4710 lines
884 KiB
HTML
4710 lines
884 KiB
HTML
<!DOCTYPE html>
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<html lang="en">
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<head>
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<meta charset="UTF-8">
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<meta name="viewport" content="width=device-width, initial-scale=1.0">
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<title>Interactive BOM for KiCAD</title>
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<style type="text/css">
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:root {
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--pcb-edge-color: black;
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--pad-color: #878787;
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--pad-hole-color: #CCCCCC;
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--pad-color-highlight: #D04040;
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--pad-color-highlight-both: #D0D040;
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--pad-color-highlight-marked: #44a344;
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--pin1-outline-color: #ffb629;
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--pin1-outline-color-highlight: #ffb629;
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--pin1-outline-color-highlight-both: #fcbb39;
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--pin1-outline-color-highlight-marked: #fdbe41;
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--silkscreen-edge-color: #aa4;
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--silkscreen-polygon-color: #4aa;
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--silkscreen-text-color: #4aa;
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--fabrication-edge-color: #907651;
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--fabrication-polygon-color: #907651;
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--fabrication-text-color: #a27c24;
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--track-color: #def5f1;
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--track-color-highlight: #D04040;
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--zone-color: #def5f1;
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--zone-color-highlight: #d0404080;
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}
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html,
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body {
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margin: 0px;
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height: 100%;
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font-family: Verdana, sans-serif;
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}
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.dark.topmostdiv {
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--pcb-edge-color: #eee;
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--pad-color: #808080;
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--pin1-outline-color: #ffa800;
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--pin1-outline-color-highlight: #ccff00;
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--track-color: #42524f;
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--zone-color: #42524f;
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background-color: #252c30;
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color: #eee;
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}
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button {
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background-color: #eee;
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border: 1px solid #888;
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color: black;
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height: 44px;
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width: 44px;
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text-align: center;
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text-decoration: none;
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display: inline-block;
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font-size: 14px;
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font-weight: bolder;
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}
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.dark button {
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/* This will be inverted */
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background-color: #c3b7b5;
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}
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button.depressed {
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background-color: #0a0;
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color: white;
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}
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.dark button.depressed {
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/* This will be inverted */
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background-color: #b3b;
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}
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button:focus {
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outline: 0;
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}
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button#tb-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.32 290.12h5.82M1.32 291.45h5.82' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 292.5v4.23M.26 292.63H8.2' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='1.35' y='295.73'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
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}
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button#lr-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.06 290.12H3.7m-2.64 1.33H3.7m-2.64 1.32H3.7m-2.64 1.3H3.7m-2.64 1.33H3.7' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 288.8v7.94m0-4.11h3.96' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='5.11' y='291.96'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
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}
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button#bom-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)' fill='none' stroke='%23000' stroke-width='.4'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' stroke-linejoin='round'/%3E%3Cpath d='M1.59 290.12h5.29M1.59 291.45h5.33M1.59 292.75h5.33M1.59 294.09h5.33M1.59 295.41h5.33'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-grouped-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m4 0h5m4 0h3M6.1 22h3m3.9 0h5m4 0h4m-16-8h4m4 0h4'/%3E%3Cpath stroke-linecap='null' d='M5 17.5h22M5 26.6h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-ungrouped-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m-4 8h3m-3 8h4'/%3E%3Cpath stroke-linecap='null' d='M5 13.5h22m-22 8h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-netlist-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg fill='none' stroke='%23000' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-width='2' d='M6 26l6-6v-8m13.8-6.3l-6 6v8'/%3E%3Ccircle cx='11.8' cy='9.5' r='2.8' stroke-width='2'/%3E%3Ccircle cx='19.8' cy='22.8' r='2.8' stroke-width='2'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#copy {
