4710 lines
978 KiB
HTML
4710 lines
978 KiB
HTML
<!DOCTYPE html>
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<html lang="en">
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<head>
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<meta charset="UTF-8">
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<meta name="viewport" content="width=device-width, initial-scale=1.0">
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<title>Interactive BOM for KiCAD</title>
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<style type="text/css">
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:root {
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--pcb-edge-color: black;
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--pad-color: #878787;
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--pad-hole-color: #CCCCCC;
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--pad-color-highlight: #D04040;
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--pad-color-highlight-both: #D0D040;
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--pad-color-highlight-marked: #44a344;
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--pin1-outline-color: #ffb629;
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--pin1-outline-color-highlight: #ffb629;
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--pin1-outline-color-highlight-both: #fcbb39;
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--pin1-outline-color-highlight-marked: #fdbe41;
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--silkscreen-edge-color: #aa4;
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--silkscreen-polygon-color: #4aa;
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--silkscreen-text-color: #4aa;
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--fabrication-edge-color: #907651;
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--fabrication-polygon-color: #907651;
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--fabrication-text-color: #a27c24;
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--track-color: #def5f1;
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--track-color-highlight: #D04040;
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--zone-color: #def5f1;
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--zone-color-highlight: #d0404080;
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}
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html,
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body {
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margin: 0px;
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height: 100%;
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font-family: Verdana, sans-serif;
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}
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.dark.topmostdiv {
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--pcb-edge-color: #eee;
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--pad-color: #808080;
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--pin1-outline-color: #ffa800;
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--pin1-outline-color-highlight: #ccff00;
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--track-color: #42524f;
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--zone-color: #42524f;
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background-color: #252c30;
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color: #eee;
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}
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button {
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background-color: #eee;
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border: 1px solid #888;
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color: black;
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height: 44px;
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width: 44px;
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text-align: center;
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text-decoration: none;
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display: inline-block;
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font-size: 14px;
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font-weight: bolder;
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}
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.dark button {
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/* This will be inverted */
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background-color: #c3b7b5;
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}
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button.depressed {
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background-color: #0a0;
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color: white;
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}
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.dark button.depressed {
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/* This will be inverted */
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background-color: #b3b;
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}
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button:focus {
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outline: 0;
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}
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button#tb-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.32 290.12h5.82M1.32 291.45h5.82' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 292.5v4.23M.26 292.63H8.2' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='1.35' y='295.73'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
