4670 lines
786 KiB
HTML
4670 lines
786 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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|
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.dark .searchbox {
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background-color: #111;
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color: #eee;
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}
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.searchbox::placeholder {
|
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color: #ccc;
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}
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.dark .searchbox::placeholder {
|
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color: #666;
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}
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|
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.filter {
|
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width: calc(60% - 64px);
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}
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|
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.reflookup {
|
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width: calc(40% - 10px);
|
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}
|
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|
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input[type=text]:focus {
|
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background-color: white;
|
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border: 1px solid #333;
|
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}
|
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|
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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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|
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.menubtn {
|
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background-color: white;
|
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border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.statsbtn {
|
|
background-color: white;
|
|
border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.iobtn {
|
|
background-color: white;
|
|
border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.visbtn {
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
padding: 15px;
|
|
}
|
|
|
|
#vismenu-content {
|
|
left: 0px;
|
|
font-family: Verdana, sans-serif;
|
|
}
|
|
|
|
.dark .statsbtn,
|
|
.dark .savebtn,
|
|
.dark .menubtn,
|
|
.dark .iobtn,
|
|
.dark .visbtn {
|
|
filter: invert(1);
|
|
}
|
|
|
|
.flexbox {
|
|
display: flex;
|
|
align-items: center;
|
|
justify-content: space-between;
|
|
width: 100%;
|
|
}
|
|
|
|
.savebtn {
|
|
background-color: #d6d6d6;
|
|
width: auto;
|
|
height: 30px;
|
|
flex-grow: 1;
|
|
margin: 5px;
|
|
border-radius: 4px;
|
|
}
|
|
|
|
.savebtn:active {
|
|
background-color: #0a0;
|
|
color: white;
|
|
}
|
|
|
|
.dark .savebtn:active {
|
|
/* This will be inverted */
|
|
background-color: #b3b;
|
|
}
|
|
|
|
.stats {
|
|
border-collapse: collapse;
|
|
font-size: 12pt;
|
|
table-layout: fixed;
|
|
width: 100%;
|
|
min-width: 450px;
|
|
}
|
|
|
|
.dark .stats td {
|
|
border: 1px solid #bbb;
|
|
}
|
|
|
|
.stats td {
|
|
border: 1px solid black;
|
|
padding: 5px;
|
|
word-wrap: break-word;
|
|
text-align: center;
|
|
position: relative;
|
|
}
|
|
|
|
#checkbox-stats div {
|
|
position: absolute;
|
|
left: 0;
|
|
top: 0;
|
|
height: 100%;
|
|
width: 100%;
|
|
display: flex;
|
|
align-items: center;
|
|
justify-content: center;
|
|
}
|
|
|
|
#checkbox-stats .bar {
|
|
background-color: rgba(28, 251, 0, 0.6);
|
|
}
|
|
|
|
.menu {
|
|
position: relative;
|
|
display: inline-block;
|
|
margin: 0.4rem 0.4rem 0.4rem 0;
|
|
}
|
|
|
|
.menu-content {
|
|
font-size: 12pt !important;
|
|
text-align: left !important;
|
|
font-weight: normal !important;
|
|
display: none;
|
|
position: absolute;
|
|
background-color: white;
|
|
right: 0;
|
|
min-width: 300px;
|
|
box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
|
|
z-index: 100;
|
|
padding: 8px;
|
|
}
|
|
|
|
.dark .menu-content {
|
|
background-color: #111;
|
|
}
|
|
|
|
.menu:hover .menu-content {
|
|
display: block;
|
|
}
|
|
|
|
.menu:hover .menubtn,
|
|
.menu:hover .iobtn,
|
|
.menu:hover .statsbtn {
|
|
background-color: #eee;
|
|
}
|
|
|
|
.menu-label {
|
|
display: inline-block;
|
|
padding: 8px;
|
|
border: 1px solid #ccc;
|
|
border-top: 0;
|
|
width: calc(100% - 18px);
|
|
}
|
|
|
|
.menu-label-top {
|
|
border-top: 1px solid #ccc;
|
|
}
|
|
|
|
.menu-textbox {
|
|
float: left;
|
|
height: 24px;
|
|
margin: 10px 5px;
|
|
padding: 5px 5px;
|
|
font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
|
|
font-size: 14px;
|
|
box-sizing: border-box;
|
|
border: 1px solid #888;
|
|
border-radius: 4px;
|
|
outline: none;
|
|
background-color: #eee;
|
|
transition: background-color 0.2s, border 0.2s;
|
|
width: calc(100% - 10px);
|
|
}
|
|
|
|
.menu-textbox.invalid,
|
|
.dark .menu-textbox.invalid {
|
|
color: red;
|
|
}
|
|
|
|
.dark .menu-textbox {
|
|
background-color: #222;
|
|
color: #eee;
|
|
}
|
|
|
|
.radio-container {
|
|
margin: 4px;
|
|
}
|
|
|
|
.topmostdiv {
|
|
display: flex;
|
|
flex-direction: column;
|
|
width: 100%;
|
|
background-color: white;
|
|
transition: background-color 0.3s;
|
|
}
|
|
|
|
#top {
|
|
display: flex;
|
|
flex-wrap: wrap;
|
|
justify-content: flex-end;
|
|
align-items: center;
|
|
}
|
|
|
|
#topdivider {
|
|
border-bottom: 2px solid black;
|
|
display: flex;
|
|
justify-content: center;
|
|
align-items: center;
|
|
}
|
|
|
|
.dark #topdivider {
|
|
border-bottom: 2px solid #ccc;
|
|
}
|
|
|
|
#topdivider>div {
|
|
position: relative;
|
|
}
|
|
|
|
#toptoggle {
|
|
cursor: pointer;
|
|
user-select: none;
|
|
position: absolute;
|
|
padding: 0.1rem 0.3rem;
|
|
top: -0.4rem;
|
|
left: -1rem;
|
|
font-size: 1.4rem;
|
|
line-height: 60%;
|
|
border: 1px solid black;
|
|
border-radius: 1rem;
|
|
background-color: #fff;
|
|
z-index: 100;
|
|
}
|
|
|
|
.flipped {
|
|
transform: rotate(0.5turn);
|
|
}
|
|
|
|
.dark #toptoggle {
|
|
border: 1px solid #fff;
|
|
background-color: #222;
|
|
}
|
|
|
|
#fileinfodiv {
|
|
flex: 20rem 1 0;
|
|
overflow: auto;
|
|
}
|
|
|
|
#bomcontrols {
|
|
display: flex;
|
|
flex-direction: row-reverse;
|
|
}
|
|
|
|
#bomcontrols>* {
|
|
flex-shrink: 0;
|
|
}
|
|
|
|
#dbg {
|
|
display: block;
|
|
}
|
|
|
|
::-webkit-scrollbar {
|
|
width: 8px;
|
|
}
|
|
|
|
::-webkit-scrollbar-track {
|
|
background: #aaa;
|
|
}
|
|
|
|
::-webkit-scrollbar-thumb {
|
|
background: #666;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
::-webkit-scrollbar-thumb:hover {
|
|
background: #555;
|
|
}
|
|
|
|
.slider {
|
|
-webkit-appearance: none;
|
|
width: 100%;
|
|
margin: 3px 0;
|
|
padding: 0;
|
|
outline: none;
|
|
opacity: 0.7;
|
|
-webkit-transition: .2s;
|
|
transition: opacity .2s;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider:hover {
|
|
opacity: 1;
|
|
}
|
|
|
|
.slider:focus {
|
|
outline: none;
|
|
}
|
|
|
|
.slider::-webkit-slider-runnable-track {
|
|
-webkit-appearance: none;
|
|
width: 100%;
|
|
height: 8px;
|
|
background: #d3d3d3;
|
|
border-radius: 3px;
|
|
border: none;
|
|
}
|
|
|
|
.slider::-webkit-slider-thumb {
|
|
-webkit-appearance: none;
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
margin-top: -4px;
|
|
}
|
|
|
|
.dark .slider::-webkit-slider-thumb {
|
|
background: #3d3;
|
|
}
|
|
|
|
.slider::-moz-range-thumb {
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
}
|
|
|
|
.slider::-moz-range-track {
|
|
height: 8px;
|
|
background: #d3d3d3;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.dark .slider::-moz-range-thumb {
|
|
background: #3d3;
|
|
}
|
|
|
|
.slider::-ms-track {
|
|
width: 100%;
|
|
height: 8px;
|
|
border-width: 3px 0;
|
|
background: transparent;
|
|
border-color: transparent;
|
|
color: transparent;
|
|
transition: opacity .2s;
|
|
}
|
|
|
|
.slider::-ms-fill-lower {
|
|
background: #d3d3d3;
|
|
border: none;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider::-ms-fill-upper {
|
|
background: #d3d3d3;
|
|
border: none;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider::-ms-thumb {
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
margin: 0;
|
|
}
|
|
|
|
.shameless-plug {
|
|
font-size: 0.8em;
|
|
text-align: center;
|
|
display: block;
|
|
}
|
|
|
|
a {
|
|
color: #0278a4;
|
|
}
|
|
|
|
.dark a {
|
|
color: #00b9fd;
|
|
}
|
|
|
|
#frontcanvas,
|
|
#backcanvas {
|
|
touch-action: none;
|
|
}
|
|
|
|
.placeholder {
|
|
border: 1px dashed #9f9fda !important;
|
|
background-color: #edf2f7 !important;
|
|
}
|
|
|
|
.dragging {
|
|
z-index: 999;
|
|
}
|
|
|
|
.dark .dragging>table>tbody>tr {
|
|
background-color: #252c30;
|
|
}
|
|
|
|
.dark .placeholder {
|
|
filter: invert(1);
|
|
}
|
|
|
|
.column-spacer {
|
|
top: 0;
|
|
left: 0;
|
|
width: calc(100% - 4px);
|
|
position: absolute;
|
|
cursor: pointer;
|
|
user-select: none;
|
|
height: 100%;
|
|
}
|
|
|
|
.column-width-handle {
|
|
top: 0;
|
|
right: 0;
|
|
width: 4px;
|
|
position: absolute;
|
|
cursor: col-resize;
|
|
user-select: none;
|
|
height: 100%;
|
|
}
|
|
|
|
.column-width-handle:hover {
|
|
background-color: #4f99bd;
|
|
}
|
|
|
|
.help-link {
|
|
border: 1px solid #0278a4;
|
|
padding-inline: 0.3rem;
|
|
border-radius: 3px;
|
|
cursor: pointer;
|
|
}
|
|
|
|
.dark .help-link {
|
|
border: 1px solid #00b9fd;
|
|
}
|
|
|
|
.bom-color {
|
|
width: 20%;
|
|
}
|
|
|
|
.color-column input {
|
|
width: 1.6rem;
|
|
height: 1rem;
|
|
border: 1px solid black;
|
|
cursor: pointer;
|
|
padding: 0;
|
|
}
|
|
|
|
/* removes default styling from input color element */
|
|
::-webkit-color-swatch {
|
|
border: none;
|
|
}
|
|
|
|
::-webkit-color-swatch-wrapper {
|
|
padding: 0;
|
|
}
|
|
|
|
::-moz-color-swatch,
|
|
::-moz-focus-inner {
|
|
border: none;
|
|
}
|
|
|
|
::-moz-focus-inner {
|
|
padding: 0;
|
|
}
|
|
/* #bomhead {
|
|
position: sticky;
|
|
top: 0px;
|
|
z-index: 1;
|
|
} */
|
|
</style>
|
|
<script type="text/javascript" >
|
|
///////////////////////////////////////////////
|
|
/*
|
|
Split.js - v1.3.5
|
|
MIT License
|
|
https://github.com/nathancahill/Split.js
|
|
*/
|
|
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
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// This work is free. You can redistribute it and/or modify it
|
|
// under the terms of the WTFPL, Version 2
|
|
// For more information see LICENSE.txt or http://www.wtfpl.net/
|
|
//
|
|
// For more information, the home page:
|
|
// http://pieroxy.net/blog/pages/lz-string/testing.html
|
|
//
|
|
// LZ-based compression algorithm, version 1.4.4
|
|
var LZString=function(){var o=String.fromCharCode,i={};var n={decompressFromBase64:function(o){return null==o?"":""==o?null:n._decompress(o.length,32,function(n){return function(o,n){if(!i[o]){i[o]={};for(var t=0;t<o.length;t++)i[o][o.charAt(t)]=t}return i[o][n]}("ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",o.charAt(n))})},_decompress:function(i,n,t){var r,e,a,s,p,u,l,f=[],c=4,d=4,h=3,v="",g=[],m={val:t(0),position:n,index:1};for(r=0;r<3;r+=1)f[r]=r;for(a=0,p=Math.pow(2,2),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 2:return""}for(f[3]=l,e=l,g.push(l);;){if(m.index>i)return"";for(a=0,p=Math.pow(2,h),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(l=a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 2:return g.join("")}if(0==c&&(c=Math.pow(2,h),h++),f[l])v=f[l];else{if(l!==d)return null;v=e+e.charAt(0)}g.push(v),f[d++]=e+v.charAt(0),e=v,0==--c&&(c=Math.pow(2,h),h++)}}};return n}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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/*!