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background-image: url("data:image/svg+xml,%3Csvg height='48' viewBox='0 0 48 48' width='48' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 0h48v48h-48z' fill='none'/%3E%3Cpath d='M32 2h-24c-2.21 0-4 1.79-4 4v28h4v-28h24v-4zm6 8h-22c-2.21 0-4 1.79-4 4v28c0 2.21 1.79 4 4 4h22c2.21 0 4-1.79 4-4v-28c0-2.21-1.79-4-4-4zm0 32h-22v-28h22v28z'/%3E%3C/svg%3E");
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background-position: 6px 6px;
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background-repeat: no-repeat;
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background-size: 26px 26px;
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border-radius: 6px;
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height: 40px;
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width: 40px;
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margin: 10px 5px;
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}
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button#copy:active {
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box-shadow: inset 0px 0px 5px #6c6c6c;
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}
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textarea.clipboard-temp {
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position: fixed;
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top: 0;
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left: 0;
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width: 2em;
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height: 2em;
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padding: 0;
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border: None;
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outline: None;
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box-shadow: None;
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background: transparent;
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}
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.left-most-button {
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border-right: 0;
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border-top-left-radius: 6px;
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border-bottom-left-radius: 6px;
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}
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.middle-button {
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border-right: 0;
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}
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.right-most-button {
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border-top-right-radius: 6px;
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border-bottom-right-radius: 6px;
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}
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.button-container {
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font-size: 0;
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margin: 0.4rem 0.4rem 0.4rem 0;
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}
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.dark .button-container {
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filter: invert(1);
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}
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.button-container button {
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background-size: 32px 32px;
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background-position: 5px 5px;
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background-repeat: no-repeat;
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}
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@media print {
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.hideonprint {
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display: none;
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}
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}
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canvas {
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cursor: crosshair;
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}
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canvas:active {
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cursor: grabbing;
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}
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.fileinfo {
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width: 100%;
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max-width: 1000px;
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border: none;
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padding: 3px;
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}
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.fileinfo .title {
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font-size: 20pt;
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font-weight: bold;
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}
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.fileinfo td {
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overflow: hidden;
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white-space: nowrap;
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max-width: 1px;
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width: 50%;
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text-overflow: ellipsis;
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}
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.bom {
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border-collapse: collapse;
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font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
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font-size: 10pt;
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table-layout: fixed;
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width: 100%;
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margin-top: 1px;
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position: relative;
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}
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.bom th,
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.bom td {
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border: 1px solid black;
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padding: 5px;
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word-wrap: break-word;
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text-align: center;
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position: relative;
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}
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.dark .bom th,
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.dark .bom td {
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border: 1px solid #777;
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}
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.bom th {