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}
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button#lr-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.06 290.12H3.7m-2.64 1.33H3.7m-2.64 1.32H3.7m-2.64 1.3H3.7m-2.64 1.33H3.7' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 288.8v7.94m0-4.11h3.96' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='5.11' y='291.96'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
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}
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button#bom-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)' fill='none' stroke='%23000' stroke-width='.4'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' stroke-linejoin='round'/%3E%3Cpath d='M1.59 290.12h5.29M1.59 291.45h5.33M1.59 292.75h5.33M1.59 294.09h5.33M1.59 295.41h5.33'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-grouped-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m4 0h5m4 0h3M6.1 22h3m3.9 0h5m4 0h4m-16-8h4m4 0h4'/%3E%3Cpath stroke-linecap='null' d='M5 17.5h22M5 26.6h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-ungrouped-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m-4 8h3m-3 8h4'/%3E%3Cpath stroke-linecap='null' d='M5 13.5h22m-22 8h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-netlist-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg fill='none' stroke='%23000' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-width='2' d='M6 26l6-6v-8m13.8-6.3l-6 6v8'/%3E%3Ccircle cx='11.8' cy='9.5' r='2.8' stroke-width='2'/%3E%3Ccircle cx='19.8' cy='22.8' r='2.8' stroke-width='2'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#copy {
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background-image: url("data:image/svg+xml,%3Csvg height='48' viewBox='0 0 48 48' width='48' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 0h48v48h-48z' fill='none'/%3E%3Cpath d='M32 2h-24c-2.21 0-4 1.79-4 4v28h4v-28h24v-4zm6 8h-22c-2.21 0-4 1.79-4 4v28c0 2.21 1.79 4 4 4h22c2.21 0 4-1.79 4-4v-28c0-2.21-1.79-4-4-4zm0 32h-22v-28h22v28z'/%3E%3C/svg%3E");
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background-position: 6px 6px;
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background-repeat: no-repeat;
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background-size: 26px 26px;
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border-radius: 6px;
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height: 40px;
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width: 40px;
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margin: 10px 5px;
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}
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button#copy:active {
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box-shadow: inset 0px 0px 5px #6c6c6c;
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}
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textarea.clipboard-temp {
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position: fixed;
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top: 0;
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left: 0;
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width: 2em;
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height: 2em;
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padding: 0;
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border: None;
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outline: None;
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box-shadow: None;
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background: transparent;
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}
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.left-most-button {
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border-right: 0;
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border-top-left-radius: 6px;
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border-bottom-left-radius: 6px;
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}
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.middle-button {
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border-right: 0;
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}
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.right-most-button {
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border-top-right-radius: 6px;
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border-bottom-right-radius: 6px;
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}
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.button-container {
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font-size: 0;
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margin: 0.4rem 0.4rem 0.4rem 0;
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}
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.dark .button-container {
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filter: invert(1);
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}
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.button-container button {
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background-size: 32px 32px;
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background-position: 5px 5px;
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background-repeat: no-repeat;
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}
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@media print {
