cancel(a),u.leaveOut(a),this.cleanUpPointer(a)},cleanUpPointer:function(a){R["delete"](a.pointerId),this.removePrimaryPointer(a)},
|
|
dedupSynthMouse:function(a){var b=N.lastTouches,c=a.changedTouches[0];
|
|
if(this.isPrimaryTouch(c)){
|
|
var d={x:c.clientX,y:c.clientY};b.push(d);var e=function(a,b){var c=a.indexOf(b);c>-1&&a.splice(c,1)}.bind(null,b,d);setTimeout(e,S)}}};M=new c(V.elementAdded,V.elementRemoved,V.elementChanged,V);var W,X,Y,Z=u.pointermap,$=window.MSPointerEvent&&"number"==typeof window.MSPointerEvent.MSPOINTER_TYPE_MOUSE,_={events:["MSPointerDown","MSPointerMove","MSPointerUp","MSPointerOut","MSPointerOver","MSPointerCancel","MSGotPointerCapture","MSLostPointerCapture"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},POINTER_TYPES:["","unavailable","touch","pen","mouse"],prepareEvent:function(a){var b=a;return $&&(b=u.cloneEvent(a),b.pointerType=this.POINTER_TYPES[a.pointerType]),b},cleanup:function(a){Z["delete"](a)},MSPointerDown:function(a){Z.set(a.pointerId,a);var b=this.prepareEvent(a);u.down(b)},MSPointerMove:function(a){var b=this.prepareEvent(a);u.move(b)},MSPointerUp:function(a){var b=this.prepareEvent(a);u.up(b),this.cleanup(a.pointerId)},MSPointerOut:function(a){var b=this.prepareEvent(a);u.leaveOut(b)},MSPointerOver:function(a){var b=this.prepareEvent(a);u.enterOver(b)},MSPointerCancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.cleanup(a.pointerId)},MSLostPointerCapture:function(a){var b=u.makeEvent("lostpointercapture",a);u.dispatchEvent(b)},MSGotPointerCapture:function(a){var b=u.makeEvent("gotpointercapture",a);u.dispatchEvent(b)}},aa=window.navigator;aa.msPointerEnabled?(W=function(a){i(a),j(this),k(a)&&(u.setCapture(a,this,!0),this.msSetPointerCapture(a))},X=function(a){i(a),u.releaseCapture(a,!0),this.msReleasePointerCapture(a)}):(W=function(a){i(a),j(this),k(a)&&u.setCapture(a,this)},X=function(a){i(a),u.releaseCapture(a)}),Y=function(a){return!!u.captureInfo[a]},g(),h(),l();var ba={dispatcher:u,Installer:c,PointerEvent:a,PointerMap:p,targetFinding:v};return ba});
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": "none", "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "offset_back_rotation": false, "kicad_text_formatting": true, "fields": ["Value", "Footprint"]}
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
var pcbdata = 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>
|