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background-color: #CCCCCC;
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background-clip: padding-box;
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}
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.dark .bom th {
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background-color: #3b4749;
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}
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.bom tr.highlighted:nth-child(n) {
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background-color: #cfc;
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}
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.dark .bom tr.highlighted:nth-child(n) {
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background-color: #226022;
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}
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.bom tr:nth-child(even) {
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background-color: #f2f2f2;
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}
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.dark .bom tr:nth-child(even) {
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background-color: #313b40;
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}
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.bom tr.checked {
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color: #1cb53d;
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}
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.dark .bom tr.checked {
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color: #2cce54;
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}
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.bom tr {
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transition: background-color 0.2s;
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}
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.bom .numCol {
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width: 30px;
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}
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.bom .value {
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width: 15%;
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}
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.bom .quantity {
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width: 65px;
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}
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.bom th .sortmark {
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position: absolute;
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right: 1px;
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top: 1px;
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margin-top: -5px;
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border-width: 5px;
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border-style: solid;
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border-color: transparent transparent #221 transparent;
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transform-origin: 50% 85%;
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transition: opacity 0.2s, transform 0.4s;
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}
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.dark .bom th .sortmark {
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filter: invert(1);
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}
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.bom th .sortmark.none {
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opacity: 0;
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}
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.bom th .sortmark.desc {
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transform: rotate(180deg);
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}
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.bom th:hover .sortmark.none {
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opacity: 0.5;
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}
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.bom .bom-checkbox {
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width: 30px;
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position: relative;
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user-select: none;
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-moz-user-select: none;
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}
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.bom .bom-checkbox:before {
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content: "";
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position: absolute;
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border-width: 15px;
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border-style: solid;
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border-color: #51829f transparent transparent transparent;
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visibility: hidden;
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top: -15px;
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}
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.bom .bom-checkbox:after {
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content: "Double click to set/unset all";
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position: absolute;
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color: white;
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top: -35px;
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left: -26px;
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background: #51829f;
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padding: 5px 15px;
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border-radius: 8px;
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white-space: nowrap;
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visibility: hidden;
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}
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.bom .bom-checkbox:hover:before,
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.bom .bom-checkbox:hover:after {
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visibility: visible;
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transition: visibility 0.2s linear 1s;
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}
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.split {
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-webkit-box-sizing: border-box;
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-moz-box-sizing: border-box;
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box-sizing: border-box;
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overflow-y: auto;
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overflow-x: hidden;
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background-color: inherit;
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}
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.split.split-horizontal,
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.gutter.gutter-horizontal {