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.hideonprint {
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display: none;
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}
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}
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canvas {
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cursor: crosshair;
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}
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canvas:active {
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cursor: grabbing;
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}
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.fileinfo {
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width: 100%;
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max-width: 1000px;
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border: none;
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padding: 3px;
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}
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.fileinfo .title {
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font-size: 20pt;
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font-weight: bold;
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}
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.fileinfo td {
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overflow: hidden;
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white-space: nowrap;
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max-width: 1px;
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width: 50%;
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text-overflow: ellipsis;
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}
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.bom {
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border-collapse: collapse;
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font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
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font-size: 10pt;
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table-layout: fixed;
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width: 100%;
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margin-top: 1px;
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position: relative;
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}
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.bom th,
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.bom td {
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border: 1px solid black;
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padding: 5px;
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word-wrap: break-word;
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text-align: center;
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position: relative;
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}
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.dark .bom th,
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.dark .bom td {
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border: 1px solid #777;
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}
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.bom th {
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background-color: #CCCCCC;
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background-clip: padding-box;
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}
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.dark .bom th {
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background-color: #3b4749;
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}
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.bom tr.highlighted:nth-child(n) {
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background-color: #cfc;
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}
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.dark .bom tr.highlighted:nth-child(n) {
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background-color: #226022;
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}
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.bom tr:nth-child(even) {
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background-color: #f2f2f2;
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}
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.dark .bom tr:nth-child(even) {
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background-color: #313b40;
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}
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.bom tr.checked {
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color: #1cb53d;
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}
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.dark .bom tr.checked {
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color: #2cce54;
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}
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.bom tr {
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transition: background-color 0.2s;
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}
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.bom .numCol {
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width: 30px;
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}
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.bom .value {
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width: 15%;
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}