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|
* PEP v0.4.3 | https://github.com/jquery/PEP
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|
* Copyright jQuery Foundation and other contributors | http://jquery.org/license
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|
*/
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|
!function(a,b){"object"==typeof exports&&"undefined"!=typeof module?module.exports=b():"function"==typeof define&&define.amd?define(b):a.PointerEventsPolyfill=b()}(this,function(){"use strict";function a(a,b){b=b||Object.create(null);var c=document.createEvent("Event");c.initEvent(a,b.bubbles||!1,b.cancelable||!1);
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for(var d,e=2;e<m.length;e++)d=m[e],c[d]=b[d]||n[e];c.buttons=b.buttons||0;
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var f=0;return f=b.pressure&&c.buttons?b.pressure:c.buttons?.5:0,c.x=c.clientX,c.y=c.clientY,c.pointerId=b.pointerId||0,c.width=b.width||0,c.height=b.height||0,c.pressure=f,c.tiltX=b.tiltX||0,c.tiltY=b.tiltY||0,c.twist=b.twist||0,c.tangentialPressure=b.tangentialPressure||0,c.pointerType=b.pointerType||"",c.hwTimestamp=b.hwTimestamp||0,c.isPrimary=b.isPrimary||!1,c}function b(){this.array=[],this.size=0}function c(a,b,c,d){this.addCallback=a.bind(d),this.removeCallback=b.bind(d),this.changedCallback=c.bind(d),A&&(this.observer=new A(this.mutationWatcher.bind(this)))}function d(a){return"body /shadow-deep/ "+e(a)}function e(a){return'[touch-action="'+a+'"]'}function f(a){return"{ -ms-touch-action: "+a+"; touch-action: "+a+"; }"}function g(){if(F){D.forEach(function(a){String(a)===a?(E+=e(a)+f(a)+"\n",G&&(E+=d(a)+f(a)+"\n")):(E+=a.selectors.map(e)+f(a.rule)+"\n",G&&(E+=a.selectors.map(d)+f(a.rule)+"\n"))});var a=document.createElement("style");a.textContent=E,document.head.appendChild(a)}}function h(){if(!window.PointerEvent){if(window.PointerEvent=a,window.navigator.msPointerEnabled){var b=window.navigator.msMaxTouchPoints;Object.defineProperty(window.navigator,"maxTouchPoints",{value:b,enumerable:!0}),u.registerSource("ms",_)}else Object.defineProperty(window.navigator,"maxTouchPoints",{value:0,enumerable:!0}),u.registerSource("mouse",N),void 0!==window.ontouchstart&&u.registerSource("touch",V);u.register(document)}}function i(a){if(!u.pointermap.has(a)){var b=new Error("InvalidPointerId");throw b.name="InvalidPointerId",b}}function j(a){for(var b=a.parentNode;b&&b!==a.ownerDocument;)b=b.parentNode;if(!b){var c=new Error("InvalidStateError");throw c.name="InvalidStateError",c}}function k(a){var b=u.pointermap.get(a);return 0!==b.buttons}function l(){window.Element&&!Element.prototype.setPointerCapture&&Object.defineProperties(Element.prototype,{setPointerCapture:{value:W},releasePointerCapture:{value:X},hasPointerCapture:{value:Y}})}
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var m=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","pageX","pageY"],n=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0],o=window.Map&&window.Map.prototype.forEach,p=o?Map:b;b.prototype={set:function(a,b){return void 0===b?this["delete"](a):(this.has(a)||this.size++,void(this.array[a]=b))},has:function(a){return void 0!==this.array[a]},"delete":function(a){this.has(a)&&(delete this.array[a],this.size--)},get:function(a){return this.array[a]},clear:function(){this.array.length=0,this.size=0},forEach:function(a,b){return this.array.forEach(function(c,d){a.call(b,c,d,this)},this)}};var q=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","buttons","pointerId","width","height","pressure","tiltX","tiltY","pointerType","hwTimestamp","isPrimary","type","target","currentTarget","which","pageX","pageY","timeStamp"],r=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0,0,0,0,0,0,"",0,!1,"",null,null,0,0,0,0],s={pointerover:1,pointerout:1,pointerenter:1,pointerleave:1},t="undefined"!=typeof SVGElementInstance,u={pointermap:new p,eventMap:Object.create(null),captureInfo:Object.create(null),eventSources:Object.create(null),eventSourceList:[],registerSource:function(a,b){var c=b,d=c.events;d&&(d.forEach(function(a){c[a]&&(this.eventMap[a]=c[a].bind(c))},this),this.eventSources[a]=c,this.eventSourceList.push(c))},register:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
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b.register.call(b,a)},unregister:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
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b.unregister.call(b,a)},contains:function(a,b){try{return a.contains(b)}catch(c){return!1}},down:function(a){a.bubbles=!0,this.fireEvent("pointerdown",a)},move:function(a){a.bubbles=!0,this.fireEvent("pointermove",a)},up:function(a){a.bubbles=!0,this.fireEvent("pointerup",a)},enter:function(a){a.bubbles=!1,this.fireEvent("pointerenter",a)},leave:function(a){a.bubbles=!1,this.fireEvent("pointerleave",a)},over:function(a){a.bubbles=!0,this.fireEvent("pointerover",a)},out:function(a){a.bubbles=!0,this.fireEvent("pointerout",a)},cancel:function(a){a.bubbles=!0,this.fireEvent("pointercancel",a)},leaveOut:function(a){this.out(a),this.propagate(a,this.leave,!1)},enterOver:function(a){this.over(a),this.propagate(a,this.enter,!0)},eventHandler:function(a){if(!a._handledByPE){var b=a.type,c=this.eventMap&&this.eventMap[b];c&&c(a),a._handledByPE=!0}},listen:function(a,b){b.forEach(function(b){this.addEvent(a,b)},this)},unlisten:function(a,b){b.forEach(function(b){this.removeEvent(a,b)},this)},addEvent:function(a,b){a.addEventListener(b,this.boundHandler)},removeEvent:function(a,b){a.removeEventListener(b,this.boundHandler)},makeEvent:function(b,c){this.captureInfo[c.pointerId]&&(c.relatedTarget=null);var d=new a(b,c);return c.preventDefault&&(d.preventDefault=c.preventDefault),d._target=d._target||c.target,d},fireEvent:function(a,b){var c=this.makeEvent(a,b);return this.dispatchEvent(c)},cloneEvent:function(a){for(var b,c=Object.create(null),d=0;d<q.length;d++)b=q[d],c[b]=a[b]||r[d],!t||"target"!==b&&"relatedTarget"!==b||c[b]instanceof SVGElementInstance&&(c[b]=c[b].correspondingUseElement);return a.preventDefault&&(c.preventDefault=function(){a.preventDefault()}),c},getTarget:function(a){var b=this.captureInfo[a.pointerId];return b?a._target!==b&&a.type in s?void 0:b:a._target},propagate:function(a,b,c){for(var d=a.target,e=[];d!==document&&!d.contains(a.relatedTarget);) if(e.push(d),d=d.parentNode,!d)return;c&&e.reverse(),e.forEach(function(c){a.target=c,b.call(this,a)},this)},setCapture:function(b,c,d){this.captureInfo[b]&&this.releaseCapture(b,d),this.captureInfo[b]=c,this.implicitRelease=this.releaseCapture.bind(this,b,d),document.addEventListener("pointerup",this.implicitRelease),document.addEventListener("pointercancel",this.implicitRelease);var e=new a("gotpointercapture");e.pointerId=b,e._target=c,d||this.asyncDispatchEvent(e)},releaseCapture:function(b,c){var d=this.captureInfo[b];if(d){this.captureInfo[b]=void 0,document.removeEventListener("pointerup",this.implicitRelease),document.removeEventListener("pointercancel",this.implicitRelease);var e=new a("lostpointercapture");e.pointerId=b,e._target=d,c||this.asyncDispatchEvent(e)}},dispatchEvent:/*scope.external.dispatchEvent || */function(a){var b=this.getTarget(a);if(b)return b.dispatchEvent(a)},asyncDispatchEvent:function(a){requestAnimationFrame(this.dispatchEvent.bind(this,a))}};u.boundHandler=u.eventHandler.bind(u);var v={shadow:function(a){if(a)return a.shadowRoot||a.webkitShadowRoot},canTarget:function(a){return a&&Boolean(a.elementFromPoint)},targetingShadow:function(a){var b=this.shadow(a);if(this.canTarget(b))return b},olderShadow:function(a){var b=a.olderShadowRoot;if(!b){var c=a.querySelector("shadow");c&&(b=c.olderShadowRoot)}return b},allShadows:function(a){for(var b=[],c=this.shadow(a);c;)b.push(c),c=this.olderShadow(c);return b},searchRoot:function(a,b,c){if(a){var d,e,f=a.elementFromPoint(b,c);for(e=this.targetingShadow(f);e;){if(d=e.elementFromPoint(b,c)){var g=this.targetingShadow(d);return this.searchRoot(g,b,c)||d} e=this.olderShadow(e)} return f}},owner:function(a){
|
|
for(var b=a;b.parentNode;)b=b.parentNode;
|
|
return b.nodeType!==Node.DOCUMENT_NODE&&b.nodeType!==Node.DOCUMENT_FRAGMENT_NODE&&(b=document),b},findTarget:function(a){var b=a.clientX,c=a.clientY,d=this.owner(a.target);
|
|
return d.elementFromPoint(b,c)||(d=document),this.searchRoot(d,b,c)}},w=Array.prototype.forEach.call.bind(Array.prototype.forEach),x=Array.prototype.map.call.bind(Array.prototype.map),y=Array.prototype.slice.call.bind(Array.prototype.slice),z=Array.prototype.filter.call.bind(Array.prototype.filter),A=window.MutationObserver||window.WebKitMutationObserver,B="[touch-action]",C={subtree:!0,childList:!0,attributes:!0,attributeOldValue:!0,attributeFilter:["touch-action"]};c.prototype={watchSubtree:function(a){
|
|
//
|
|
this.observer&&v.canTarget(a)&&this.observer.observe(a,C)},enableOnSubtree:function(a){this.watchSubtree(a),a===document&&"complete"!==document.readyState?this.installOnLoad():this.installNewSubtree(a)},installNewSubtree:function(a){w(this.findElements(a),this.addElement,this)},findElements:function(a){return a.querySelectorAll?a.querySelectorAll(B):[]},removeElement:function(a){this.removeCallback(a)},addElement:function(a){this.addCallback(a)},elementChanged:function(a,b){this.changedCallback(a,b)},concatLists:function(a,b){return a.concat(y(b))},
|
|
installOnLoad:function(){document.addEventListener("readystatechange",function(){"complete"===document.readyState&&this.installNewSubtree(document)}.bind(this))},isElement:function(a){return a.nodeType===Node.ELEMENT_NODE},flattenMutationTree:function(a){
|
|
var b=x(a,this.findElements,this);
|
|
return b.push(z(a,this.isElement)),b.reduce(this.concatLists,[])},mutationWatcher:function(a){a.forEach(this.mutationHandler,this)},mutationHandler:function(a){if("childList"===a.type){var b=this.flattenMutationTree(a.addedNodes);b.forEach(this.addElement,this);var c=this.flattenMutationTree(a.removedNodes);c.forEach(this.removeElement,this)}else"attributes"===a.type&&this.elementChanged(a.target,a.oldValue)}};var D=["none","auto","pan-x","pan-y",{rule:"pan-x pan-y",selectors:["pan-x pan-y","pan-y pan-x"]}],E="",F=window.PointerEvent||window.MSPointerEvent,G=!window.ShadowDOMPolyfill&&document.head.createShadowRoot,H=u.pointermap,I=25,J=[1,4,2,8,16],K=!1;try{K=1===new MouseEvent("test",{buttons:1}).buttons}catch(L){}
|
|
var M,N={POINTER_ID:1,POINTER_TYPE:"mouse",events:["mousedown","mousemove","mouseup","mouseover","mouseout"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},lastTouches:[],
|
|
isEventSimulatedFromTouch:function(a){for(var b,c=this.lastTouches,d=a.clientX,e=a.clientY,f=0,g=c.length;f<g&&(b=c[f]);f++){
|
|
var h=Math.abs(d-b.x),i=Math.abs(e-b.y);if(h<=I&&i<=I)return!0}},prepareEvent:function(a){var b=u.cloneEvent(a),c=b.preventDefault;return b.preventDefault=function(){a.preventDefault(),c()},b.pointerId=this.POINTER_ID,b.isPrimary=!0,b.pointerType=this.POINTER_TYPE,b},prepareButtonsForMove:function(a,b){var c=H.get(this.POINTER_ID);
|
|
0!==b.which&&c?a.buttons=c.buttons:a.buttons=0,b.buttons=a.buttons},mousedown:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);K||(c.buttons=J[c.button],b&&(c.buttons|=b.buttons),a.buttons=c.buttons),H.set(this.POINTER_ID,a),b&&0!==b.buttons?u.move(c):u.down(c)}},mousemove:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.move(b)}},mouseup:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);if(!K){var d=J[c.button];
|
|
c.buttons=b?b.buttons&~d:0,a.buttons=c.buttons}H.set(this.POINTER_ID,a),
|
|
c.buttons&=~J[c.button],0===c.buttons?u.up(c):u.move(c)}},mouseover:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.enterOver(b)}},mouseout:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,u.leaveOut(b)}},cancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.deactivateMouse()},deactivateMouse:function(){H["delete"](this.POINTER_ID)}},O=u.captureInfo,P=v.findTarget.bind(v),Q=v.allShadows.bind(v),R=u.pointermap,S=2500,T=200,U="touch-action",V={events:["touchstart","touchmove","touchend","touchcancel"],register:function(a){M.enableOnSubtree(a)},unregister:function(){},elementAdded:function(a){var b=a.getAttribute(U),c=this.touchActionToScrollType(b);c&&(a._scrollType=c,u.listen(a,this.events),
|
|
Q(a).forEach(function(a){a._scrollType=c,u.listen(a,this.events)},this))},elementRemoved:function(a){a._scrollType=void 0,u.unlisten(a,this.events),
|
|
Q(a).forEach(function(a){a._scrollType=void 0,u.unlisten(a,this.events)},this)},elementChanged:function(a,b){var c=a.getAttribute(U),d=this.touchActionToScrollType(c),e=this.touchActionToScrollType(b);
|
|