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height: 100%;
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float: left;
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}
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.gutter {
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background-color: #ddd;
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background-repeat: no-repeat;
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background-position: 50%;
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transition: background-color 0.3s;
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}
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.dark .gutter {
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background-color: #777;
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}
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.gutter.gutter-horizontal {
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAeCAYAAADkftS9AAAAIklEQVQoU2M4c+bMfxAGAgYYmwGrIIiDjrELjpo5aiZeMwF+yNnOs5KSvgAAAABJRU5ErkJggg==');
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cursor: ew-resize;
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width: 5px;
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}
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.gutter.gutter-vertical {
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAFAQMAAABo7865AAAABlBMVEVHcEzMzMzyAv2sAAAAAXRSTlMAQObYZgAAABBJREFUeF5jOAMEEAIEEFwAn3kMwcB6I2AAAAAASUVORK5CYII=');
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cursor: ns-resize;
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height: 5px;
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}
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.searchbox {
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float: left;
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height: 40px;
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margin: 10px 5px;
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padding: 12px 32px;
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font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
|
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font-size: 18px;
|
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box-sizing: border-box;
|
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border: 1px solid #888;
|
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border-radius: 6px;
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outline: none;
|
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background-color: #eee;
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transition: background-color 0.2s, border 0.2s;
|
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAABNklEQVQ4T8XSMUvDQBQH8P/LElFa/AIZHcTBQSz0I/gFstTBRR2KUC4ldDxw7h0Bl3RRUATxi4iiODgoiLNrbQYp5J6cpJJqomkX33Z37/14d/dIa33MzDuYI4johOI4XhyNRteO46zNYjDzAxE1yBZprVeZ+QbAUhXEGJMA2Ox2u4+fQIa0mPmsCgCgJYQ4t7lfgF0opQYAdv9ABkKI/UnOFCClXKjX61cA1osQY8x9kiRNKeV7IWA3oyhaSdP0FkAtjxhj3hzH2RBCPOf3pzqYHCilfAAX+URm9oMguPzeWSGQvUcMYC8rOBJCHBRdqxTo9/vbRHRqi8bj8XKv1xvODbiuW2u32/bvf0SlDv4XYOY7z/Mavu+nM1+BmQ+NMc0wDF/LprP0DbTWW0T00ul0nn4b7Q87+X4Qmfiq2wAAAABJRU5ErkJggg==');
|
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background-position: 10px 10px;
|
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background-repeat: no-repeat;
|
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}
|
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.dark .searchbox {
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background-color: #111;
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color: #eee;
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}
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.searchbox::placeholder {
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color: #ccc;
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}
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.dark .searchbox::placeholder {
|
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color: #666;
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}
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|
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.filter {
|
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width: calc(60% - 64px);
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}
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|
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.reflookup {
|
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width: calc(40% - 10px);
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}
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input[type=text]:focus {
|
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background-color: white;
|
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border: 1px solid #333;
|
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}
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.dark input[type=text]:focus {
|
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background-color: #333;
|
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border: 1px solid #ccc;
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}
|
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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;
|
|
min-height: 100%;
|
|
}
|
|
|
|
#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;
|
|
}
|
|
|
|
</style>
|
|
<script type="text/javascript" >
|
|
///////////////////////////////////////////////
|
|
/*
|
|
Split.js - v1.3.5
|
|
MIT License
|
|
https://github.com/nathancahill/Split.js
|
|
*/
|
|
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
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// This work is free. You can redistribute it and/or modify it
|
|
// under the terms of the WTFPL, Version 2
|
|
// For more information see LICENSE.txt or http://www.wtfpl.net/
|
|
//
|
|
// For more information, the home page:
|
|
// http://pieroxy.net/blog/pages/lz-string/testing.html
|
|
//
|
|
// LZ-based compression algorithm, version 1.4.4
|
|
var LZString=function(){var o=String.fromCharCode,i={};var n={decompressFromBase64:function(o){return null==o?"":""==o?null:n._decompress(o.length,32,function(n){return function(o,n){if(!i[o]){i[o]={};for(var t=0;t<o.length;t++)i[o][o.charAt(t)]=t}return i[o][n]}("ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",o.charAt(n))})},_decompress:function(i,n,t){var r,e,a,s,p,u,l,f=[],c=4,d=4,h=3,v="",g=[],m={val:t(0),position:n,index:1};for(r=0;r<3;r+=1)f[r]=r;for(a=0,p=Math.pow(2,2),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 2:return""}for(f[3]=l,e=l,g.push(l);;){if(m.index>i)return"";for(a=0,p=Math.pow(2,h),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(l=a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 2:return g.join("")}if(0==c&&(c=Math.pow(2,h),h++),f[l])v=f[l];else{if(l!==d)return null;v=e+e.charAt(0)}g.push(v),f[d++]=e+v.charAt(0),e=v,0==--c&&(c=Math.pow(2,h),h++)}}};return n}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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/*!
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|
* PEP v0.4.3 | https://github.com/jquery/PEP
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|