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.bom .quantity {
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width: 65px;
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}
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.bom th .sortmark {
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position: absolute;
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right: 1px;
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top: 1px;
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margin-top: -5px;
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border-width: 5px;
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border-style: solid;
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border-color: transparent transparent #221 transparent;
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transform-origin: 50% 85%;
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transition: opacity 0.2s, transform 0.4s;
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}
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.dark .bom th .sortmark {
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filter: invert(1);
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}
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.bom th .sortmark.none {
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opacity: 0;
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}
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.bom th .sortmark.desc {
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transform: rotate(180deg);
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}
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.bom th:hover .sortmark.none {
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opacity: 0.5;
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}
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.bom .bom-checkbox {
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width: 30px;
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position: relative;
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user-select: none;
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-moz-user-select: none;
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}
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.bom .bom-checkbox:before {
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content: "";
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position: absolute;
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border-width: 15px;
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border-style: solid;
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border-color: #51829f transparent transparent transparent;
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visibility: hidden;
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top: -15px;
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}
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.bom .bom-checkbox:after {
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content: "Double click to set/unset all";
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position: absolute;
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color: white;
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top: -35px;
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left: -26px;
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background: #51829f;
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padding: 5px 15px;
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border-radius: 8px;
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white-space: nowrap;
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visibility: hidden;
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}
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.bom .bom-checkbox:hover:before,
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.bom .bom-checkbox:hover:after {
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visibility: visible;
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transition: visibility 0.2s linear 1s;
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}
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.split {
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-webkit-box-sizing: border-box;
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-moz-box-sizing: border-box;
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box-sizing: border-box;
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overflow-y: auto;
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overflow-x: hidden;
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background-color: inherit;
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}
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.split.split-horizontal,
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.gutter.gutter-horizontal {
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height: 100%;
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float: left;
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}
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.gutter {
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background-color: #ddd;
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background-repeat: no-repeat;
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background-position: 50%;
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transition: background-color 0.3s;
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}
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.dark .gutter {