d&&e?(a._scrollType=d,Q(a).forEach(function(a){a._scrollType=d},this)):e?this.elementRemoved(a):d&&this.elementAdded(a)},scrollTypes:{EMITTER:"none",XSCROLLER:"pan-x",YSCROLLER:"pan-y",SCROLLER:/^(?:pan-x pan-y)|(?:pan-y pan-x)|auto$/},touchActionToScrollType:function(a){var b=a,c=this.scrollTypes;return"none"===b?"none":b===c.XSCROLLER?"X":b===c.YSCROLLER?"Y":c.SCROLLER.exec(b)?"XY":void 0},POINTER_TYPE:"touch",firstTouch:null,isPrimaryTouch:function(a){return this.firstTouch===a.identifier},setPrimaryTouch:function(a){
|
|
(0===R.size||1===R.size&&R.has(1))&&(this.firstTouch=a.identifier,this.firstXY={X:a.clientX,Y:a.clientY},this.scrolling=!1,this.cancelResetClickCount())},removePrimaryPointer:function(a){a.isPrimary&&(this.firstTouch=null,this.firstXY=null,this.resetClickCount())},clickCount:0,resetId:null,resetClickCount:function(){var a=function(){this.clickCount=0,this.resetId=null}.bind(this);this.resetId=setTimeout(a,T)},cancelResetClickCount:function(){this.resetId&&clearTimeout(this.resetId)},typeToButtons:function(a){var b=0;return"touchstart"!==a&&"touchmove"!==a||(b=1),b},touchToPointer:function(a){var b=this.currentTouchEvent,c=u.cloneEvent(a),d=c.pointerId=a.identifier+2;c.target=O[d]||P(c),c.bubbles=!0,c.cancelable=!0,c.detail=this.clickCount,c.button=0,c.buttons=this.typeToButtons(b.type),c.width=2*(a.radiusX||a.webkitRadiusX||0),c.height=2*(a.radiusY||a.webkitRadiusY||0),c.pressure=a.force||a.webkitForce||.5,c.isPrimary=this.isPrimaryTouch(a),c.pointerType=this.POINTER_TYPE,
|
|
c.altKey=b.altKey,c.ctrlKey=b.ctrlKey,c.metaKey=b.metaKey,c.shiftKey=b.shiftKey;
|
|
var e=this;return c.preventDefault=function(){e.scrolling=!1,e.firstXY=null,b.preventDefault()},c},processTouches:function(a,b){var c=a.changedTouches;this.currentTouchEvent=a;for(var d,e=0;e<c.length;e++)d=c[e],b.call(this,this.touchToPointer(d))},
|
|
shouldScroll:function(a){if(this.firstXY){var b,c=a.currentTarget._scrollType;if("none"===c)
|
|
b=!1;else if("XY"===c)
|
|
b=!0;else{var d=a.changedTouches[0],e=c,f="Y"===c?"X":"Y",g=Math.abs(d["client"+e]-this.firstXY[e]),h=Math.abs(d["client"+f]-this.firstXY[f]);
|
|
b=g>=h}return this.firstXY=null,b}},findTouch:function(a,b){for(var c,d=0,e=a.length;d<e&&(c=a[d]);d++)if(c.identifier===b)return!0},
|
|
vacuumTouches:function(a){var b=a.touches;
|
|
if(R.size>=b.length){var c=[];R.forEach(function(a,d){
|
|
if(1!==d&&!this.findTouch(b,d-2)){var e=a.out;c.push(e)}},this),c.forEach(this.cancelOut,this)}},touchstart:function(a){this.vacuumTouches(a),this.setPrimaryTouch(a.changedTouches[0]),this.dedupSynthMouse(a),this.scrolling||(this.clickCount++,this.processTouches(a,this.overDown))},overDown:function(a){R.set(a.pointerId,{target:a.target,out:a,outTarget:a.target}),u.enterOver(a),u.down(a)},touchmove:function(a){this.scrolling||(this.shouldScroll(a)?(this.scrolling=!0,this.touchcancel(a)):(a.preventDefault(),this.processTouches(a,this.moveOverOut)))},moveOverOut:function(a){var b=a,c=R.get(b.pointerId);
|
|
if(c){var d=c.out,e=c.outTarget;u.move(b),d&&e!==b.target&&(d.relatedTarget=b.target,b.relatedTarget=e,
|
|
d.target=e,b.target?(u.leaveOut(d),u.enterOver(b)):(
|
|
b.target=e,b.relatedTarget=null,this.cancelOut(b))),c.out=b,c.outTarget=b.target}},touchend:function(a){this.dedupSynthMouse(a),this.processTouches(a,this.upOut)},upOut:function(a){this.scrolling||(u.up(a),u.leaveOut(a)),this.cleanUpPointer(a)},touchcancel:function(a){this.processTouches(a,this.cancelOut)},cancelOut:function(a){u.cancel(a),u.leaveOut(a),this.cleanUpPointer(a)},cleanUpPointer:function(a){R["delete"](a.pointerId),this.removePrimaryPointer(a)},
|
|
dedupSynthMouse:function(a){var b=N.lastTouches,c=a.changedTouches[0];
|
|
if(this.isPrimaryTouch(c)){
|
|
var d={x:c.clientX,y:c.clientY};b.push(d);var e=function(a,b){var c=a.indexOf(b);c>-1&&a.splice(c,1)}.bind(null,b,d);setTimeout(e,S)}}};M=new c(V.elementAdded,V.elementRemoved,V.elementChanged,V);var W,X,Y,Z=u.pointermap,$=window.MSPointerEvent&&"number"==typeof window.MSPointerEvent.MSPOINTER_TYPE_MOUSE,_={events:["MSPointerDown","MSPointerMove","MSPointerUp","MSPointerOut","MSPointerOver","MSPointerCancel","MSGotPointerCapture","MSLostPointerCapture"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},POINTER_TYPES:["","unavailable","touch","pen","mouse"],prepareEvent:function(a){var b=a;return $&&(b=u.cloneEvent(a),b.pointerType=this.POINTER_TYPES[a.pointerType]),b},cleanup:function(a){Z["delete"](a)},MSPointerDown:function(a){Z.set(a.pointerId,a);var b=this.prepareEvent(a);u.down(b)},MSPointerMove:function(a){var b=this.prepareEvent(a);u.move(b)},MSPointerUp:function(a){var b=this.prepareEvent(a);u.up(b),this.cleanup(a.pointerId)},MSPointerOut:function(a){var b=this.prepareEvent(a);u.leaveOut(b)},MSPointerOver:function(a){var b=this.prepareEvent(a);u.enterOver(b)},MSPointerCancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.cleanup(a.pointerId)},MSLostPointerCapture:function(a){var b=u.makeEvent("lostpointercapture",a);u.dispatchEvent(b)},MSGotPointerCapture:function(a){var b=u.makeEvent("gotpointercapture",a);u.dispatchEvent(b)}},aa=window.navigator;aa.msPointerEnabled?(W=function(a){i(a),j(this),k(a)&&(u.setCapture(a,this,!0),this.msSetPointerCapture(a))},X=function(a){i(a),u.releaseCapture(a,!0),this.msReleasePointerCapture(a)}):(W=function(a){i(a),j(this),k(a)&&u.setCapture(a,this)},X=function(a){i(a),u.releaseCapture(a)}),Y=function(a){return!!u.captureInfo[a]},g(),h(),l();var ba={dispatcher:u,Installer:c,PointerEvent:a,PointerMap:p,targetFinding:v};return ba});
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": "none", "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "offset_back_rotation": false, "kicad_text_formatting": true, "fields": ["Value", "Footprint"]}
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* Utility functions */
|
|
|
|
var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
|
|
pcbdata.metadata.revision + '__#';
|
|
var storage;
|
|
|
|
function initStorage(key) {
|
|
try {
|
|
window.localStorage.getItem("blank");
|
|
storage = window.localStorage;
|
|
} catch (e) {
|
|
// localStorage not available
|
|
}
|
|
if (!storage) {
|
|
try {
|
|
window.sessionStorage.getItem("blank");
|
|
storage = window.sessionStorage;
|
|
} catch (e) {
|
|
// sessionStorage also not available
|
|
}
|
|
}
|
|
}
|
|
|
|
function readStorage(key) {
|
|
if (storage) {
|
|
return storage.getItem(storagePrefix + key);
|
|
} else {
|
|
return null;
|
|
}
|
|
}
|
|
|
|
function writeStorage(key, value) {
|
|
if (storage) {
|
|
storage.setItem(storagePrefix + key, value);
|
|
}
|
|
}
|
|
|
|
function fancyDblClickHandler(el, onsingle, ondouble) {
|
|
return function () {
|
|
if (el.getAttribute("data-dblclick") == null) {
|
|
el.setAttribute("data-dblclick", 1);
|
|
setTimeout(function () {
|
|
if (el.getAttribute("data-dblclick") == 1) {
|
|
onsingle();
|
|
}
|
|
el.removeAttribute("data-dblclick");
|
|
}, 200);
|
|
} else {
|
|
el.removeAttribute("data-dblclick");
|
|
ondouble();
|
|
}
|
|
}
|
|
}
|
|
|
|
function smoothScrollToRow(rowid) {
|
|
document.getElementById(rowid).scrollIntoView({
|
|
behavior: "smooth",
|
|
block: "center",
|
|
inline: "nearest"
|
|
});
|
|
}
|
|
|
|
function focusInputField(input) {
|
|
input.scrollIntoView(false);
|
|
input.focus();
|
|
input.select();
|
|
}
|
|
|
|
function saveBomTable(output) {
|
|
var text = '';
|
|
for (var node of bomhead.childNodes[0].childNodes) {
|
|
if (node.firstChild) {
|
|
text += (output == 'csv' ? `"${node.firstChild.nodeValue}"` : node.firstChild.nodeValue);
|
|
}
|
|
if (node != bomhead.childNodes[0].lastChild) {
|
|
text += (output == 'csv' ? ',' : '\t');
|
|
}
|
|
}
|
|
text += '\n';
|
|
for (var row of bombody.childNodes) {
|
|
for (var cell of row.childNodes) {
|
|
let val = '';
|
|
for (var node of cell.childNodes) {
|
|
if (node.nodeName == "INPUT") {
|
|
if (node.checked) {
|
|
val += '✓';
|
|
}
|
|
} else if ((node.nodeName == "MARK") || (node.nodeName == "A")) {
|
|
val += node.firstChild.nodeValue;
|
|
} else {
|
|
val += node.nodeValue;
|
|
}
|
|
}
|
|
if (output == 'csv') {
|
|
val = val.replace(/\"/g, '\"\"'); // pair of double-quote characters
|
|
if (isNumeric(val)) {
|
|
val = +val; // use number
|
|
} else {
|
|
val = `"${val}"`; // enclosed within double-quote
|
|
}
|
|
}
|
|
text += val;
|
|
if (cell != row.lastChild) {
|
|
text += (output == 'csv' ? ',' : '\t');
|
|
}
|
|
}
|
|
text += '\n';
|
|
}
|
|
|
|
if (output != 'clipboard') {
|
|
// To file: csv or txt
|
|
var blob = new Blob([text], {
|
|
type: `text/${output}`
|
|
});
|
|
saveFile(`${pcbdata.metadata.title}.${output}`, blob);
|
|
} else {
|
|
// To clipboard
|
|
var textArea = document.createElement("textarea");
|
|
textArea.classList.add('clipboard-temp');
|
|
textArea.value = text;
|
|
|
|
document.body.appendChild(textArea);
|
|
textArea.focus();
|
|
textArea.select();
|
|
|
|
try {
|
|
if (document.execCommand('copy')) {
|
|
console.log('Bom copied to clipboard.');
|
|
}
|
|
} catch (err) {
|
|
console.log('Can not copy to clipboard.');
|
|
}
|
|
|
|
document.body.removeChild(textArea);
|
|
}
|
|
}
|
|
|
|
function isNumeric(str) {
|
|
/* https://stackoverflow.com/a/175787 */
|
|
return (typeof str != "string" ? false : !isNaN(str) && !isNaN(parseFloat(str)));
|
|
}
|
|
|
|
function removeGutterNode(node) {
|
|
for (var i = 0; i < node.childNodes.length; i++) {
|
|
if (node.childNodes[i].classList &&
|
|
node.childNodes[i].classList.contains("gutter")) {
|
|
node.removeChild(node.childNodes[i]);
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
|
|
function cleanGutters() {
|
|
removeGutterNode(document.getElementById("bot"));
|
|
removeGutterNode(document.getElementById("canvasdiv"));
|
|
}
|
|
|
|
var units = {
|
|
prefixes: {
|
|
giga: ["G", "g", "giga", "Giga", "GIGA"],
|
|
mega: ["M", "mega", "Mega", "MEGA"],
|
|
kilo: ["K", "k", "kilo", "Kilo", "KILO"],
|
|
milli: ["m", "milli", "Milli", "MILLI"],
|
|
micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
|
|
nano: ["N", "n", "nano", "Nano", "NANO"],
|
|
pico: ["P", "p", "pico", "Pico", "PICO"],
|
|
},
|
|
unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
|
|
unitsLong: [
|
|
"OHM", "Ohm", "ohm", "ohms",
|
|
"FARAD", "Farad", "farad",
|
|
"HENRY", "Henry", "henry"
|
|
],
|
|
getMultiplier: function (s) {
|
|
if (this.prefixes.giga.includes(s)) return 1e9;
|
|
if (this.prefixes.mega.includes(s)) return 1e6;
|
|
if (this.prefixes.kilo.includes(s)) return 1e3;
|
|
if (this.prefixes.milli.includes(s)) return 1e-3;
|
|
if (this.prefixes.micro.includes(s)) return 1e-6;
|
|
if (this.prefixes.nano.includes(s)) return 1e-9;
|
|
if (this.prefixes.pico.includes(s)) return 1e-12;
|
|
return 1;
|
|
},
|
|
valueRegex: null,
|
|
}
|
|
|
|
function initUtils() {
|
|
var allPrefixes = units.prefixes.giga
|
|
.concat(units.prefixes.mega)
|
|
.concat(units.prefixes.kilo)
|
|
.concat(units.prefixes.milli)
|
|
.concat(units.prefixes.micro)
|
|
.concat(units.prefixes.nano)
|
|
.concat(units.prefixes.pico);
|
|
var allUnits = units.unitsShort.concat(units.unitsLong);
|
|
units.valueRegex = new RegExp("^([0-9\.]+)" +
|
|
"\\s*(" + allPrefixes.join("|") + ")?" +
|
|
"(" + allUnits.join("|") + ")?" +
|
|
"(\\b.*)?$", "");
|
|
units.valueAltRegex = new RegExp("^([0-9]*)" +
|
|
"(" + units.unitsShort.join("|") + ")?" +
|
|
"([GgMmKkUuNnPp])?" +
|
|
"([0-9]*)" +
|
|
"(\\b.*)?$", "");
|
|
if (config.fields.includes("Value")) {
|
|
var index = config.fields.indexOf("Value");
|
|
pcbdata.bom["parsedValues"] = {};
|
|
for (var id in pcbdata.bom.fields) {
|
|
pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index])
|
|
}
|
|
}
|
|
}
|
|
|
|
function parseValue(val, ref) {
|
|
var inferUnit = (unit, ref) => {
|
|
if (unit) {
|
|
unit = unit.toLowerCase();
|
|
if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
|
|
unit = 'r';
|
|
}
|
|
unit = unit[0];
|
|
} else {
|
|
ref = /^([a-z]+)\d+$/i.exec(ref);
|
|
if (ref) {
|
|
ref = ref[1].toLowerCase();
|
|
if (ref == "c") unit = 'f';
|
|
else if (ref == "l") unit = 'h';
|
|
else if (ref == "r" || ref == "rv") unit = 'r';
|
|
else unit = null;
|
|
}
|
|
}
|
|
return unit;
|
|
};
|
|
val = val.replace(/,/g, "");
|
|
var match = units.valueRegex.exec(val);
|
|
var unit;
|
|
if (match) {
|
|
val = parseFloat(match[1]);
|
|
if (match[2]) {
|
|
val = val * units.getMultiplier(match[2]);
|
|
}
|
|
unit = inferUnit(match[3], ref);
|
|
if (!unit) return null;
|
|
else return {
|
|
val: val,
|
|
unit: unit,
|
|
extra: match[4],
|
|
}
|
|
}
|
|
match = units.valueAltRegex.exec(val);
|
|
if (match && (match[1] || match[4])) {
|
|
val = parseFloat(match[1] + "." + match[4]);
|
|
if (match[3]) {
|
|
val = val * units.getMultiplier(match[3]);
|
|
}
|
|
unit = inferUnit(match[2], ref);
|
|
if (!unit) return null;
|
|
else return {
|
|
val: val,
|
|
unit: unit,
|
|
extra: match[5],
|
|
}
|
|
}
|
|
return null;
|
|
}
|
|
|
|
function valueCompare(a, b, stra, strb) {
|
|
if (a === null && b === null) {
|
|
// Failed to parse both values, compare them as strings.