* Copyright jQuery Foundation and other contributors | http://jquery.org/license
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|
*/
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|
!function(a,b){"object"==typeof exports&&"undefined"!=typeof module?module.exports=b():"function"==typeof define&&define.amd?define(b):a.PointerEventsPolyfill=b()}(this,function(){"use strict";function a(a,b){b=b||Object.create(null);var c=document.createEvent("Event");c.initEvent(a,b.bubbles||!1,b.cancelable||!1);
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for(var d,e=2;e<m.length;e++)d=m[e],c[d]=b[d]||n[e];c.buttons=b.buttons||0;
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var f=0;return f=b.pressure&&c.buttons?b.pressure:c.buttons?.5:0,c.x=c.clientX,c.y=c.clientY,c.pointerId=b.pointerId||0,c.width=b.width||0,c.height=b.height||0,c.pressure=f,c.tiltX=b.tiltX||0,c.tiltY=b.tiltY||0,c.twist=b.twist||0,c.tangentialPressure=b.tangentialPressure||0,c.pointerType=b.pointerType||"",c.hwTimestamp=b.hwTimestamp||0,c.isPrimary=b.isPrimary||!1,c}function b(){this.array=[],this.size=0}function c(a,b,c,d){this.addCallback=a.bind(d),this.removeCallback=b.bind(d),this.changedCallback=c.bind(d),A&&(this.observer=new A(this.mutationWatcher.bind(this)))}function d(a){return"body /shadow-deep/ "+e(a)}function e(a){return'[touch-action="'+a+'"]'}function f(a){return"{ -ms-touch-action: "+a+"; touch-action: "+a+"; }"}function g(){if(F){D.forEach(function(a){String(a)===a?(E+=e(a)+f(a)+"\n",G&&(E+=d(a)+f(a)+"\n")):(E+=a.selectors.map(e)+f(a.rule)+"\n",G&&(E+=a.selectors.map(d)+f(a.rule)+"\n"))});var a=document.createElement("style");a.textContent=E,document.head.appendChild(a)}}function h(){if(!window.PointerEvent){if(window.PointerEvent=a,window.navigator.msPointerEnabled){var b=window.navigator.msMaxTouchPoints;Object.defineProperty(window.navigator,"maxTouchPoints",{value:b,enumerable:!0}),u.registerSource("ms",_)}else Object.defineProperty(window.navigator,"maxTouchPoints",{value:0,enumerable:!0}),u.registerSource("mouse",N),void 0!==window.ontouchstart&&u.registerSource("touch",V);u.register(document)}}function i(a){if(!u.pointermap.has(a)){var b=new Error("InvalidPointerId");throw b.name="InvalidPointerId",b}}function j(a){for(var b=a.parentNode;b&&b!==a.ownerDocument;)b=b.parentNode;if(!b){var c=new Error("InvalidStateError");throw c.name="InvalidStateError",c}}function k(a){var b=u.pointermap.get(a);return 0!==b.buttons}function l(){window.Element&&!Element.prototype.setPointerCapture&&Object.defineProperties(Element.prototype,{setPointerCapture:{value:W},releasePointerCapture:{value:X},hasPointerCapture:{value:Y}})}
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var m=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","pageX","pageY"],n=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0],o=window.Map&&window.Map.prototype.forEach,p=o?Map:b;b.prototype={set:function(a,b){return void 0===b?this["delete"](a):(this.has(a)||this.size++,void(this.array[a]=b))},has:function(a){return void 0!==this.array[a]},"delete":function(a){this.has(a)&&(delete this.array[a],this.size--)},get:function(a){return this.array[a]},clear:function(){this.array.length=0,this.size=0},forEach:function(a,b){return this.array.forEach(function(c,d){a.call(b,c,d,this)},this)}};var q=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","buttons","pointerId","width","height","pressure","tiltX","tiltY","pointerType","hwTimestamp","isPrimary","type","target","currentTarget","which","pageX","pageY","timeStamp"],r=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0,0,0,0,0,0,"",0,!1,"",null,null,0,0,0,0],s={pointerover:1,pointerout:1,pointerenter:1,pointerleave:1},t="undefined"!=typeof SVGElementInstance,u={pointermap:new p,eventMap:Object.create(null),captureInfo:Object.create(null),eventSources:Object.create(null),eventSourceList:[],registerSource:function(a,b){var c=b,d=c.events;d&&(d.forEach(function(a){c[a]&&(this.eventMap[a]=c[a].bind(c))},this),this.eventSources[a]=c,this.eventSourceList.push(c))},register:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
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b.register.call(b,a)},unregister:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
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b.unregister.call(b,a)},contains:function(a,b){try{return a.contains(b)}catch(c){return!1}},down:function(a){a.bubbles=!0,this.fireEvent("pointerdown",a)},move:function(a){a.bubbles=!0,this.fireEvent("pointermove",a)},up:function(a){a.bubbles=!0,this.fireEvent("pointerup",a)},enter:function(a){a.bubbles=!1,this.fireEvent("pointerenter",a)},leave:function(a){a.bubbles=!1,this.fireEvent("pointerleave",a)},over:function(a){a.bubbles=!0,this.fireEvent("pointerover",a)},out:function(a){a.bubbles=!0,this.fireEvent("pointerout",a)},cancel:function(a){a.bubbles=!0,this.fireEvent("pointercancel",a)},leaveOut:function(a){this.out(a),this.propagate(a,this.leave,!1)},enterOver:function(a){this.over(a),this.propagate(a,this.enter,!0)},eventHandler:function(a){if(!a._handledByPE){var b=a.type,c=this.eventMap&&this.eventMap[b];c&&c(a),a._handledByPE=!0}},listen:function(a,b){b.forEach(function(b){this.addEvent(a,b)},this)},unlisten:function(a,b){b.forEach(function(b){this.removeEvent(a,b)},this)},addEvent:function(a,b){a.addEventListener(b,this.boundHandler)},removeEvent:function(a,b){a.removeEventListener(b,this.boundHandler)},makeEvent:function(b,c){this.captureInfo[c.pointerId]&&(c.relatedTarget=null);var d=new a(b,c);return c.preventDefault&&(d.preventDefault=c.preventDefault),d._target=d._target||c.target,d},fireEvent:function(a,b){var c=this.makeEvent(a,b);return this.dispatchEvent(c)},cloneEvent:function(a){for(var b,c=Object.create(null),d=0;d<q.length;d++)b=q[d],c[b]=a[b]||r[d],!t||"target"!==b&&"relatedTarget"!==b||c[b]instanceof SVGElementInstance&&(c[b]=c[b].correspondingUseElement);return a.preventDefault&&(c.preventDefault=function(){a.preventDefault()}),c},getTarget:function(a){var b=this.captureInfo[a.pointerId];return b?a._target!==b&&a.type in s?void 0:b:a._target},propagate:function(a,b,c){for(var d=a.target,e=[];d!==document&&!d.contains(a.relatedTarget);) if(e.push(d),d=d.parentNode,!d)return;c&&e.reverse(),e.forEach(function(c){a.target=c,b.call(this,a)},this)},setCapture:function(b,c,d){this.captureInfo[b]&&this.releaseCapture(b,d),this.captureInfo[b]=c,this.implicitRelease=this.releaseCapture.bind(this,b,d),document.addEventListener("pointerup",this.implicitRelease),document.addEventListener("pointercancel",this.implicitRelease);var e=new a("gotpointercapture");e.pointerId=b,e._target=c,d||this.asyncDispatchEvent(e)},releaseCapture:function(b,c){var d=this.captureInfo[b];if(d){this.captureInfo[b]=void 0,document.removeEventListener("pointerup",this.implicitRelease),document.removeEventListener("pointercancel",this.implicitRelease);var e=new a("lostpointercapture");e.pointerId=b,e._target=d,c||this.asyncDispatchEvent(e)}},dispatchEvent:/*scope.external.dispatchEvent || */function(a){var b=this.getTarget(a);if(b)return b.dispatchEvent(a)},asyncDispatchEvent:function(a){requestAnimationFrame(this.dispatchEvent.bind(this,a))}};u.boundHandler=u.eventHandler.bind(u);var v={shadow:function(a){if(a)return a.shadowRoot||a.webkitShadowRoot},canTarget:function(a){return a&&Boolean(a.elementFromPoint)},targetingShadow:function(a){var b=this.shadow(a);if(this.canTarget(b))return b},olderShadow:function(a){var b=a.olderShadowRoot;if(!b){var c=a.querySelector("shadow");c&&(b=c.olderShadowRoot)}return b},allShadows:function(a){for(var b=[],c=this.shadow(a);c;)b.push(c),c=this.olderShadow(c);return b},searchRoot:function(a,b,c){if(a){var d,e,f=a.elementFromPoint(b,c);for(e=this.targetingShadow(f);e;){if(d=e.elementFromPoint(b,c)){var g=this.targetingShadow(d);return this.searchRoot(g,b,c)||d} e=this.olderShadow(e)} return f}},owner:function(a){