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background-color: #777;
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}
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.gutter.gutter-horizontal {
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAeCAYAAADkftS9AAAAIklEQVQoU2M4c+bMfxAGAgYYmwGrIIiDjrELjpo5aiZeMwF+yNnOs5KSvgAAAABJRU5ErkJggg==');
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cursor: ew-resize;
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width: 5px;
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}
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.gutter.gutter-vertical {
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAFAQMAAABo7865AAAABlBMVEVHcEzMzMzyAv2sAAAAAXRSTlMAQObYZgAAABBJREFUeF5jOAMEEAIEEFwAn3kMwcB6I2AAAAAASUVORK5CYII=');
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cursor: ns-resize;
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height: 5px;
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}
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.searchbox {
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float: left;
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height: 40px;
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margin: 10px 5px;
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padding: 12px 32px;
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font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
|
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font-size: 18px;
|
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box-sizing: border-box;
|
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border: 1px solid #888;
|
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border-radius: 6px;
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outline: none;
|
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background-color: #eee;
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transition: background-color 0.2s, border 0.2s;
|
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAABNklEQVQ4T8XSMUvDQBQH8P/LElFa/AIZHcTBQSz0I/gFstTBRR2KUC4ldDxw7h0Bl3RRUATxi4iiODgoiLNrbQYp5J6cpJJqomkX33Z37/14d/dIa33MzDuYI4johOI4XhyNRteO46zNYjDzAxE1yBZprVeZ+QbAUhXEGJMA2Ox2u4+fQIa0mPmsCgCgJYQ4t7lfgF0opQYAdv9ABkKI/UnOFCClXKjX61cA1osQY8x9kiRNKeV7IWA3oyhaSdP0FkAtjxhj3hzH2RBCPOf3pzqYHCilfAAX+URm9oMguPzeWSGQvUcMYC8rOBJCHBRdqxTo9/vbRHRqi8bj8XKv1xvODbiuW2u32/bvf0SlDv4XYOY7z/Mavu+nM1+BmQ+NMc0wDF/LprP0DbTWW0T00ul0nn4b7Q87+X4Qmfiq2wAAAABJRU5ErkJggg==');
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background-position: 10px 10px;
|
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background-repeat: no-repeat;
|
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}
|
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.dark .searchbox {
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background-color: #111;
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color: #eee;
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}
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.searchbox::placeholder {
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color: #ccc;
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}
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.dark .searchbox::placeholder {
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color: #666;
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}
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|
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.filter {
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width: calc(60% - 64px);
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}
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|
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.reflookup {
|
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width: calc(40% - 10px);
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}
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input[type=text]:focus {
|
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background-color: white;
|
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border: 1px solid #333;
|
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}
|
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.dark input[type=text]:focus {
|
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background-color: #333;
|
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border: 1px solid #ccc;
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}
|
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|
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mark.highlight {
|
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background-color: #5050ff;
|
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color: #fff;
|
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padding: 2px;
|
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border-radius: 6px;
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}
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|
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.dark mark.highlight {
|
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background-color: #76a6da;
|
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color: #111;
|
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}
|
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.menubtn {
|
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background-color: white;
|
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border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.statsbtn {