|
|
if (stra != strb) return stra > strb ? 1 : -1;
|
|
else return 0;
|
|
} else if (a === null) {
|
|
return 1;
|
|
} else if (b === null) {
|
|
return -1;
|
|
} else {
|
|
if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
|
|
else if (a.val != b.val) return a.val > b.val ? 1 : -1;
|
|
else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
|
|
else return 0;
|
|
}
|
|
}
|
|
|
|
function validateSaveImgDimension(element) {
|
|
var valid = false;
|
|
var intValue = 0;
|
|
if (/^[1-9]\d*$/.test(element.value)) {
|
|
intValue = parseInt(element.value);
|
|
if (intValue <= 16000) {
|
|
valid = true;
|
|
}
|
|
}
|
|
if (valid) {
|
|
element.classList.remove("invalid");
|
|
} else {
|
|
element.classList.add("invalid");
|
|
}
|
|
return intValue;
|
|
}
|
|
|
|
function saveImage(layer) {
|
|
var width = validateSaveImgDimension(document.getElementById("render-save-width"));
|
|
var height = validateSaveImgDimension(document.getElementById("render-save-height"));
|
|
var bgcolor = null;
|
|
if (!document.getElementById("render-save-transparent").checked) {
|
|
var style = getComputedStyle(topmostdiv);
|
|
bgcolor = style.getPropertyValue("background-color");
|
|
}
|
|
if (!width || !height) return;
|
|
|
|
// Prepare image
|
|
var canvas = document.createElement("canvas");
|
|
var layerdict = {
|
|
transform: {
|
|
x: 0,
|
|
y: 0,
|
|
s: 1,
|
|
panx: 0,
|
|
pany: 0,
|
|
zoom: 1,
|
|
},
|
|
bg: canvas,
|
|
fab: canvas,
|
|
silk: canvas,
|
|
highlight: canvas,
|
|
layer: layer,
|
|
}
|
|
// Do the rendering
|
|
recalcLayerScale(layerdict, width, height);
|
|
prepareLayer(layerdict);
|
|
clearCanvas(canvas, bgcolor);
|
|
drawBackground(layerdict, false);
|
|
drawHighlightsOnLayer(layerdict, false);
|
|
|
|
// Save image
|
|
var imgdata = canvas.toDataURL("image/png");
|
|
|
|
var filename = pcbdata.metadata.title;
|
|
if (pcbdata.metadata.revision) {
|
|
filename += `.${pcbdata.metadata.revision}`;
|
|
}
|
|
filename += `.${layer}.png`;
|
|
saveFile(filename, dataURLtoBlob(imgdata));
|
|
}
|
|
|
|
function saveSettings() {
|
|
var data = {
|
|
type: "InteractiveHtmlBom settings",
|
|
version: 1,
|
|
pcbmetadata: pcbdata.metadata,
|
|
settings: settings,
|
|
}
|
|
var blob = new Blob([JSON.stringify(data, null, 4)], {
|
|
type: "application/json"
|
|
});
|
|
saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
|
|
}
|
|
|
|
function loadSettings() {
|
|
var input = document.createElement("input");
|
|
input.type = "file";
|
|
input.accept = ".settings.json";
|
|
input.onchange = function (e) {
|
|
var file = e.target.files[0];
|
|
var reader = new FileReader();
|
|
reader.onload = readerEvent => {
|
|
var content = readerEvent.target.result;
|
|
var newSettings;
|
|
try {
|
|
newSettings = JSON.parse(content);
|
|
} catch (e) {
|
|
alert("Selected file is not InteractiveHtmlBom settings file.");
|
|
return;
|
|
}
|
|
if (newSettings.type != "InteractiveHtmlBom settings") {
|
|
alert("Selected file is not InteractiveHtmlBom settings file.");
|
|
return;
|
|
}
|
|
var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
|
|
if (metadataMatches) {
|
|
for (var k in pcbdata.metadata) {
|
|
if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
|
|
metadataMatches = false;
|
|
}
|
|
}
|
|
}
|
|
if (!metadataMatches) {
|
|
var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
|
|
var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
|
|
if (!confirm(
|
|
`Settins file metadata does not match current metadata.\n\n` +
|
|
`Page metadata:\n${currentMetadata}\n\n` +
|
|
`Settings file metadata:\n${fileMetadata}\n\n` +
|
|
`Press OK if you would like to import settings anyway.`)) {
|
|
return;
|
|
}
|
|
}
|
|
overwriteSettings(newSettings.settings);
|
|
}
|
|
reader.readAsText(file, 'UTF-8');
|
|
}
|
|
input.click();
|
|
}
|
|
|
|
function resetSettings() {
|
|
if (!confirm(
|
|
`This will reset all checkbox states and other settings.\n\n` +
|
|
`Press OK if you want to continue.`)) {
|
|
return;
|
|
}
|
|
if (storage) {
|
|
var keys = [];
|
|
for (var i = 0; i < storage.length; i++) {
|
|
var key = storage.key(i);
|
|
if (key.startsWith(storagePrefix)) keys.push(key);
|
|
}
|
|
for (var key of keys) storage.removeItem(key);
|
|
}
|
|
location.reload();
|
|
}
|
|
|
|
function overwriteSettings(newSettings) {
|
|
initDone = false;
|
|
Object.assign(settings, newSettings);
|
|
writeStorage("bomlayout", settings.bomlayout);
|
|
writeStorage("bommode", settings.bommode);
|
|
writeStorage("canvaslayout", settings.canvaslayout);
|
|
writeStorage("bomCheckboxes", settings.checkboxes.join(","));
|
|
document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
|
|
for (var checkbox of settings.checkboxes) {
|
|
writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
|
|
}
|
|
writeStorage("markWhenChecked", settings.markWhenChecked);
|
|
padsVisible(settings.renderPads);
|
|
document.getElementById("padsCheckbox").checked = settings.renderPads;
|
|
fabricationVisible(settings.renderFabrication);
|
|
document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
|
|
silkscreenVisible(settings.renderSilkscreen);
|
|
document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
|
|
referencesVisible(settings.renderReferences);
|
|
document.getElementById("referencesCheckbox").checked = settings.renderReferences;
|
|
valuesVisible(settings.renderValues);
|
|
document.getElementById("valuesCheckbox").checked = settings.renderValues;
|
|
tracksVisible(settings.renderTracks);
|
|
document.getElementById("tracksCheckbox").checked = settings.renderTracks;
|
|
zonesVisible(settings.renderZones);
|
|
document.getElementById("zonesCheckbox").checked = settings.renderZones;
|
|
dnpOutline(settings.renderDnpOutline);
|
|
document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
|
|
setRedrawOnDrag(settings.redrawOnDrag);
|
|
document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
|
|
setDarkMode(settings.darkMode);
|
|
document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
|
|
setHighlightPin1(settings.highlightpin1);
|
|
document.forms.highlightpin1.highlightpin1.value = settings.highlightpin1;
|
|
writeStorage("boardRotation", settings.boardRotation);
|
|
document.getElementById("boardRotation").value = settings.boardRotation / 5;
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
setOffsetBackRotation(settings.offsetBackRotation);
|
|
document.getElementById("offsetBackRotationCheckbox").checked = settings.offsetBackRotation;
|
|
initDone = true;
|
|
prepCheckboxes();
|
|
changeBomLayout(settings.bomlayout);
|
|
}
|
|
|
|
function saveFile(filename, blob) {
|
|
var link = document.createElement("a");
|
|
var objurl = URL.createObjectURL(blob);
|
|
link.download = filename;
|
|
link.href = objurl;
|
|
link.click();
|
|
}
|
|
|
|
function dataURLtoBlob(dataurl) {
|
|
var arr = dataurl.split(','),
|
|
mime = arr[0].match(/:(.*?);/)[1],
|
|
bstr = atob(arr[1]),
|
|
n = bstr.length,
|
|
u8arr = new Uint8Array(n);
|
|
while (n--) {
|
|
u8arr[n] = bstr.charCodeAt(n);
|
|
}
|
|
return new Blob([u8arr], {
|
|
type: mime
|
|
});
|
|
}
|
|
|
|
var settings = {
|
|
canvaslayout: "FB",
|
|
bomlayout: "left-right",
|
|
bommode: "grouped",
|
|
checkboxes: [],
|
|
checkboxStoredRefs: {},
|
|
darkMode: false,
|
|
highlightpin1: "none",
|
|
redrawOnDrag: true,
|
|
boardRotation: 0,
|
|
offsetBackRotation: false,
|
|
renderPads: true,
|
|
renderReferences: true,
|
|
renderValues: true,
|
|
renderSilkscreen: true,
|
|
renderFabrication: true,
|
|
renderDnpOutline: false,
|
|
renderTracks: true,
|
|
renderZones: true,
|
|
columnOrder: [],
|
|
hiddenColumns: [],
|
|
netColors: {},
|
|
}
|
|
|
|
function initDefaults() {
|
|
settings.bomlayout = readStorage("bomlayout");
|
|
if (settings.bomlayout === null) {
|
|
settings.bomlayout = config.bom_view;
|
|
}
|
|
if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
|
|
settings.bomlayout = config.bom_view;
|
|
}
|
|
settings.bommode = readStorage("bommode");
|
|
if (settings.bommode === null) {
|
|
settings.bommode = "grouped";
|
|
}
|
|
if (settings.bommode == "netlist" && !pcbdata.nets) {
|
|
settings.bommode = "grouped";
|
|
}
|
|
if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
|
|
settings.bommode = "grouped";
|
|
}
|
|
settings.canvaslayout = readStorage("canvaslayout");
|
|
if (settings.canvaslayout === null) {
|
|
settings.canvaslayout = config.layer_view;
|
|
}
|
|
var bomCheckboxes = readStorage("bomCheckboxes");
|
|
if (bomCheckboxes === null) {
|
|
bomCheckboxes = config.checkboxes;
|
|
}
|
|
settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
|
|
document.getElementById("bomCheckboxes").value = bomCheckboxes;
|
|
|
|
var highlightpin1 = readStorage("highlightpin1") || config.highlight_pin1;
|
|
if (highlightpin1 === "false") highlightpin1 = "none";
|
|
if (highlightpin1 === "true") highlightpin1 = "all";
|
|
setHighlightPin1(highlightpin1);
|
|
document.forms.highlightpin1.highlightpin1.value = highlightpin1;
|
|
|
|
settings.markWhenChecked = readStorage("markWhenChecked") || "";
|
|
populateMarkWhenCheckedOptions();
|
|
|
|
function initBooleanSetting(storageString, def, elementId, func) {
|
|
var b = readStorage(storageString);
|
|
if (b === null) {
|
|
b = def;
|
|
} else {
|
|
b = (b == "true");
|
|
}
|
|
document.getElementById(elementId).checked = b;
|
|
func(b);
|
|
}
|
|
|
|
initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
|
|
initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
|
|
initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
|
|
initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
|
|
initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
|
|
if ("tracks" in pcbdata) {
|
|
initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
|
|
initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
|
|
} else {
|
|
document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
|
|
tracksVisible(false);
|
|
zonesVisible(false);
|
|
}
|
|
initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
|
|
initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
|
|
initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);
|
|
|
|
var fields = ["checkboxes", "References"].concat(config.fields).concat(["Quantity"]);
|
|
var hcols = JSON.parse(readStorage("hiddenColumns"));
|
|
if (hcols === null) {
|
|
hcols = [];
|
|
}
|
|
settings.hiddenColumns = hcols.filter(e => fields.includes(e));
|
|
|
|
var cord = JSON.parse(readStorage("columnOrder"));
|
|
if (cord === null) {
|
|
cord = fields;
|
|
} else {
|
|
cord = cord.filter(e => fields.includes(e));
|
|
if (cord.length != fields.length)
|
|
cord = fields;
|
|
}
|
|
settings.columnOrder = cord;
|
|
|
|
settings.boardRotation = readStorage("boardRotation");
|
|
if (settings.boardRotation === null) {
|
|
settings.boardRotation = config.board_rotation * 5;
|
|
} else {
|
|
settings.boardRotation = parseInt(settings.boardRotation);
|
|
}
|
|
document.getElementById("boardRotation").value = settings.boardRotation / 5;
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
initBooleanSetting("offsetBackRotation", config.offset_back_rotation, "offsetBackRotationCheckbox", setOffsetBackRotation);
|
|
|
|
settings.netColors = JSON.parse(readStorage("netColors")) || {};
|
|
}
|
|
|
|
// Helper classes for user js callbacks.
|
|
|
|
const IBOM_EVENT_TYPES = {
|
|
ALL: "all",
|
|
HIGHLIGHT_EVENT: "highlightEvent",
|
|
CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
|
|
BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
|
|
}
|
|
|
|
const EventHandler = {
|
|
callbacks: {},
|
|
init: function () {
|
|
for (eventType of Object.values(IBOM_EVENT_TYPES))
|
|
this.callbacks[eventType] = [];
|
|
},
|
|
registerCallback: function (eventType, callback) {
|
|
this.callbacks[eventType].push(callback);
|
|
},
|
|
emitEvent: function (eventType, eventArgs) {
|
|
event = {
|
|
eventType: eventType,
|
|
args: eventArgs,
|
|
}
|
|
var callback;
|
|
for (callback of this.callbacks[eventType])
|
|
callback(event);
|
|
for (callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
|
|
callback(event);
|
|
}
|
|
}
|
|
EventHandler.init();
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* PCB rendering code */
|
|
|
|
var emptyContext2d = document.createElement("canvas").getContext("2d");
|
|
|
|
function deg2rad(deg) {
|
|
return deg * Math.PI / 180;
|
|
}
|
|
|
|
function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
|
|
var point = [
|
|
linepoint[0] * text.width + offsetx,
|
|
linepoint[1] * text.height + offsety
|
|
];
|
|
// This approximates pcbnew behavior with how text tilts depending on horizontal justification
|
|
point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
|
|
return point;
|
|
}
|
|
|
|
function drawText(ctx, text, color) {
|
|
if ("ref" in text && !settings.renderReferences) return;
|
|
if ("val" in text && !settings.renderValues) return;
|
|
ctx.save();
|
|
ctx.fillStyle = color;
|
|
ctx.strokeStyle = color;
|
|
ctx.lineCap = "round";
|
|
ctx.lineJoin = "round";
|
|
ctx.lineWidth = text.thickness;
|
|
if ("svgpath" in text) {
|
|
ctx.stroke(new Path2D(text.svgpath));
|
|
ctx.restore();
|
|
return;
|
|
}
|
|
if ("polygons" in text) {
|
|
ctx.fill(getPolygonsPath(text));
|
|
ctx.restore();
|
|
return;
|
|
}
|
|
ctx.translate(...text.pos);
|
|
ctx.translate(text.thickness * 0.5, 0);
|
|
var angle = -text.angle;
|
|
if (text.attr.includes("mirrored")) {
|
|
ctx.scale(-1, 1);
|
|
angle = -angle;
|
|
}
|
|
var tilt = 0;
|
|
if (text.attr.includes("italic")) {
|
|
tilt = 0.125;
|
|
}
|
|
var interline = text.height * 1.5 + text.thickness;
|
|
var txt = text.text.split("\n");
|
|
// KiCad ignores last empty line.