|
|
for(var b=a;b.parentNode;)b=b.parentNode;
|
|
return b.nodeType!==Node.DOCUMENT_NODE&&b.nodeType!==Node.DOCUMENT_FRAGMENT_NODE&&(b=document),b},findTarget:function(a){var b=a.clientX,c=a.clientY,d=this.owner(a.target);
|
|
return d.elementFromPoint(b,c)||(d=document),this.searchRoot(d,b,c)}},w=Array.prototype.forEach.call.bind(Array.prototype.forEach),x=Array.prototype.map.call.bind(Array.prototype.map),y=Array.prototype.slice.call.bind(Array.prototype.slice),z=Array.prototype.filter.call.bind(Array.prototype.filter),A=window.MutationObserver||window.WebKitMutationObserver,B="[touch-action]",C={subtree:!0,childList:!0,attributes:!0,attributeOldValue:!0,attributeFilter:["touch-action"]};c.prototype={watchSubtree:function(a){
|
|
//
|
|
this.observer&&v.canTarget(a)&&this.observer.observe(a,C)},enableOnSubtree:function(a){this.watchSubtree(a),a===document&&"complete"!==document.readyState?this.installOnLoad():this.installNewSubtree(a)},installNewSubtree:function(a){w(this.findElements(a),this.addElement,this)},findElements:function(a){return a.querySelectorAll?a.querySelectorAll(B):[]},removeElement:function(a){this.removeCallback(a)},addElement:function(a){this.addCallback(a)},elementChanged:function(a,b){this.changedCallback(a,b)},concatLists:function(a,b){return a.concat(y(b))},
|
|
installOnLoad:function(){document.addEventListener("readystatechange",function(){"complete"===document.readyState&&this.installNewSubtree(document)}.bind(this))},isElement:function(a){return a.nodeType===Node.ELEMENT_NODE},flattenMutationTree:function(a){
|
|
var b=x(a,this.findElements,this);
|
|
return b.push(z(a,this.isElement)),b.reduce(this.concatLists,[])},mutationWatcher:function(a){a.forEach(this.mutationHandler,this)},mutationHandler:function(a){if("childList"===a.type){var b=this.flattenMutationTree(a.addedNodes);b.forEach(this.addElement,this);var c=this.flattenMutationTree(a.removedNodes);c.forEach(this.removeElement,this)}else"attributes"===a.type&&this.elementChanged(a.target,a.oldValue)}};var D=["none","auto","pan-x","pan-y",{rule:"pan-x pan-y",selectors:["pan-x pan-y","pan-y pan-x"]}],E="",F=window.PointerEvent||window.MSPointerEvent,G=!window.ShadowDOMPolyfill&&document.head.createShadowRoot,H=u.pointermap,I=25,J=[1,4,2,8,16],K=!1;try{K=1===new MouseEvent("test",{buttons:1}).buttons}catch(L){}
|
|
var M,N={POINTER_ID:1,POINTER_TYPE:"mouse",events:["mousedown","mousemove","mouseup","mouseover","mouseout"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},lastTouches:[],
|
|
isEventSimulatedFromTouch:function(a){for(var b,c=this.lastTouches,d=a.clientX,e=a.clientY,f=0,g=c.length;f<g&&(b=c[f]);f++){
|
|
var h=Math.abs(d-b.x),i=Math.abs(e-b.y);if(h<=I&&i<=I)return!0}},prepareEvent:function(a){var b=u.cloneEvent(a),c=b.preventDefault;return b.preventDefault=function(){a.preventDefault(),c()},b.pointerId=this.POINTER_ID,b.isPrimary=!0,b.pointerType=this.POINTER_TYPE,b},prepareButtonsForMove:function(a,b){var c=H.get(this.POINTER_ID);
|
|
0!==b.which&&c?a.buttons=c.buttons:a.buttons=0,b.buttons=a.buttons},mousedown:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);K||(c.buttons=J[c.button],b&&(c.buttons|=b.buttons),a.buttons=c.buttons),H.set(this.POINTER_ID,a),b&&0!==b.buttons?u.move(c):u.down(c)}},mousemove:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.move(b)}},mouseup:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);if(!K){var d=J[c.button];
|
|
c.buttons=b?b.buttons&~d:0,a.buttons=c.buttons}H.set(this.POINTER_ID,a),
|
|
c.buttons&=~J[c.button],0===c.buttons?u.up(c):u.move(c)}},mouseover:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.enterOver(b)}},mouseout:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,u.leaveOut(b)}},cancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.deactivateMouse()},deactivateMouse:function(){H["delete"](this.POINTER_ID)}},O=u.captureInfo,P=v.findTarget.bind(v),Q=v.allShadows.bind(v),R=u.pointermap,S=2500,T=200,U="touch-action",V={events:["touchstart","touchmove","touchend","touchcancel"],register:function(a){M.enableOnSubtree(a)},unregister:function(){},elementAdded:function(a){var b=a.getAttribute(U),c=this.touchActionToScrollType(b);c&&(a._scrollType=c,u.listen(a,this.events),
|
|
Q(a).forEach(function(a){a._scrollType=c,u.listen(a,this.events)},this))},elementRemoved:function(a){a._scrollType=void 0,u.unlisten(a,this.events),
|
|
Q(a).forEach(function(a){a._scrollType=void 0,u.unlisten(a,this.events)},this)},elementChanged:function(a,b){var c=a.getAttribute(U),d=this.touchActionToScrollType(c),e=this.touchActionToScrollType(b);
|
|
d&&e?(a._scrollType=d,Q(a).forEach(function(a){a._scrollType=d},this)):e?this.elementRemoved(a):d&&this.elementAdded(a)},scrollTypes:{EMITTER:"none",XSCROLLER:"pan-x",YSCROLLER:"pan-y",SCROLLER:/^(?:pan-x pan-y)|(?:pan-y pan-x)|auto$/},touchActionToScrollType:function(a){var b=a,c=this.scrollTypes;return"none"===b?"none":b===c.XSCROLLER?"X":b===c.YSCROLLER?"Y":c.SCROLLER.exec(b)?"XY":void 0},POINTER_TYPE:"touch",firstTouch:null,isPrimaryTouch:function(a){return this.firstTouch===a.identifier},setPrimaryTouch:function(a){
|
|
(0===R.size||1===R.size&&R.has(1))&&(this.firstTouch=a.identifier,this.firstXY={X:a.clientX,Y:a.clientY},this.scrolling=!1,this.cancelResetClickCount())},removePrimaryPointer:function(a){a.isPrimary&&(this.firstTouch=null,this.firstXY=null,this.resetClickCount())},clickCount:0,resetId:null,resetClickCount:function(){var a=function(){this.clickCount=0,this.resetId=null}.bind(this);this.resetId=setTimeout(a,T)},cancelResetClickCount:function(){this.resetId&&clearTimeout(this.resetId)},typeToButtons:function(a){var b=0;return"touchstart"!==a&&"touchmove"!==a||(b=1),b},touchToPointer:function(a){var b=this.currentTouchEvent,c=u.cloneEvent(a),d=c.pointerId=a.identifier+2;c.target=O[d]||P(c),c.bubbles=!0,c.cancelable=!0,c.detail=this.clickCount,c.button=0,c.buttons=this.typeToButtons(b.type),c.width=2*(a.radiusX||a.webkitRadiusX||0),c.height=2*(a.radiusY||a.webkitRadiusY||0),c.pressure=a.force||a.webkitForce||.5,c.isPrimary=this.isPrimaryTouch(a),c.pointerType=this.POINTER_TYPE,
|
|
c.altKey=b.altKey,c.ctrlKey=b.ctrlKey,c.metaKey=b.metaKey,c.shiftKey=b.shiftKey;
|
|
var e=this;return c.preventDefault=function(){e.scrolling=!1,e.firstXY=null,b.preventDefault()},c},processTouches:function(a,b){var c=a.changedTouches;this.currentTouchEvent=a;for(var d,e=0;e<c.length;e++)d=c[e],b.call(this,this.touchToPointer(d))},
|
|
shouldScroll:function(a){if(this.firstXY){var b,c=a.currentTarget._scrollType;if("none"===c)
|
|
b=!1;else if("XY"===c)
|
|
b=!0;else{var d=a.changedTouches[0],e=c,f="Y"===c?"X":"Y",g=Math.abs(d["client"+e]-this.firstXY[e]),h=Math.abs(d["client"+f]-this.firstXY[f]);