|
|
background-color: white;
|
|
border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.iobtn {
|
|
background-color: white;
|
|
border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.visbtn {
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
padding: 15px;
|
|
}
|
|
|
|
#vismenu-content {
|
|
left: 0px;
|
|
font-family: Verdana, sans-serif;
|
|
}
|
|
|
|
.dark .statsbtn,
|
|
.dark .savebtn,
|
|
.dark .menubtn,
|
|
.dark .iobtn,
|
|
.dark .visbtn {
|
|
filter: invert(1);
|
|
}
|
|
|
|
.flexbox {
|
|
display: flex;
|
|
align-items: center;
|
|
justify-content: space-between;
|
|
width: 100%;
|
|
}
|
|
|
|
.savebtn {
|
|
background-color: #d6d6d6;
|
|
width: auto;
|
|
height: 30px;
|
|
flex-grow: 1;
|
|
margin: 5px;
|
|
border-radius: 4px;
|
|
}
|
|
|
|
.savebtn:active {
|
|
background-color: #0a0;
|
|
color: white;
|
|
}
|
|
|
|
.dark .savebtn:active {
|
|
/* This will be inverted */
|
|
background-color: #b3b;
|
|
}
|
|
|
|
.stats {
|
|
border-collapse: collapse;
|
|
font-size: 12pt;
|
|
table-layout: fixed;
|
|
width: 100%;
|
|
min-width: 450px;
|
|
}
|
|
|
|
.dark .stats td {
|
|
border: 1px solid #bbb;
|
|
}
|
|
|
|
.stats td {
|
|
border: 1px solid black;
|
|
padding: 5px;
|
|
word-wrap: break-word;
|
|
text-align: center;
|
|
position: relative;
|
|
}
|
|
|
|
#checkbox-stats div {
|
|
position: absolute;
|
|
left: 0;
|
|
top: 0;
|
|
height: 100%;
|
|
width: 100%;
|
|
display: flex;
|
|
align-items: center;
|
|
justify-content: center;
|
|
}
|
|
|
|
#checkbox-stats .bar {
|
|
background-color: rgba(28, 251, 0, 0.6);
|
|
}
|
|
|
|
.menu {
|
|
position: relative;
|
|
display: inline-block;
|
|
margin: 0.4rem 0.4rem 0.4rem 0;
|
|
}
|
|
|
|
.menu-content {
|
|
font-size: 12pt !important;
|
|
text-align: left !important;
|
|
font-weight: normal !important;
|
|
display: none;
|
|
position: absolute;
|
|
background-color: white;
|
|
right: 0;
|
|
min-width: 300px;
|
|
box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
|
|
z-index: 100;
|
|
padding: 8px;
|
|
}
|
|
|
|
.dark .menu-content {
|
|
background-color: #111;
|
|
}
|
|
|
|
.menu:hover .menu-content {
|
|
display: block;
|
|
}
|
|
|
|
.menu:hover .menubtn,
|
|
.menu:hover .iobtn,
|
|
.menu:hover .statsbtn {
|
|
background-color: #eee;
|
|
}
|
|
|
|
.menu-label {
|
|
display: inline-block;
|
|
padding: 8px;
|
|
border: 1px solid #ccc;
|
|
border-top: 0;
|
|
width: calc(100% - 18px);
|
|
}
|
|
|
|
.menu-label-top {
|
|
border-top: 1px solid #ccc;
|
|
}
|
|
|
|
.menu-textbox {
|
|
float: left;
|
|
height: 24px;
|
|
margin: 10px 5px;
|
|
padding: 5px 5px;
|
|
font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
|
|
font-size: 14px;
|
|
box-sizing: border-box;
|
|
border: 1px solid #888;
|
|
border-radius: 4px;
|
|
outline: none;
|
|
background-color: #eee;
|
|
transition: background-color 0.2s, border 0.2s;
|
|
width: calc(100% - 10px);
|
|
}
|
|
|
|
.menu-textbox.invalid,
|
|
.dark .menu-textbox.invalid {
|
|
color: red;
|
|
}
|
|
|
|
.dark .menu-textbox {
|
|
background-color: #222;
|
|
color: #eee;
|
|
}
|
|
|
|
.radio-container {
|
|
margin: 4px;
|
|
}
|
|
|
|
.topmostdiv {
|
|
display: flex;
|
|
flex-direction: column;
|
|
width: 100%;
|
|
background-color: white;
|
|
transition: background-color 0.3s;
|
|
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),
|
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Q(a).forEach(function(a){a._scrollType=c,u.listen(a,this.events)},this))},elementRemoved:function(a){a._scrollType=void 0,u.unlisten(a,this.events),
|
|
Q(a).forEach(function(a){a._scrollType=void 0,u.unlisten(a,this.events)},this)},elementChanged:function(a,b){var c=a.getAttribute(U),d=this.touchActionToScrollType(c),e=this.touchActionToScrollType(b);
|
|
d&&e?(a._scrollType=d,Q(a).forEach(function(a){a._scrollType=d},this)):e?this.elementRemoved(a):d&&this.elementAdded(a)},scrollTypes:{EMITTER:"none",XSCROLLER:"pan-x",YSCROLLER:"pan-y",SCROLLER:/^(?:pan-x pan-y)|(?:pan-y pan-x)|auto$/},touchActionToScrollType:function(a){var b=a,c=this.scrollTypes;return"none"===b?"none":b===c.XSCROLLER?"X":b===c.YSCROLLER?"Y":c.SCROLLER.exec(b)?"XY":void 0},POINTER_TYPE:"touch",firstTouch:null,isPrimaryTouch:function(a){return this.firstTouch===a.identifier},setPrimaryTouch:function(a){
|
|
(0===R.size||1===R.size&&R.has(1))&&(this.firstTouch=a.identifier,this.firstXY={X:a.clientX,Y:a.clientY},this.scrolling=!1,this.cancelResetClickCount())},removePrimaryPointer:function(a){a.isPrimary&&(this.firstTouch=null,this.firstXY=null,this.resetClickCount())},clickCount:0,resetId:null,resetClickCount:function(){var a=function(){this.clickCount=0,this.resetId=null}.bind(this);this.resetId=setTimeout(a,T)},cancelResetClickCount:function(){this.resetId&&clearTimeout(this.resetId)},typeToButtons:function(a){var b=0;return"touchstart"!==a&&"touchmove"!==a||(b=1),b},touchToPointer:function(a){var b=this.currentTouchEvent,c=u.cloneEvent(a),d=c.pointerId=a.identifier+2;c.target=O[d]||P(c),c.bubbles=!0,c.cancelable=!0,c.detail=this.clickCount,c.button=0,c.buttons=this.typeToButtons(b.type),c.width=2*(a.radiusX||a.webkitRadiusX||0),c.height=2*(a.radiusY||a.webkitRadiusY||0),c.pressure=a.force||a.webkitForce||.5,c.isPrimary=this.isPrimaryTouch(a),c.pointerType=this.POINTER_TYPE,
|
|
c.altKey=b.altKey,c.ctrlKey=b.ctrlKey,c.metaKey=b.metaKey,c.shiftKey=b.shiftKey;
|
|
var e=this;return c.preventDefault=function(){e.scrolling=!1,e.firstXY=null,b.preventDefault()},c},processTouches:function(a,b){var c=a.changedTouches;this.currentTouchEvent=a;for(var d,e=0;e<c.length;e++)d=c[e],b.call(this,this.touchToPointer(d))},
|
|