|
|
if (txt[txt.length - 1] == '') txt.pop();
|
|
ctx.rotate(deg2rad(angle));
|
|
var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
|
|
offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
|
|
for (var i in txt) {
|
|
var lineWidth = text.thickness + interline / 2 * tilt;
|
|
for (var j = 0; j < txt[i].length; j++) {
|
|
if (txt[i][j] == '\t') {
|
|
var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
|
|
lineWidth += fourSpaces - lineWidth % fourSpaces;
|
|
} else {
|
|
if (txt[i][j] == '~') {
|
|
j++;
|
|
if (j == txt[i].length)
|
|
break;
|
|
}
|
|
lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
|
|
}
|
|
}
|
|
var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
|
|
var inOverbar = false;
|
|
for (var j = 0; j < txt[i].length; j++) {
|
|
if (config.kicad_text_formatting) {
|
|
if (txt[i][j] == '\t') {
|
|
var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
|
|
offsetx += fourSpaces - offsetx % fourSpaces;
|
|
continue;
|
|
} else if (txt[i][j] == '~') {
|
|
j++;
|
|
if (j == txt[i].length)
|
|
break;
|
|
if (txt[i][j] != '~') {
|
|
inOverbar = !inOverbar;
|
|
}
|
|
}
|
|
}
|
|
var glyph = pcbdata.font_data[txt[i][j]];
|
|
if (inOverbar) {
|
|
var overbarStart = [offsetx, -text.height * 1.4 + offsety];
|
|
var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];
|
|
|
|
if (!lastHadOverbar) {
|
|
overbarStart[0] += text.height * 1.4 * tilt;
|
|
lastHadOverbar = true;
|
|
}
|
|
ctx.beginPath();
|
|
ctx.moveTo(...overbarStart);
|
|
ctx.lineTo(...overbarEnd);
|
|
ctx.stroke();
|
|
} else {
|
|
lastHadOverbar = false;
|
|
}
|
|
for (var line of glyph.l) {
|
|
ctx.beginPath();
|
|
ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
|
|
for (var k = 1; k < line.length; k++) {
|
|
ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
|
|
}
|
|
ctx.stroke();
|
|
}
|
|
offsetx += glyph.w * text.width;
|
|
}
|
|
offsety += interline;
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawedge(ctx, scalefactor, edge, color) {
|
|
ctx.strokeStyle = color;
|
|
ctx.fillStyle = color;
|
|
ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
|
|
ctx.lineCap = "round";
|
|
ctx.lineJoin = "round";
|
|
if ("svgpath" in edge) {
|
|
ctx.stroke(new Path2D(edge.svgpath));
|
|
} else {
|
|
ctx.beginPath();
|
|
if (edge.type == "segment") {
|
|
ctx.moveTo(...edge.start);
|
|
ctx.lineTo(...edge.end);
|
|
}
|
|
if (edge.type == "rect") {
|
|
ctx.moveTo(...edge.start);
|
|
ctx.lineTo(edge.start[0], edge.end[1]);
|
|
ctx.lineTo(...edge.end);
|
|
ctx.lineTo(edge.end[0], edge.start[1]);
|
|
ctx.lineTo(...edge.start);
|
|
}
|
|
if (edge.type == "arc") {
|
|
ctx.arc(
|
|
...edge.start,
|
|
edge.radius,
|
|
deg2rad(edge.startangle),
|
|
deg2rad(edge.endangle));
|
|
}
|
|
if (edge.type == "circle") {
|
|
ctx.arc(
|
|
...edge.start,
|
|
edge.radius,
|
|
0, 2 * Math.PI);
|
|
ctx.closePath();
|
|
}
|
|
if (edge.type == "curve") {
|
|
ctx.moveTo(...edge.start);
|
|
ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
|
|
}
|
|
if("filled" in edge && edge.filled)
|
|
ctx.fill();
|
|
else
|
|
ctx.stroke();
|
|
}
|
|
}
|
|
|
|
function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
|
|
// chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
|
|
var path = new Path2D();
|
|
var width = size[0];
|
|
var height = size[1];
|
|
var x = width * -0.5;
|
|
var y = height * -0.5;
|
|
var chamfOffset = Math.min(width, height) * chamfratio;
|
|
path.moveTo(x, 0);
|
|
if (chamfpos & 4) {
|
|
path.lineTo(x, y + height - chamfOffset);
|
|
path.lineTo(x + chamfOffset, y + height);
|
|
path.lineTo(0, y + height);
|
|
} else {
|
|
path.arcTo(x, y + height, x + width, y + height, radius);
|
|
}
|
|
if (chamfpos & 8) {
|
|
path.lineTo(x + width - chamfOffset, y + height);
|
|
path.lineTo(x + width, y + height - chamfOffset);
|
|
path.lineTo(x + width, 0);
|
|
} else {
|
|
path.arcTo(x + width, y + height, x + width, y, radius);
|
|
}
|
|
if (chamfpos & 2) {
|
|
path.lineTo(x + width, y + chamfOffset);
|
|
path.lineTo(x + width - chamfOffset, y);
|
|
path.lineTo(0, y);
|
|
} else {
|
|
path.arcTo(x + width, y, x, y, radius);
|
|
}
|
|
if (chamfpos & 1) {
|
|
path.lineTo(x + chamfOffset, y);
|
|
path.lineTo(x, y + chamfOffset);
|
|
path.lineTo(x, 0);
|
|
} else {
|
|
path.arcTo(x, y, x, y + height, radius);
|
|
}
|
|
path.closePath();
|
|
return path;
|
|
}
|
|
|
|
function getOblongPath(size) {
|
|
return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
|
|
}
|
|
|
|
function getPolygonsPath(shape) {
|
|
if (shape.path2d) {
|
|
return shape.path2d;
|
|
}
|
|
if ("svgpath" in shape) {
|
|
shape.path2d = new Path2D(shape.svgpath);
|
|
} else {
|
|
var path = new Path2D();
|
|
for (var polygon of shape.polygons) {
|
|
path.moveTo(...polygon[0]);
|
|
for (var i = 1; i < polygon.length; i++) {
|
|
path.lineTo(...polygon[i]);
|
|
}
|
|
path.closePath();
|
|
}
|
|
shape.path2d = path;
|
|
}
|
|
return shape.path2d;
|
|
}
|
|
|
|
function drawPolygonShape(ctx, scalefactor, shape, color) {
|
|
ctx.save();
|
|
if (!("svgpath" in shape)) {
|
|
ctx.translate(...shape.pos);
|
|
ctx.rotate(deg2rad(-shape.angle));
|
|
}
|
|
if("filled" in shape && !shape.filled) {
|
|
ctx.strokeStyle = color;
|
|
ctx.lineWidth = Math.max(1 / scalefactor, shape.width);
|
|
ctx.lineCap = "round";
|
|
ctx.lineJoin = "round";
|
|
ctx.stroke(getPolygonsPath(shape));
|
|
} else {
|
|
ctx.fillStyle = color;
|
|
ctx.fill(getPolygonsPath(shape));
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawDrawing(ctx, scalefactor, drawing, color) {
|
|
if (["segment", "arc", "circle", "curve", "rect"].includes(drawing.type)) {
|
|
drawedge(ctx, scalefactor, drawing, color);
|
|
} else if (drawing.type == "polygon") {
|
|
drawPolygonShape(ctx, scalefactor, drawing, color);
|
|
} else {
|
|
drawText(ctx, drawing, color);
|
|
}
|
|
}
|
|
|
|
function getCirclePath(radius) {
|
|
var path = new Path2D();
|
|
path.arc(0, 0, radius, 0, 2 * Math.PI);
|
|
path.closePath();
|
|
return path;
|
|
}
|
|
|
|
function getCachedPadPath(pad) {
|
|
if (!pad.path2d) {
|
|
// if path2d is not set, build one and cache it on pad object
|
|
if (pad.shape == "rect") {
|
|
pad.path2d = new Path2D();
|
|
pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
|
|
} else if (pad.shape == "oval") {
|
|
pad.path2d = getOblongPath(pad.size);
|
|
} else if (pad.shape == "circle") {
|
|
pad.path2d = getCirclePath(pad.size[0] / 2);
|
|
} else if (pad.shape == "roundrect") {
|
|
pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
|
|
} else if (pad.shape == "chamfrect") {
|
|
pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
|
|
} else if (pad.shape == "custom") {
|
|
pad.path2d = getPolygonsPath(pad);
|
|
}
|
|
}
|
|
return pad.path2d;
|
|
}
|
|
|
|
function drawPad(ctx, pad, color, outline) {
|
|
ctx.save();
|
|
ctx.translate(...pad.pos);
|
|
ctx.rotate(-deg2rad(pad.angle));
|
|
if (pad.offset) {
|
|
ctx.translate(...pad.offset);
|
|
}
|
|
ctx.fillStyle = color;
|
|
ctx.strokeStyle = color;
|
|
var path = getCachedPadPath(pad);
|
|
if (outline) {
|
|
ctx.stroke(path);
|
|
} else {
|
|
ctx.fill(path);
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawPadHole(ctx, pad, padHoleColor) {
|
|
if (pad.type != "th") return;
|
|
ctx.save();
|
|
ctx.translate(...pad.pos);
|
|
ctx.rotate(-deg2rad(pad.angle));
|
|
ctx.fillStyle = padHoleColor;
|
|
if (pad.drillshape == "oblong") {
|
|
ctx.fill(getOblongPath(pad.drillsize));
|
|
} else {
|
|
ctx.fill(getCirclePath(pad.drillsize[0] / 2));
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, outline) {
|
|
if (highlight) {
|
|
// draw bounding box
|
|
if (footprint.layer == layer) {
|
|
ctx.save();
|
|
ctx.globalAlpha = 0.2;
|
|
ctx.translate(...footprint.bbox.pos);
|
|
ctx.rotate(deg2rad(-footprint.bbox.angle));
|
|
ctx.translate(...footprint.bbox.relpos);
|
|
ctx.fillStyle = colors.pad;
|
|
ctx.fillRect(0, 0, ...footprint.bbox.size);
|
|
ctx.globalAlpha = 1;
|
|
ctx.strokeStyle = colors.pad;
|
|
ctx.lineWidth = 3 / scalefactor;
|
|
ctx.strokeRect(0, 0, ...footprint.bbox.size);
|
|
ctx.restore();
|
|
}
|
|
}
|
|
// draw drawings
|
|
for (var drawing of footprint.drawings) {
|
|
if (drawing.layer == layer) {
|
|
drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad);
|
|
}
|
|
}
|
|
ctx.lineWidth = 3 / scalefactor;
|
|
// draw pads
|
|
if (settings.renderPads) {
|
|
for (var pad of footprint.pads) {
|
|
if (pad.layers.includes(layer)) {
|
|
drawPad(ctx, pad, colors.pad, outline);
|
|
if (pad.pin1 &&
|
|
(settings.highlightpin1 == "all" ||
|
|
settings.highlightpin1 == "selected" && highlight)) {
|
|
drawPad(ctx, pad, colors.outline, true);
|
|
}
|
|
}
|
|
}
|
|
for (var pad of footprint.pads) {
|
|
drawPadHole(ctx, pad, colors.padHole);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawEdgeCuts(canvas, scalefactor) {
|
|
var ctx = canvas.getContext("2d");
|
|
var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
|
|
for (var edge of pcbdata.edges) {
|
|
drawDrawing(ctx, scalefactor, edge, edgecolor);
|
|
}
|
|
}
|
|
|
|
function drawFootprints(canvas, layer, scalefactor, highlight) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.lineWidth = 3 / scalefactor;
|
|
var style = getComputedStyle(topmostdiv);
|
|
|
|
var colors = {
|
|
pad: style.getPropertyValue('--pad-color'),
|
|
padHole: style.getPropertyValue('--pad-hole-color'),
|
|
outline: style.getPropertyValue('--pin1-outline-color'),
|
|
}
|
|
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
var mod = pcbdata.footprints[i];
|
|
var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
|
|
var h = highlightedFootprints.includes(i);
|
|
var d = markedFootprints.has(i);
|
|
if (highlight) {
|
|
if(h && d) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight-both');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-both');
|
|
} else if (h) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight');
|
|
} else if (d) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight-marked');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-marked');
|
|
}
|
|
}
|
|
if( h || d || !highlight) {
|
|
drawFootprint(ctx, layer, scalefactor, mod, colors, highlight, outline);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
|
|
var ctx = canvas.getContext("2d");
|
|
for (var d of pcbdata.drawings[layername][layer]) {
|
|
if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
|
|
drawedge(ctx, scalefactor, d, edgeColor);
|
|
} else if (d.type == "polygon") {
|
|
drawPolygonShape(ctx, scalefactor, d, polygonColor);
|
|
} else {
|
|
drawText(ctx, d, textColor);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawTracks(canvas, layer, defaultColor, highlight) {
|
|
ctx = canvas.getContext("2d");
|
|
ctx.lineCap = "round";
|
|
|
|
var hasHole = (track) => (
|
|
'drillsize' in track &&
|
|
track.start[0] == track.end[0] &&
|
|
track.start[1] == track.end[1]);
|
|
|
|
// First draw tracks and tented vias
|
|
for (var track of pcbdata.tracks[layer]) {
|
|
if (highlight && highlightedNet != track.net) continue;
|
|
if (!hasHole(track)) {
|
|
ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
|
|
ctx.lineWidth = track.width;
|
|
ctx.beginPath();
|
|
if ('radius' in track) {
|
|
ctx.arc(
|
|
...track.center,
|
|
track.radius,
|
|
deg2rad(track.startangle),
|
|
deg2rad(track.endangle));
|
|
} else {
|
|
ctx.moveTo(...track.start);
|
|
ctx.lineTo(...track.end);
|
|
}
|
|
ctx.stroke();
|
|
}
|
|
}
|
|
// Second pass to draw untented vias
|
|
var style = getComputedStyle(topmostdiv);
|
|
var holeColor = style.getPropertyValue('--pad-hole-color')
|
|
|
|
for (var track of pcbdata.tracks[layer]) {
|
|
if (highlight && highlightedNet != track.net) continue;
|
|
if (hasHole(track)) {
|
|
ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
|
|
ctx.lineWidth = track.width;
|
|
ctx.beginPath();
|
|
ctx.moveTo(...track.start);
|
|
ctx.lineTo(...track.end);
|
|
ctx.stroke();
|
|
ctx.strokeStyle = holeColor;
|
|
ctx.lineWidth = track.drillsize;
|
|
ctx.lineTo(...track.end);
|
|
ctx.stroke();