|
|
b=g>=h}return this.firstXY=null,b}},findTouch:function(a,b){for(var c,d=0,e=a.length;d<e&&(c=a[d]);d++)if(c.identifier===b)return!0},
|
|
vacuumTouches:function(a){var b=a.touches;
|
|
if(R.size>=b.length){var c=[];R.forEach(function(a,d){
|
|
if(1!==d&&!this.findTouch(b,d-2)){var e=a.out;c.push(e)}},this),c.forEach(this.cancelOut,this)}},touchstart:function(a){this.vacuumTouches(a),this.setPrimaryTouch(a.changedTouches[0]),this.dedupSynthMouse(a),this.scrolling||(this.clickCount++,this.processTouches(a,this.overDown))},overDown:function(a){R.set(a.pointerId,{target:a.target,out:a,outTarget:a.target}),u.enterOver(a),u.down(a)},touchmove:function(a){this.scrolling||(this.shouldScroll(a)?(this.scrolling=!0,this.touchcancel(a)):(a.preventDefault(),this.processTouches(a,this.moveOverOut)))},moveOverOut:function(a){var b=a,c=R.get(b.pointerId);
|
|
if(c){var d=c.out,e=c.outTarget;u.move(b),d&&e!==b.target&&(d.relatedTarget=b.target,b.relatedTarget=e,
|
|
d.target=e,b.target?(u.leaveOut(d),u.enterOver(b)):(
|
|
b.target=e,b.relatedTarget=null,this.cancelOut(b))),c.out=b,c.outTarget=b.target}},touchend:function(a){this.dedupSynthMouse(a),this.processTouches(a,this.upOut)},upOut:function(a){this.scrolling||(u.up(a),u.leaveOut(a)),this.cleanUpPointer(a)},touchcancel:function(a){this.processTouches(a,this.cancelOut)},cancelOut:function(a){u.cancel(a),u.leaveOut(a),this.cleanUpPointer(a)},cleanUpPointer:function(a){R["delete"](a.pointerId),this.removePrimaryPointer(a)},
|
|
dedupSynthMouse:function(a){var b=N.lastTouches,c=a.changedTouches[0];
|
|
if(this.isPrimaryTouch(c)){
|
|
var d={x:c.clientX,y:c.clientY};b.push(d);var e=function(a,b){var c=a.indexOf(b);c>-1&&a.splice(c,1)}.bind(null,b,d);setTimeout(e,S)}}};M=new c(V.elementAdded,V.elementRemoved,V.elementChanged,V);var W,X,Y,Z=u.pointermap,$=window.MSPointerEvent&&"number"==typeof window.MSPointerEvent.MSPOINTER_TYPE_MOUSE,_={events:["MSPointerDown","MSPointerMove","MSPointerUp","MSPointerOut","MSPointerOver","MSPointerCancel","MSGotPointerCapture","MSLostPointerCapture"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},POINTER_TYPES:["","unavailable","touch","pen","mouse"],prepareEvent:function(a){var b=a;return $&&(b=u.cloneEvent(a),b.pointerType=this.POINTER_TYPES[a.pointerType]),b},cleanup:function(a){Z["delete"](a)},MSPointerDown:function(a){Z.set(a.pointerId,a);var b=this.prepareEvent(a);u.down(b)},MSPointerMove:function(a){var b=this.prepareEvent(a);u.move(b)},MSPointerUp:function(a){var b=this.prepareEvent(a);u.up(b),this.cleanup(a.pointerId)},MSPointerOut:function(a){var b=this.prepareEvent(a);u.leaveOut(b)},MSPointerOver:function(a){var b=this.prepareEvent(a);u.enterOver(b)},MSPointerCancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.cleanup(a.pointerId)},MSLostPointerCapture:function(a){var b=u.makeEvent("lostpointercapture",a);u.dispatchEvent(b)},MSGotPointerCapture:function(a){var b=u.makeEvent("gotpointercapture",a);u.dispatchEvent(b)}},aa=window.navigator;aa.msPointerEnabled?(W=function(a){i(a),j(this),k(a)&&(u.setCapture(a,this,!0),this.msSetPointerCapture(a))},X=function(a){i(a),u.releaseCapture(a,!0),this.msReleasePointerCapture(a)}):(W=function(a){i(a),j(this),k(a)&&u.setCapture(a,this)},X=function(a){i(a),u.releaseCapture(a)}),Y=function(a){return!!u.captureInfo[a]},g(),h(),l();var ba={dispatcher:u,Installer:c,PointerEvent:a,PointerMap:p,targetFinding:v};return ba});
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": "none", "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "offset_back_rotation": false, "kicad_text_formatting": true, "fields": ["Value", "Footprint"]}
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* Utility functions */
|
|
|
|
var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
|
|
pcbdata.metadata.revision + '__#';
|
|
var storage;
|
|
|
|
function initStorage(key) {
|
|
try {
|
|
window.localStorage.getItem("blank");
|
|
storage = window.localStorage;
|
|
} catch (e) {
|
|
// localStorage not available
|
|
}
|
|
if (!storage) {
|
|
try {
|
|
window.sessionStorage.getItem("blank");
|
|
storage = window.sessionStorage;
|
|
} catch (e) {
|
|
// sessionStorage also not available
|
|
}
|
|
}
|
|
}
|
|
|
|
function readStorage(key) {
|
|
if (storage) {
|
|
return storage.getItem(storagePrefix + key);
|
|
} else {
|
|
return null;
|
|
}
|
|
}
|
|
|
|
function writeStorage(key, value) {
|
|
if (storage) {
|
|
storage.setItem(storagePrefix + key, value);
|
|
}
|
|
}
|
|
|
|
function fancyDblClickHandler(el, onsingle, ondouble) {
|
|
return function () {
|
|
if (el.getAttribute("data-dblclick") == null) {
|
|
el.setAttribute("data-dblclick", 1);
|
|
setTimeout(function () {
|
|
if (el.getAttribute("data-dblclick") == 1) {
|
|
onsingle();
|
|
}
|
|
el.removeAttribute("data-dblclick");
|
|
}, 200);
|
|
} else {
|
|
el.removeAttribute("data-dblclick");
|
|
ondouble();
|
|
}
|
|
}
|
|
}
|
|
|
|
function smoothScrollToRow(rowid) {
|
|
document.getElementById(rowid).scrollIntoView({
|
|
behavior: "smooth",
|
|
block: "center",
|
|
inline: "nearest"
|
|
});
|
|
}
|
|
|
|
function focusInputField(input) {
|
|
input.scrollIntoView(false);
|
|
input.focus();
|
|
input.select();
|
|
}
|
|
|
|
function saveBomTable(output) {
|
|
var text = '';
|
|
for (var node of bomhead.childNodes[0].childNodes) {
|
|
if (node.firstChild) {
|
|
var name = node.firstChild.nodeValue ?? "";
|
|
text += (output == 'csv' ? `"${name}"` : name);
|
|
}
|
|
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,
|
|
valueAltRegex: 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"] = {};
|
|
var allList = getBomListByLayer('FB').flat();
|
|
for (var id in pcbdata.bom.fields) {
|
|
var ref_key = allList.find(item => item[1] == Number(id)) || [];
|
|
pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index], ref_key[0] || '');
|
|
}
|
|
}
|
|
}
|
|
|
|
function parseValue(val, ref) {
|
|
var inferUnit = (unit, ref) => {
|
|
if (unit) {
|
|
unit = unit.toLowerCase();
|
|
if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
|
|
unit = 'r';
|
|
}
|
|
return unit[0];
|
|
}
|
|
|
|
var resarr = /^([a-z]+)\d+$/i.exec(ref);
|
|
switch (Array.isArray(resarr) && resarr[1].toLowerCase()) {
|
|
case "c": return 'f';
|
|
case "l": return 'h';
|
|
case "r":
|
|
case "rv": return 'r';
|
|
}
|
|
return null;
|
|
};
|
|
val = val.replace(/,/g, "");
|
|
var match = units.valueRegex.exec(val);
|
|
if (Array.isArray(match)) {
|
|
var unit = inferUnit(match[3], ref);
|
|
var val_i = parseFloat(match[1]);
|
|
if (!unit) return null;
|
|
if (match[2]) {
|
|
val_i = val_i * units.getMultiplier(match[2]);
|
|
}
|
|
return {
|
|
val: val_i,
|
|
unit: unit,
|
|
extra: match[4],
|
|
}
|
|
}
|
|
|
|
match = units.valueAltRegex.exec(val);
|
|
if (Array.isArray(match) && (match[1] || match[4])) {
|
|
var unit = inferUnit(match[2], ref);
|
|
var val_i = parseFloat(match[1] + "." + match[4]);
|
|
if (!unit) return null;
|
|
if (match[3]) {
|
|
val_i = val_i * units.getMultiplier(match[3]);
|
|
}
|
|
return {
|
|
val: val_i,
|
|
unit: unit,
|
|
extra: match[5],
|
|
}
|
|
}
|
|
return null;
|
|
}
|
|
|
|
function valueCompare(a, b, stra, strb) {
|
|
if (a === null && b === null) {
|
|
// Failed to parse both values, compare them as strings.