shouldScroll:function(a){if(this.firstXY){var b,c=a.currentTarget._scrollType;if("none"===c)
|
|
b=!1;else if("XY"===c)
|
|
b=!0;else{var d=a.changedTouches[0],e=c,f="Y"===c?"X":"Y",g=Math.abs(d["client"+e]-this.firstXY[e]),h=Math.abs(d["client"+f]-this.firstXY[f]);
|
|
b=g>=h}return this.firstXY=null,b}},findTouch:function(a,b){for(var c,d=0,e=a.length;d<e&&(c=a[d]);d++)if(c.identifier===b)return!0},
|
|
vacuumTouches:function(a){var b=a.touches;
|
|
if(R.size>=b.length){var c=[];R.forEach(function(a,d){
|
|
if(1!==d&&!this.findTouch(b,d-2)){var e=a.out;c.push(e)}},this),c.forEach(this.cancelOut,this)}},touchstart:function(a){this.vacuumTouches(a),this.setPrimaryTouch(a.changedTouches[0]),this.dedupSynthMouse(a),this.scrolling||(this.clickCount++,this.processTouches(a,this.overDown))},overDown:function(a){R.set(a.pointerId,{target:a.target,out:a,outTarget:a.target}),u.enterOver(a),u.down(a)},touchmove:function(a){this.scrolling||(this.shouldScroll(a)?(this.scrolling=!0,this.touchcancel(a)):(a.preventDefault(),this.processTouches(a,this.moveOverOut)))},moveOverOut:function(a){var b=a,c=R.get(b.pointerId);
|
|
if(c){var d=c.out,e=c.outTarget;u.move(b),d&&e!==b.target&&(d.relatedTarget=b.target,b.relatedTarget=e,
|
|
d.target=e,b.target?(u.leaveOut(d),u.enterOver(b)):(
|
|
b.target=e,b.relatedTarget=null,this.cancelOut(b))),c.out=b,c.outTarget=b.target}},touchend:function(a){this.dedupSynthMouse(a),this.processTouches(a,this.upOut)},upOut:function(a){this.scrolling||(u.up(a),u.leaveOut(a)),this.cleanUpPointer(a)},touchcancel:function(a){this.processTouches(a,this.cancelOut)},cancelOut:function(a){u.cancel(a),u.leaveOut(a),this.cleanUpPointer(a)},cleanUpPointer:function(a){R["delete"](a.pointerId),this.removePrimaryPointer(a)},
|
|
dedupSynthMouse:function(a){var b=N.lastTouches,c=a.changedTouches[0];
|
|
if(this.isPrimaryTouch(c)){
|
|
var d={x:c.clientX,y:c.clientY};b.push(d);var e=function(a,b){var c=a.indexOf(b);c>-1&&a.splice(c,1)}.bind(null,b,d);setTimeout(e,S)}}};M=new c(V.elementAdded,V.elementRemoved,V.elementChanged,V);var W,X,Y,Z=u.pointermap,$=window.MSPointerEvent&&"number"==typeof window.MSPointerEvent.MSPOINTER_TYPE_MOUSE,_={events:["MSPointerDown","MSPointerMove","MSPointerUp","MSPointerOut","MSPointerOver","MSPointerCancel","MSGotPointerCapture","MSLostPointerCapture"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},POINTER_TYPES:["","unavailable","touch","pen","mouse"],prepareEvent:function(a){var b=a;return $&&(b=u.cloneEvent(a),b.pointerType=this.POINTER_TYPES[a.pointerType]),b},cleanup:function(a){Z["delete"](a)},MSPointerDown:function(a){Z.set(a.pointerId,a);var b=this.prepareEvent(a);u.down(b)},MSPointerMove:function(a){var b=this.prepareEvent(a);u.move(b)},MSPointerUp:function(a){var b=this.prepareEvent(a);u.up(b),this.cleanup(a.pointerId)},MSPointerOut:function(a){var b=this.prepareEvent(a);u.leaveOut(b)},MSPointerOver:function(a){var b=this.prepareEvent(a);u.enterOver(b)},MSPointerCancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.cleanup(a.pointerId)},MSLostPointerCapture:function(a){var b=u.makeEvent("lostpointercapture",a);u.dispatchEvent(b)},MSGotPointerCapture:function(a){var b=u.makeEvent("gotpointercapture",a);u.dispatchEvent(b)}},aa=window.navigator;aa.msPointerEnabled?(W=function(a){i(a),j(this),k(a)&&(u.setCapture(a,this,!0),this.msSetPointerCapture(a))},X=function(a){i(a),u.releaseCapture(a,!0),this.msReleasePointerCapture(a)}):(W=function(a){i(a),j(this),k(a)&&u.setCapture(a,this)},X=function(a){i(a),u.releaseCapture(a)}),Y=function(a){return!!u.captureInfo[a]},g(),h(),l();var ba={dispatcher:u,Installer:c,PointerEvent:a,PointerMap:p,targetFinding:v};return ba});
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": "none", "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "offset_back_rotation": false, "kicad_text_formatting": true, "fields": ["Value", "Footprint"]}
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* Utility functions */
|
|
|
|
var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
|
|
pcbdata.metadata.revision + '__#';
|
|
var storage;
|
|
|
|
function initStorage(key) {
|
|
try {
|
|
window.localStorage.getItem("blank");
|
|
storage = window.localStorage;
|
|
} catch (e) {
|
|
// localStorage not available
|
|
}
|
|
if (!storage) {
|
|
try {
|
|
window.sessionStorage.getItem("blank");
|
|
storage = window.sessionStorage;
|
|
} catch (e) {
|
|
// sessionStorage also not available
|
|
}
|
|
}
|
|
}
|
|
|
|
function readStorage(key) {
|
|
if (storage) {
|
|
return storage.getItem(storagePrefix + key);
|
|
} else {
|
|
return null;
|
|
}
|
|
}
|
|
|
|
function writeStorage(key, value) {
|
|
if (storage) {
|
|
storage.setItem(storagePrefix + key, value);
|
|
}
|
|
}
|
|
|
|
function fancyDblClickHandler(el, onsingle, ondouble) {
|
|
return function () {
|
|
if (el.getAttribute("data-dblclick") == null) {
|
|
el.setAttribute("data-dblclick", 1);
|
|
setTimeout(function () {
|
|
if (el.getAttribute("data-dblclick") == 1) {
|
|
onsingle();
|
|
}
|
|
el.removeAttribute("data-dblclick");
|
|
}, 200);
|
|
} else {
|
|
el.removeAttribute("data-dblclick");
|
|
ondouble();
|
|
}
|
|
}
|
|
}
|
|
|
|
function smoothScrollToRow(rowid) {
|
|
document.getElementById(rowid).scrollIntoView({
|
|
behavior: "smooth",
|
|
block: "center",
|
|
inline: "nearest"
|
|
});
|
|
}
|
|
|
|
function focusInputField(input) {
|
|
input.scrollIntoView(false);
|
|
input.focus();
|
|
input.select();
|
|
}
|
|
|
|
function saveBomTable(output) {
|
|
var text = '';
|
|
for (var node of bomhead.childNodes[0].childNodes) {
|
|
if (node.firstChild) {
|
|
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>
|