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawZones(canvas, layer, defaultColor, highlight) {
|
|
ctx = canvas.getContext("2d");
|
|
ctx.lineJoin = "round";
|
|
for (var zone of pcbdata.zones[layer]) {
|
|
if (highlight && highlightedNet != zone.net) continue;
|
|
ctx.strokeStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
|
|
ctx.fillStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
|
|
if (!zone.path2d) {
|
|
zone.path2d = getPolygonsPath(zone);
|
|
}
|
|
ctx.fill(zone.path2d, zone.fillrule || "nonzero");
|
|
if (zone.width > 0) {
|
|
ctx.lineWidth = zone.width;
|
|
ctx.stroke(zone.path2d);
|
|
}
|
|
}
|
|
}
|
|
|
|
function clearCanvas(canvas, color = null) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.save();
|
|
ctx.setTransform(1, 0, 0, 1, 0, 0);
|
|
if (color) {
|
|
ctx.fillStyle = color;
|
|
ctx.fillRect(0, 0, canvas.width, canvas.height);
|
|
} else {
|
|
if (!window.matchMedia("print").matches)
|
|
ctx.clearRect(0, 0, canvas.width, canvas.height);
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawNets(canvas, layer, highlight) {
|
|
var style = getComputedStyle(topmostdiv);
|
|
if (settings.renderZones) {
|
|
var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
|
|
drawZones(canvas, layer, zoneColor, highlight);
|
|
}
|
|
if (settings.renderTracks) {
|
|
var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
|
|
drawTracks(canvas, layer, trackColor, highlight);
|
|
}
|
|
if (highlight && settings.renderPads) {
|
|
var padColor = style.getPropertyValue('--pad-color-highlight');
|
|
var padHoleColor = style.getPropertyValue('--pad-hole-color');
|
|
var ctx = canvas.getContext("2d");
|
|
for (var footprint of pcbdata.footprints) {
|
|
// draw pads
|
|
var padDrawn = false;
|
|
for (var pad of footprint.pads) {
|
|
if (highlightedNet != pad.net) continue;
|
|
if (pad.layers.includes(layer)) {
|
|
drawPad(ctx, pad, padColor, false);
|
|
padDrawn = true;
|
|
}
|
|
}
|
|
if (padDrawn) {
|
|
// redraw all pad holes because some pads may overlap
|
|
for (var pad of footprint.pads) {
|
|
drawPadHole(ctx, pad, padHoleColor);
|
|
}
|
|
}
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawHighlightsOnLayer(canvasdict, clear = true) {
|
|
if (clear) {
|
|
clearCanvas(canvasdict.highlight);
|
|
}
|
|
if (markedFootprints.size > 0 || highlightedFootprints.length > 0) {
|
|
drawFootprints(canvasdict.highlight, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom, true);
|
|
}
|
|
if (highlightedNet !== null) {
|
|
drawNets(canvasdict.highlight, canvasdict.layer, true);
|
|
}
|
|
}
|
|
|
|
function drawHighlights() {
|
|
drawHighlightsOnLayer(allcanvas.front);
|
|
drawHighlightsOnLayer(allcanvas.back);
|
|
}
|
|
|
|
function drawBackground(canvasdict, clear = true) {
|
|
if (clear) {
|
|
clearCanvas(canvasdict.bg);
|
|
clearCanvas(canvasdict.fab);
|
|
clearCanvas(canvasdict.silk);
|
|
}
|
|
|
|
drawNets(canvasdict.bg, canvasdict.layer, false);
|
|
drawFootprints(canvasdict.bg, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom, false);
|
|
|
|
drawEdgeCuts(canvasdict.bg, canvasdict.transform.s * canvasdict.transform.zoom);
|
|
|
|
var style = getComputedStyle(topmostdiv);
|
|
var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
|
|
var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
|
|
var textColor = style.getPropertyValue('--silkscreen-text-color');
|
|
if (settings.renderSilkscreen) {
|
|
drawBgLayer(
|
|
"silkscreen", canvasdict.silk, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom,
|
|
edgeColor, polygonColor, textColor);
|
|
}
|
|
edgeColor = style.getPropertyValue('--fabrication-edge-color');
|
|
polygonColor = style.getPropertyValue('--fabrication-polygon-color');
|
|
textColor = style.getPropertyValue('--fabrication-text-color');
|
|
if (settings.renderFabrication) {
|
|
drawBgLayer(
|
|
"fabrication", canvasdict.fab, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom,
|
|
edgeColor, polygonColor, textColor);
|
|
}
|
|
}
|
|
|
|
function prepareCanvas(canvas, flip, transform) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.setTransform(1, 0, 0, 1, 0, 0);
|
|
ctx.scale(transform.zoom, transform.zoom);
|
|
ctx.translate(transform.panx, transform.pany);
|
|
if (flip) {
|
|
ctx.scale(-1, 1);
|
|
}
|
|
ctx.translate(transform.x, transform.y);
|
|
ctx.rotate(deg2rad(settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
|
|
ctx.scale(transform.s, transform.s);
|
|
}
|
|
|
|
function prepareLayer(canvasdict) {
|
|
var flip = (canvasdict.layer === "B");
|
|
for (var c of ["bg", "fab", "silk", "highlight"]) {
|
|
prepareCanvas(canvasdict[c], flip, canvasdict.transform);
|
|
}
|
|
}
|
|
|
|
function rotateVector(v, angle) {
|
|
angle = deg2rad(angle);
|
|
return [
|
|
v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
|
|
v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
|
|
];
|
|
}
|
|
|
|
function applyRotation(bbox, flip) {
|
|
var corners = [
|
|
[bbox.minx, bbox.miny],
|
|
[bbox.minx, bbox.maxy],
|
|
[bbox.maxx, bbox.miny],
|
|
[bbox.maxx, bbox.maxy],
|
|
];
|
|
corners = corners.map((v) => rotateVector(v, settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
|
|
return {
|
|
minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
|
|
miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
|
|
maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
|
|
maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
|
|
}
|
|
}
|
|
|
|
function recalcLayerScale(layerdict, width, height) {
|
|
var flip = (layerdict.layer === "B");
|
|
var bbox = applyRotation(pcbdata.edges_bbox, flip);
|
|
var scalefactor = 0.98 * Math.min(
|
|
width / (bbox.maxx - bbox.minx),
|
|
height / (bbox.maxy - bbox.miny)
|
|
);
|
|
if (scalefactor < 0.1) {
|
|
scalefactor = 1;
|
|
}
|
|
layerdict.transform.s = scalefactor;
|
|
if (flip) {
|
|
layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
|
|
} else {
|
|
layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
|
|
}
|
|
layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
|
|
for (var c of ["bg", "fab", "silk", "highlight"]) {
|
|
canvas = layerdict[c];
|
|
canvas.width = width;
|
|
canvas.height = height;
|
|
canvas.style.width = (width / devicePixelRatio) + "px";
|
|
canvas.style.height = (height / devicePixelRatio) + "px";
|
|
}
|
|
}
|
|
|
|
function redrawCanvas(layerdict) {
|
|
prepareLayer(layerdict);
|
|
drawBackground(layerdict);
|
|
drawHighlightsOnLayer(layerdict);
|
|
}
|
|
|
|
function resizeCanvas(layerdict) {
|
|
var canvasdivid = {
|
|
"F": "frontcanvas",
|
|
"B": "backcanvas"
|
|
} [layerdict.layer];
|
|
var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
|
|
var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
|
|
recalcLayerScale(layerdict, width, height);
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
function resizeAll() {
|
|
resizeCanvas(allcanvas.front);
|
|
resizeCanvas(allcanvas.back);
|
|
}
|
|
|
|
function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
|
|
var A = x - x1;
|
|
var B = y - y1;
|
|
var C = x2 - x1;
|
|
var D = y2 - y1;
|
|
|
|
var dot = A * C + B * D;
|
|
var len_sq = C * C + D * D;
|
|
var dx, dy;
|
|
if (len_sq == 0) {
|
|
// start and end of the segment coincide
|
|
dx = x - x1;
|
|
dy = y - y1;
|
|
} else {
|
|
var param = dot / len_sq;
|
|
var xx, yy;
|
|
if (param < 0) {
|
|
xx = x1;
|
|
yy = y1;
|
|
} else if (param > 1) {
|
|
xx = x2;
|
|
yy = y2;
|
|
} else {
|
|
xx = x1 + param * C;
|
|
yy = y1 + param * D;
|
|
}
|
|
dx = x - xx;
|
|
dy = y - yy;
|
|
}
|
|
return dx * dx + dy * dy <= d * d;
|
|
}
|
|
|
|
function modulo(n, mod) {
|
|
return ((n % mod) + mod) % mod;
|
|
}
|
|
|
|
function pointWithinDistanceToArc(x, y, xc, yc, radius, startangle, endangle, d) {
|
|
var dx = x - xc;
|
|
var dy = y - yc;
|
|
var r_sq = dx * dx + dy * dy;
|
|
var rmin = Math.max(0, radius - d);
|
|
var rmax = radius + d;
|
|
|
|
if (r_sq < rmin * rmin || r_sq > rmax * rmax)
|
|
return false;
|
|
|
|
var angle1 = modulo(deg2rad(startangle), 2 * Math.PI);
|
|
var dx1 = xc + radius * Math.cos(angle1) - x;
|
|
var dy1 = yc + radius * Math.sin(angle1) - y;
|
|
if (dx1 * dx1 + dy1 * dy1 <= d * d)
|
|
return true;
|
|
|
|
var angle2 = modulo(deg2rad(endangle), 2 * Math.PI);
|
|
var dx2 = xc + radius * Math.cos(angle2) - x;
|
|
var dy2 = yc + radius * Math.sin(angle2) - y;
|
|
if (dx2 * dx2 + dy2 * dy2 <= d * d)
|
|
return true;
|
|
|
|
var angle = modulo(Math.atan2(dy, dx), 2 * Math.PI);
|
|
if (angle1 > angle2)
|
|
return (angle >= angle2 || angle <= angle1);
|
|
else
|
|
return (angle >= angle1 && angle <= angle2);
|
|
}
|
|
|
|
function pointWithinPad(x, y, pad) {
|
|
var v = [x - pad.pos[0], y - pad.pos[1]];
|
|
v = rotateVector(v, pad.angle);
|
|
if (pad.offset) {
|
|
v[0] -= pad.offset[0];
|
|
v[1] -= pad.offset[1];
|
|
}
|
|
return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
|
|
}
|
|
|
|
function netHitScan(layer, x, y) {
|
|
// Check track segments
|
|
if (settings.renderTracks && pcbdata.tracks) {
|
|
for (var track of pcbdata.tracks[layer]) {
|
|
if ('radius' in track) {
|
|
if (pointWithinDistanceToArc(x, y, ...track.center, track.radius, track.startangle, track.endangle, track.width / 2)) {
|
|
return track.net;
|
|
}
|
|
} else {
|
|
if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
|
|
return track.net;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
// Check pads
|
|
if (settings.renderPads) {
|
|
for (var footprint of pcbdata.footprints) {
|
|
for (var pad of footprint.pads) {
|
|
if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
|
|
return pad.net;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
return null;
|
|
}
|
|
|
|
function pointWithinFootprintBbox(x, y, bbox) {
|
|
var v = [x - bbox.pos[0], y - bbox.pos[1]];
|
|
v = rotateVector(v, bbox.angle);
|
|
return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
|
|
bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
|
|
}
|
|
|
|
function bboxHitScan(layer, x, y) {
|
|
var result = [];
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
var footprint = pcbdata.footprints[i];
|
|
if (footprint.layer == layer) {
|
|
if (pointWithinFootprintBbox(x, y, footprint.bbox)) {
|
|
result.push(i);
|
|
}
|
|
}
|
|
}
|
|
return result;
|
|
}
|
|
|
|
function handlePointerDown(e, layerdict) {
|
|
if (e.button != 0 && e.button != 1) {
|
|
return;
|
|
}
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
layerdict.pointerStates[e.pointerId] = {
|
|
distanceTravelled: 0,
|
|
lastX: e.offsetX,
|
|
lastY: e.offsetY,
|
|
downTime: Date.now(),
|
|
};
|
|
}
|
|
|
|
function handleMouseClick(e, layerdict) {
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
var x = e.offsetX;
|
|
var y = e.offsetY;
|
|
var t = layerdict.transform;
|
|
var flip = layerdict.layer === "B";
|
|
if (flip) {
|
|
x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
|
|
} else {
|
|
x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
|
|
}
|
|
y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
|
|
var v = rotateVector([x, y], -settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0));
|
|
if ("nets" in pcbdata) {
|
|
var net = netHitScan(layerdict.layer, ...v);
|
|
if (net !== highlightedNet) {
|
|
netClicked(net);
|
|
}
|
|
}
|
|
if (highlightedNet === null) {
|
|
var footprints = bboxHitScan(layerdict.layer, ...v);
|
|
if (footprints.length > 0) {
|
|
footprintsClicked(footprints);
|
|
}
|
|
}
|
|
}
|
|
|
|
function handlePointerLeave(e, layerdict) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (!settings.redrawOnDrag) {
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
delete layerdict.pointerStates[e.pointerId];
|
|
}
|
|
|
|
function resetTransform(layerdict) {
|
|
layerdict.transform.panx = 0;
|
|
layerdict.transform.pany = 0;
|
|
layerdict.transform.zoom = 1;
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
function handlePointerUp(e, layerdict) {
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (e.button == 2) {
|
|
// Reset pan and zoom on right click.