|
|
if (stra != strb) return stra > strb ? 1 : -1;
|
|
else return 0;
|
|
} else if (a === null) {
|
|
return 1;
|
|
} else if (b === null) {
|
|
return -1;
|
|
} else {
|
|
if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
|
|
else if (a.val != b.val) return a.val > b.val ? 1 : -1;
|
|
else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
|
|
else return 0;
|
|
}
|
|
}
|
|
|
|
function validateSaveImgDimension(element) {
|
|
var valid = false;
|
|
var intValue = 0;
|
|
if (/^[1-9]\d*$/.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;
|
|
setHighlightRowOnClick(settings.highlightRowOnClick);
|
|
document.getElementById("highlightRowOnClickCheckbox").checked = settings.highlightRowOnClick;
|
|
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("highlightRowOnClick", false, "highlightRowOnClickCheckbox", setHighlightRowOnClick);
|
|
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 if (pad.drillshape == "rect") {
|
|
ctx.fill(getChamferedRectPath(pad.drillsize, 0, 0, 0));
|
|
} 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 setHighlightRowOnClick(value) {
|
|
settings.highlightRowOnClick = value;
|
|
writeStorage("highlightRowOnClick", value);
|
|
if (initDone) {
|
|
populateBomTable();
|
|
}
|
|
}
|
|
|
|
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 createCheckboxHandlers(input, checkbox, references, row) {
|
|
var clickHandler = () => {
|
|
refsSet = getStoredCheckboxRefs(checkbox);
|
|
var markWhenChecked = settings.markWhenChecked == checkbox;
|
|
eventArgs = {
|
|
checkbox: checkbox,
|
|
refs: references,
|
|
}
|
|
if (input.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);
|
|
}
|
|
|
|
return [
|
|
(e) => {
|
|
clickHandler();
|
|
},
|
|
(e) => {
|
|
e.preventDefault();
|
|
if (row.onmousemove) row.onmousemove();
|
|
},
|
|
(e) => {
|
|
e.preventDefault();
|
|
input.checked = !input.checked;
|
|
input.indeterminate = false;
|
|
clickHandler();
|
|
}
|
|
];
|
|
}
|
|
|
|
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 getBomListByLayer(layer) {
|
|
switch (layer) {
|
|
case 'F': return pcbdata.bom.F.slice();
|
|
case 'B': return pcbdata.bom.B.slice();
|
|
case 'FB': return pcbdata.bom.both.slice();
|
|
}
|
|
return [];
|
|
}
|
|
|
|
function getSelectedBomList() {
|
|
if (settings.bommode == "netlist") {
|
|
return pcbdata.nets.slice();
|
|
}
|
|
var out = getBomListByLayer(settings.canvaslayout);
|
|
|
|
if (settings.bommode == "ungrouped") {
|
|
// expand bom table
|
|
var expandedTable = [];
|
|
for (var bomentry of out) {
|
|
for (var ref of bomentry) {
|
|
expandedTable.push([ref]);
|
|
}
|
|
}
|
|
return expandedTable;
|
|
}
|
|
|
|
return out;
|
|
}
|
|
|
|
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][0] != b[i][0]) 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();
|
|
|
|
bomtable = getSelectedBomList();
|
|
|
|
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, td.ontouchstart, td.ontouchend] = createCheckboxHandlers(input, 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);
|
|
if (settings.highlightRowOnClick) {
|
|
tr.onmousedown = handler;
|
|
} else {
|
|
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 childNum = checkboxnum + settings.columnOrder.indexOf("checkboxes");
|
|
var checkbox = bomrow.childNodes[childNum].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 childNum = checkboxnum + 1 + settings.columnOrder.indexOf("checkboxes");
|
|
var checkbox = bomrow.childNodes[childNum].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) {
|
|
initRender();
|
|
initStorage();
|
|
initDefaults();
|
|
initUtils();
|
|
cleanGutters();
|
|
populateMetadata();
|
|
dbgdiv = document.getElementById("dbg");
|
|
bom = document.getElementById("bombody");
|
|
bomhead = document.getElementById("bomhead");
|
|
filter = "";
|
|
reflookup = "";
|
|
if (!("nets" in pcbdata)) {
|
|
hideNetlistButton();
|
|
}
|
|
initDone = true;
|
|
setBomCheckboxes(document.getElementById("bomCheckboxes").value);
|
|
// Triggers render
|
|
changeBomLayout(settings.bomlayout);
|
|
|
|
// Users may leave fullscreen without touching the checkbox. Uncheck.
|
|
document.addEventListener('fullscreenchange', () => {
|
|
if (!document.fullscreenElement)
|
|
document.getElementById('fullscreenCheckbox').checked = false;
|
|
});
|
|
}
|
|
|
|
window.onresize = resizeAll;
|
|
window.matchMedia("print").addListener(resizeAll);
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
</script>
|
|
</head>
|
|
|
|
<body>
|
|
|
|
<div id="topmostdiv" class="topmostdiv">
|
|
<div id="top">
|
|
<div 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="highlightRowOnClickCheckbox" type="checkbox" checked onchange="setHighlightRowOnClick(this.checked)">
|
|
Highlight row on click
|
|
</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>
|