|
|
resetTransform(layerdict);
|
|
layerdict.anotherPointerTapped = false;
|
|
return;
|
|
}
|
|
|
|
// We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
|
|
var ptr = layerdict.pointerStates[e.pointerId];
|
|
ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);
|
|
|
|
if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
|
|
if (Object.keys(layerdict.pointerStates).length == 1) {
|
|
if (layerdict.anotherPointerTapped) {
|
|
// This is the second pointer coming off of a two-finger tap
|
|
resetTransform(layerdict);
|
|
} else {
|
|
// This is just a regular tap
|
|
handleMouseClick(e, layerdict);
|
|
}
|
|
layerdict.anotherPointerTapped = false;
|
|
} else {
|
|
// This is the first finger coming off of what could become a two-finger tap
|
|
layerdict.anotherPointerTapped = true;
|
|
}
|
|
} else {
|
|
if (!settings.redrawOnDrag) {
|
|
redrawCanvas(layerdict);
|
|
}
|
|
layerdict.anotherPointerTapped = false;
|
|
}
|
|
|
|
delete layerdict.pointerStates[e.pointerId];
|
|
}
|
|
|
|
function handlePointerMove(e, layerdict) {
|
|
if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
|
|
return;
|
|
}
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
var thisPtr = layerdict.pointerStates[e.pointerId];
|
|
|
|
var dx = e.offsetX - thisPtr.lastX;
|
|
var dy = e.offsetY - thisPtr.lastY;
|
|
|
|
// If this number is low on pointer up, we count the action as a click
|
|
thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);
|
|
|
|
if (Object.keys(layerdict.pointerStates).length == 1) {
|
|
// This is a simple drag
|
|
layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
|
|
layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
|
|
} else if (Object.keys(layerdict.pointerStates).length == 2) {
|
|
var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];
|
|
|
|
var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
|
|
var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2) + Math.pow(e.offsetY - otherPtr.lastY, 2));
|
|
|
|
var scaleFactor = newDist / oldDist;
|
|
|
|
if (scaleFactor != NaN) {
|
|
layerdict.transform.zoom *= scaleFactor;
|
|
|
|
var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
|
|
layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
|
|
layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
|
|
}
|
|
}
|
|
|
|
thisPtr.lastX = e.offsetX;
|
|
thisPtr.lastY = e.offsetY;
|
|
|
|
if (settings.redrawOnDrag) {
|
|
redrawCanvas(layerdict);
|
|
}
|
|
}
|
|
|
|
function handleMouseWheel(e, layerdict) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
var t = layerdict.transform;
|
|
var wheeldelta = e.deltaY;
|
|
if (e.deltaMode == 1) {
|
|
// FF only, scroll by lines
|
|
wheeldelta *= 30;
|
|
} else if (e.deltaMode == 2) {
|
|
wheeldelta *= 300;
|
|
}
|
|
var m = Math.pow(1.1, -wheeldelta / 40);
|
|
// Limit amount of zoom per tick.
|
|
if (m > 2) {
|
|
m = 2;
|
|
} else if (m < 0.5) {
|
|
m = 0.5;
|
|
}
|
|
t.zoom *= m;
|
|
var zoomd = (1 - m) / t.zoom;
|
|
t.panx += devicePixelRatio * e.offsetX * zoomd;
|
|
t.pany += devicePixelRatio * e.offsetY * zoomd;
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
function addMouseHandlers(div, layerdict) {
|
|
div.addEventListener("pointerdown", function(e) {
|
|
handlePointerDown(e, layerdict);
|
|
});
|
|
div.addEventListener("pointermove", function(e) {
|
|
handlePointerMove(e, layerdict);
|
|
});
|
|
div.addEventListener("pointerup", function(e) {
|
|
handlePointerUp(e, layerdict);
|
|
});
|
|
var pointerleave = function(e) {
|
|
handlePointerLeave(e, layerdict);
|
|
}
|
|
div.addEventListener("pointercancel", pointerleave);
|
|
div.addEventListener("pointerleave", pointerleave);
|
|
div.addEventListener("pointerout", pointerleave);
|
|
|
|
div.onwheel = function(e) {
|
|
handleMouseWheel(e, layerdict);
|
|
}
|
|
for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
|
|
element.addEventListener("contextmenu", function(e) {
|
|
e.preventDefault();
|
|
}, false);
|
|
}
|
|
}
|
|
|
|
function setRedrawOnDrag(value) {
|
|
settings.redrawOnDrag = value;
|
|
writeStorage("redrawOnDrag", value);
|
|
}
|
|
|
|
function setBoardRotation(value) {
|
|
settings.boardRotation = value * 5;
|
|
writeStorage("boardRotation", settings.boardRotation);
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
resizeAll();
|
|
}
|
|
|
|
function setOffsetBackRotation(value) {
|
|
settings.offsetBackRotation = value;
|
|
writeStorage("offsetBackRotation", value);
|
|
resizeAll();
|
|
}
|
|
|
|
function initRender() {
|
|
allcanvas = {
|
|
front: {
|
|
transform: {
|
|
x: 0,
|
|
y: 0,
|
|
s: 1,
|
|
panx: 0,
|
|
pany: 0,
|
|
zoom: 1,
|
|
},
|
|
pointerStates: {},
|
|
anotherPointerTapped: false,
|
|
bg: document.getElementById("F_bg"),
|
|
fab: document.getElementById("F_fab"),
|
|
silk: document.getElementById("F_slk"),
|
|
highlight: document.getElementById("F_hl"),
|
|
layer: "F",
|
|
},
|
|
back: {
|
|
transform: {
|
|
x: 0,
|
|
y: 0,
|
|
s: 1,
|
|
panx: 0,
|
|
pany: 0,
|
|
zoom: 1,
|
|
},
|
|
pointerStates: {},
|
|
anotherPointerTapped: false,
|
|
bg: document.getElementById("B_bg"),
|
|
fab: document.getElementById("B_fab"),
|
|
silk: document.getElementById("B_slk"),
|
|
highlight: document.getElementById("B_hl"),
|
|
layer: "B",
|
|
}
|
|
};
|
|
addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
|
|
addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
|
|
}
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/*
|
|
* Table reordering via Drag'n'Drop
|
|
* Inspired by: https://htmldom.dev/drag-and-drop-table-column
|
|
*/
|
|
|
|
function setBomHandlers() {
|
|
|
|
const bom = document.getElementById('bomtable');
|
|
|
|
let dragName;
|
|
let placeHolderElements;
|
|
let draggingElement;
|
|
let forcePopulation;
|
|
let xOffset;
|
|
let yOffset;
|
|
let wasDragged;
|
|
|
|
const mouseUpHandler = function(e) {
|
|
// Delete dragging element
|
|
draggingElement.remove();
|
|
|
|
// Make BOM selectable again
|
|
bom.style.removeProperty("userSelect");
|
|
|
|
// Remove listeners
|
|
document.removeEventListener('mousemove', mouseMoveHandler);
|
|
document.removeEventListener('mouseup', mouseUpHandler);
|
|
|
|
if (wasDragged) {
|
|
// Redraw whole BOM
|
|
populateBomTable();
|
|
}
|
|
}
|
|
|
|
const mouseMoveHandler = function(e) {
|
|
// Notice the dragging
|
|
wasDragged = true;
|
|
|
|
// Make the dragged element visible
|
|
draggingElement.style.removeProperty("display");
|
|
|
|
// Set elements position to mouse position
|
|
draggingElement.style.left = `${e.screenX - xOffset}px`;
|
|
draggingElement.style.top = `${e.screenY - yOffset}px`;
|
|
|
|
// Forced redrawing of BOM table
|
|
if (forcePopulation) {
|
|
forcePopulation = false;
|
|
// Copy array
|
|
phe = Array.from(placeHolderElements);
|
|
// populate BOM table again
|
|
populateBomHeader(dragName, phe);
|
|
populateBomBody(dragName, phe);
|
|
}
|
|
|
|
// Set up array of hidden columns
|
|
var hiddenColumns = Array.from(settings.hiddenColumns);
|
|
// In the ungrouped mode, quantity don't exist
|
|
if (settings.bommode === "ungrouped")
|
|
hiddenColumns.push("Quantity");
|
|
// If no checkbox fields can be found, we consider them hidden
|
|
if (settings.checkboxes.length == 0)
|
|
hiddenColumns.push("checkboxes");
|
|
|
|
// Get table headers and group them into checkboxes, extrafields and normal headers
|
|
const bh = document.getElementById("bomhead");
|
|
headers = Array.from(bh.querySelectorAll("th"))
|
|
headers.shift() // numCol is not part of the columnOrder
|
|
headerGroups = []
|
|
lastCompoundClass = null;
|
|
for (i = 0; i < settings.columnOrder.length; i++) {
|
|
cElem = settings.columnOrder[i];
|
|
if (hiddenColumns.includes(cElem)) {
|
|
// Hidden columns appear as a dummy element
|
|
headerGroups.push([]);
|
|
continue;
|
|
}
|
|
elem = headers.filter(e => getColumnOrderName(e) === cElem)[0];
|
|
if (elem.classList.contains("bom-checkbox")) {
|
|
if (lastCompoundClass === "bom-checkbox") {
|
|
cbGroup = headerGroups.pop();
|
|
cbGroup.push(elem);
|
|
headerGroups.push(cbGroup);
|
|
} else {
|
|
lastCompoundClass = "bom-checkbox";
|
|
headerGroups.push([elem])
|
|
}
|
|
} else {
|
|
headerGroups.push([elem])
|
|
}
|
|
}
|
|
|
|
// Copy settings.columnOrder
|
|
var columns = Array.from(settings.columnOrder)
|
|
|
|
// Set up array with indices of hidden columns
|
|
var hiddenIndices = hiddenColumns.map(e => settings.columnOrder.indexOf(e));
|
|
var dragIndex = columns.indexOf(dragName);
|
|
var swapIndex = dragIndex;
|
|
var swapDone = false;
|
|
|
|
// Check if the current dragged element is swapable with the left or right element
|
|
if (dragIndex > 0) {
|
|
// Get left headers boundingbox
|
|
swapIndex = dragIndex - 1;
|
|
while (hiddenIndices.includes(swapIndex) && swapIndex > 0)
|
|
swapIndex--;
|
|
if (!hiddenIndices.includes(swapIndex)) {
|
|
box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
|
|
if (e.clientX < box.left + window.scrollX + (box.width / 2)) {
|
|
swapElement = columns[dragIndex];
|
|
columns.splice(dragIndex, 1);
|
|
columns.splice(swapIndex, 0, swapElement);
|
|
forcePopulation = true;
|
|
swapDone = true;
|
|
}
|
|
}
|
|
}
|
|
if ((!swapDone) && dragIndex < headerGroups.length - 1) {
|
|
// Get right headers boundingbox
|
|
swapIndex = dragIndex + 1;
|
|
while (hiddenIndices.includes(swapIndex))
|
|
swapIndex++;
|
|
if (swapIndex < headerGroups.length) {
|
|
box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
|
|
if (e.clientX > box.left + window.scrollX + (box.width / 2)) {
|
|
swapElement = columns[dragIndex];
|
|
columns.splice(dragIndex, 1);
|
|
columns.splice(swapIndex, 0, swapElement);
|
|
forcePopulation = true;
|
|
swapDone = true;
|
|
}
|
|
}
|
|
}
|
|
|
|
// Write back change to storage
|
|
if (swapDone) {
|
|
settings.columnOrder = columns
|
|
writeStorage("columnOrder", JSON.stringify(columns));
|
|
}
|
|
|
|
}
|
|
|
|
const mouseDownHandler = function(e) {
|
|
var target = e.target;
|
|
if (target.tagName.toLowerCase() != "td")
|
|
target = target.parentElement;
|
|
|
|
// Used to check if a dragging has ever happened
|
|
wasDragged = false;
|
|
|
|
// Create new element which will be displayed as the dragged column
|
|
draggingElement = document.createElement("div")
|
|
draggingElement.classList.add("dragging");
|
|
draggingElement.style.display = "none";
|
|
draggingElement.style.position = "absolute";
|
|
draggingElement.style.overflow = "hidden";
|
|
|
|
// Get bomhead and bombody elements
|
|
const bh = document.getElementById("bomhead");
|
|
const bb = document.getElementById("bombody");
|
|
|
|
// Get all compound headers for the current column
|
|
var compoundHeaders;
|
|
if (target.classList.contains("bom-checkbox")) {
|
|
compoundHeaders = Array.from(bh.querySelectorAll("th.bom-checkbox"));
|
|
} else {
|
|
compoundHeaders = [target];
|
|
}
|
|
|
|
// Create new table which will display the column
|
|
var newTable = document.createElement("table");
|
|
newTable.classList.add("bom");
|
|
newTable.style.background = "white";
|
|
draggingElement.append(newTable);
|
|
|
|
// Create new header element
|
|
var newHeader = document.createElement("thead");
|
|
newTable.append(newHeader);
|
|
|
|
// Set up array for storing all placeholder elements
|
|
placeHolderElements = [];
|
|
|
|
// Add all compound headers to the new thead element and placeholders
|
|
compoundHeaders.forEach(function(h) {
|
|
clone = cloneElementWithDimensions(h);
|
|
newHeader.append(clone);
|
|
placeHolderElements.push(clone);
|
|
});
|
|
|
|
// Create new body element
|
|
var newBody = document.createElement("tbody");
|
|
newTable.append(newBody);
|
|
|
|
// Get indices for compound headers
|
|
var idxs = compoundHeaders.map(e => getBomTableHeaderIndex(e));
|
|
|
|
// For each row in the BOM body...
|
|
var rows = bb.querySelectorAll("tr");
|
|
rows.forEach(function(row) {
|
|
// ..get the cells for the compound column
|
|
const tds = row.querySelectorAll("td");
|
|
var copytds = idxs.map(i => tds[i]);
|
|
// Add them to the new element and the placeholders
|
|
var newRow = document.createElement("tr");
|
|
copytds.forEach(function(td) {
|
|
clone = cloneElementWithDimensions(td);
|
|
newRow.append(clone);
|
|
placeHolderElements.push(clone);
|
|
});
|
|
newBody.append(newRow);
|
|
});
|
|
|
|
// Compute width for compound header
|
|
var width = compoundHeaders.reduce((acc, x) => acc + x.clientWidth, 0);
|
|
draggingElement.style.width = `${width}px`;
|
|
|
|
// Insert the new dragging element and disable selection on BOM
|
|
bom.insertBefore(draggingElement, null);
|
|
bom.style.userSelect = "none";
|
|
|
|
// Determine the mouse position offset
|
|
xOffset = e.screenX - compoundHeaders.reduce((acc, x) => Math.min(acc, x.offsetLeft), compoundHeaders[0].offsetLeft);
|
|
yOffset = e.screenY - compoundHeaders[0].offsetTop;
|
|
|
|
// Get name for the column in settings.columnOrder
|
|
dragName = getColumnOrderName(target);
|
|
|
|
// Change text and class for placeholder elements
|
|
placeHolderElements = placeHolderElements.map(function(e) {
|
|
newElem = cloneElementWithDimensions(e);
|
|
newElem.textContent = "";
|
|
newElem.classList.add("placeholder");
|
|
return newElem;
|
|
});
|
|
|
|
// On next mouse move, the whole BOM needs to be redrawn to show the placeholders
|
|
forcePopulation = true;
|
|
|
|
// Add listeners for move and up on mouse
|
|
document.addEventListener('mousemove', mouseMoveHandler);
|
|
document.addEventListener('mouseup', mouseUpHandler);
|
|
}
|
|
|
|
// In netlist mode, there is nothing to reorder
|
|
if (settings.bommode === "netlist")
|
|
return;
|
|
|
|
// Add mouseDownHandler to every column except the numCol
|
|
bom.querySelectorAll("th")
|
|
.forEach(function(head) {
|
|
if (!head.classList.contains("numCol")) {
|
|
head.onmousedown = mouseDownHandler;
|
|
}
|
|
});
|
|
|
|
}
|
|
|
|
function getBoundingClientRectFromMultiple(elements) {
|
|
var elems = Array.from(elements);
|
|
|
|
if (elems.length == 0)
|
|
return null;
|
|
|
|
var box = elems.shift()
|
|
.getBoundingClientRect();
|
|
|
|
elems.forEach(function(elem) {
|
|
var elembox = elem.getBoundingClientRect();
|
|
box.left = Math.min(elembox.left, box.left);
|
|
box.top = Math.min(elembox.top, box.top);
|
|
box.width += elembox.width;
|
|
box.height = Math.max(elembox.height, box.height);
|
|
});
|
|
|
|
return box;
|
|
}
|
|
|
|
function cloneElementWithDimensions(elem) {
|
|
var newElem = elem.cloneNode(true);
|
|
newElem.style.height = window.getComputedStyle(elem).height;
|
|
newElem.style.width = window.getComputedStyle(elem).width;
|
|
return newElem;
|
|
}
|
|
|
|
function getBomTableHeaderIndex(elem) {
|
|
const bh = document.getElementById('bomhead');
|
|
const ths = Array.from(bh.querySelectorAll("th"));
|
|
return ths.indexOf(elem);
|
|
}
|
|
|
|
function getColumnOrderName(elem) {
|
|
var cname = elem.getAttribute("col_name");
|
|
if (cname === "bom-checkbox")
|
|
return "checkboxes";
|
|
else
|
|
return cname;
|
|
}
|
|
|
|
function resizableGrid(tablehead) {
|
|
var cols = tablehead.firstElementChild.children;
|
|
var rowWidth = tablehead.offsetWidth;
|
|
|
|
for (var i = 1; i < cols.length; i++) {
|
|
if (cols[i].classList.contains("bom-checkbox"))
|
|
continue;
|
|
cols[i].style.width = ((cols[i].clientWidth - paddingDiff(cols[i])) * 100 / rowWidth) + '%';
|
|
}
|
|
|
|
for (var i = 1; i < cols.length - 1; i++) {
|
|
var div = document.createElement('div');
|
|
div.className = "column-width-handle";
|
|
cols[i].appendChild(div);
|
|
setListeners(div);
|
|
}
|
|
|
|
function setListeners(div) {
|
|
var startX, curCol, nxtCol, curColWidth, nxtColWidth, rowWidth;
|
|
|
|
div.addEventListener('mousedown', function(e) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
curCol = e.target.parentElement;
|
|
nxtCol = curCol.nextElementSibling;
|
|
startX = e.pageX;
|
|
|
|
var padding = paddingDiff(curCol);
|
|
|
|
rowWidth = curCol.parentElement.offsetWidth;
|
|
curColWidth = curCol.clientWidth - padding;
|
|
nxtColWidth = nxtCol.clientWidth - padding;
|
|
});
|
|
|
|
document.addEventListener('mousemove', function(e) {
|
|
if (startX) {
|
|
var diffX = e.pageX - startX;
|
|
diffX = -Math.min(-diffX, curColWidth - 20);
|
|
diffX = Math.min(diffX, nxtColWidth - 20);
|
|
|
|
curCol.style.width = ((curColWidth + diffX) * 100 / rowWidth) + '%';
|
|
nxtCol.style.width = ((nxtColWidth - diffX) * 100 / rowWidth) + '%';
|
|
console.log(`${curColWidth + nxtColWidth} ${(curColWidth + diffX) * 100 / rowWidth + (nxtColWidth - diffX) * 100 / rowWidth}`);
|
|
}
|
|
});
|
|
|
|
document.addEventListener('mouseup', function(e) {
|
|
curCol = undefined;
|
|
nxtCol = undefined;
|
|
startX = undefined;
|
|
nxtColWidth = undefined;
|
|
curColWidth = undefined
|
|
});
|
|
}
|
|
|
|
function paddingDiff(col) {
|
|
|
|
if (getStyleVal(col, 'box-sizing') == 'border-box') {
|
|
return 0;
|
|
}
|
|
|
|
var padLeft = getStyleVal(col, 'padding-left');
|
|
var padRight = getStyleVal(col, 'padding-right');
|
|
return (parseInt(padLeft) + parseInt(padRight));
|
|
|
|
}
|
|
|
|
function getStyleVal(elm, css) {
|
|
return (window.getComputedStyle(elm, null).getPropertyValue(css))
|
|
}
|
|
}
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* DOM manipulation and misc code */
|
|
|
|
var bomsplit;
|
|
var canvassplit;
|
|
var initDone = false;
|
|
var bomSortFunction = null;
|
|
var currentSortColumn = null;
|
|
var currentSortOrder = null;
|
|
var currentHighlightedRowId;
|
|
var highlightHandlers = [];
|
|
var footprintIndexToHandler = {};
|
|
var netsToHandler = {};
|
|
var markedFootprints = new Set();
|
|
var highlightedFootprints = [];
|
|
var highlightedNet = null;
|
|
var lastClicked;
|
|
|
|
function dbg(html) {
|
|
dbgdiv.innerHTML = html;
|
|
}
|
|
|
|
function redrawIfInitDone() {
|
|
if (initDone) {
|
|
redrawCanvas(allcanvas.front);
|
|
redrawCanvas(allcanvas.back);
|
|
}
|
|
}
|
|
|
|
function padsVisible(value) {
|
|
writeStorage("padsVisible", value);
|
|
settings.renderPads = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function referencesVisible(value) {
|
|
writeStorage("referencesVisible", value);
|
|
settings.renderReferences = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function valuesVisible(value) {
|
|
writeStorage("valuesVisible", value);
|
|
settings.renderValues = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function tracksVisible(value) {
|
|
writeStorage("tracksVisible", value);
|
|
settings.renderTracks = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function zonesVisible(value) {
|
|
writeStorage("zonesVisible", value);
|
|
settings.renderZones = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function dnpOutline(value) {
|
|
writeStorage("dnpOutline", value);
|
|
settings.renderDnpOutline = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function setDarkMode(value) {
|
|
if (value) {
|
|
topmostdiv.classList.add("dark");
|
|
} else {
|
|
topmostdiv.classList.remove("dark");
|
|
}
|
|
writeStorage("darkmode", value);
|
|
settings.darkMode = value;
|
|
redrawIfInitDone();
|
|
if (initDone) {
|
|
populateBomTable();
|
|
}
|
|
}
|
|
|
|
function setShowBOMColumn(field, value) {
|
|
if (field === "references") {
|
|
var rl = document.getElementById("reflookup");
|
|
rl.disabled = !value;
|
|
if (!value) {
|
|
rl.value = "";
|
|
updateRefLookup("");
|
|
}
|
|
}
|
|
|
|
var n = settings.hiddenColumns.indexOf(field);
|
|
if (value) {
|
|
if (n != -1) {
|
|
settings.hiddenColumns.splice(n, 1);
|
|
}
|
|
} else {
|
|
if (n == -1) {
|
|
settings.hiddenColumns.push(field);
|
|
}
|
|
}
|
|
|
|
writeStorage("hiddenColumns", JSON.stringify(settings.hiddenColumns));
|
|
|
|
if (initDone) {
|
|
populateBomTable();
|
|
}
|
|
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
|
|
function setFullscreen(value) {
|
|
if (value) {
|
|
document.documentElement.requestFullscreen();
|
|
} else {
|
|
document.exitFullscreen();
|
|
}
|
|
}
|
|
|
|
function fabricationVisible(value) {
|
|
writeStorage("fabricationVisible", value);
|
|
settings.renderFabrication = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function silkscreenVisible(value) {
|
|
writeStorage("silkscreenVisible", value);
|
|
settings.renderSilkscreen = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function setHighlightPin1(value) {
|
|
writeStorage("highlightpin1", value);
|
|
settings.highlightpin1 = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function getStoredCheckboxRefs(checkbox) {
|
|
function convert(ref) {
|
|
var intref = parseInt(ref);
|
|
if (isNaN(intref)) {
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
if (pcbdata.footprints[i].ref == ref) {
|
|
return i;
|
|
}
|
|
}
|
|
return -1;
|
|
} else {
|
|
return intref;
|
|
}
|
|
}
|
|
if (!(checkbox in settings.checkboxStoredRefs)) {
|
|
var val = readStorage("checkbox_" + checkbox);
|
|
settings.checkboxStoredRefs[checkbox] = val ? val : "";
|
|
}
|
|
if (!settings.checkboxStoredRefs[checkbox]) {
|
|
return new Set();
|
|
} else {
|
|
return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
|
|
}
|
|
}
|
|
|
|
function getCheckboxState(checkbox, references) {
|
|
var storedRefsSet = getStoredCheckboxRefs(checkbox);
|
|
var currentRefsSet = new Set(references.map(r => r[1]));
|
|
// Get difference of current - stored
|
|
var difference = new Set(currentRefsSet);
|
|
for (ref of storedRefsSet) {
|
|
difference.delete(ref);
|
|
}
|
|
if (difference.size == 0) {
|
|
// All the current refs are stored
|
|
return "checked";
|
|
} else if (difference.size == currentRefsSet.size) {
|
|
// None of the current refs are stored
|
|
return "unchecked";
|
|
} else {
|
|
// Some of the refs are stored
|
|
return "indeterminate";
|
|
}
|
|
}
|
|
|
|
function setBomCheckboxState(checkbox, element, references) {
|
|
var state = getCheckboxState(checkbox, references);
|
|
element.checked = (state == "checked");
|
|
element.indeterminate = (state == "indeterminate");
|
|
}
|
|
|
|
function createCheckboxChangeHandler(checkbox, references, row) {
|
|
return function () {
|
|
refsSet = getStoredCheckboxRefs(checkbox);
|
|
var markWhenChecked = settings.markWhenChecked == checkbox;
|
|
eventArgs = {
|
|
checkbox: checkbox,
|
|
refs: references,
|
|
}
|
|
if (this.checked) {
|
|
// checkbox ticked
|
|
for (var ref of references) {
|
|
refsSet.add(ref[1]);
|
|
}
|
|
if (markWhenChecked) {
|
|
row.classList.add("checked");
|
|
for (var ref of references) {
|
|
markedFootprints.add(ref[1]);
|
|
}
|
|
drawHighlights();
|
|
}
|
|
eventArgs.state = 'checked';
|
|
} else {
|
|
// checkbox unticked
|
|
for (var ref of references) {
|
|
refsSet.delete(ref[1]);
|
|
}
|
|
if (markWhenChecked) {
|
|
row.classList.remove("checked");
|
|
for (var ref of references) {
|
|
markedFootprints.delete(ref[1]);
|
|
}
|
|
drawHighlights();
|
|
}
|
|
eventArgs.state = 'unchecked';
|
|
}
|
|
settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
|
|
writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
|
|
updateCheckboxStats(checkbox);
|
|
EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
|
|
}
|
|
}
|
|
|
|
function clearHighlightedFootprints() {
|
|
if (currentHighlightedRowId) {
|
|
document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
|
|
currentHighlightedRowId = null;
|
|
highlightedFootprints = [];
|
|
highlightedNet = null;
|
|
}
|
|
}
|
|
|
|
function createRowHighlightHandler(rowid, refs, net) {
|
|
return function () {
|
|
if (currentHighlightedRowId) {
|
|
if (currentHighlightedRowId == rowid) {
|
|
return;
|
|
}
|
|
document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
|
|
}
|
|
document.getElementById(rowid).classList.add("highlighted");
|
|
currentHighlightedRowId = rowid;
|
|
highlightedFootprints = refs ? refs.map(r => r[1]) : [];
|
|
highlightedNet = net;
|
|
drawHighlights();
|
|
EventHandler.emitEvent(
|
|
IBOM_EVENT_TYPES.HIGHLIGHT_EVENT, {
|
|
rowid: rowid,
|
|
refs: refs,
|
|
net: net
|
|
});
|
|
}
|
|
}
|
|
|
|
function updateNetColors() {
|
|
writeStorage("netColors", JSON.stringify(settings.netColors));
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function netColorChangeHandler(net) {
|
|
return (event) => {
|
|
settings.netColors[net] = event.target.value;
|
|
updateNetColors();
|
|
}
|
|
}
|
|
|
|
function netColorRightClick(net) {
|
|
return (event) => {
|
|
if (event.button == 2) {
|
|
event.preventDefault();
|
|
event.stopPropagation();
|
|
|
|
var style = getComputedStyle(topmostdiv);
|
|
var defaultNetColor = style.getPropertyValue('--track-color').trim();
|
|
event.target.value = defaultNetColor;
|
|
delete settings.netColors[net];
|
|
updateNetColors();
|
|
}
|
|
}
|
|
}
|
|
|
|
function entryMatches(entry) {
|
|
if (settings.bommode == "netlist") {
|
|
// entry is just a net name
|
|
return entry.toLowerCase().indexOf(filter) >= 0;
|
|
}
|
|
// check refs
|
|
if (!settings.hiddenColumns.includes("references")) {
|
|
for (var ref of entry) {
|
|
if (ref[0].toLowerCase().indexOf(filter) >= 0) {
|
|
return true;
|
|
}
|
|
}
|
|
}
|
|
// check fields
|
|
for (var i in config.fields) {
|
|
var f = config.fields[i];
|
|
if (!settings.hiddenColumns.includes(f)) {
|
|
for (var ref of entry) {
|
|
if (String(pcbdata.bom.fields[ref[1]][i]).toLowerCase().indexOf(filter) >= 0) {
|
|
return true;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
return false;
|
|
}
|
|
|
|
function findRefInEntry(entry) {
|
|
return entry.filter(r => r[0].toLowerCase() == reflookup);
|
|
}
|
|
|
|
function highlightFilter(s) {
|
|
if (!filter) {
|
|
return s;
|
|
}
|
|
var parts = s.toLowerCase().split(filter);
|
|
if (parts.length == 1) {
|
|
return s;
|
|
}
|
|
var r = "";
|
|
var pos = 0;
|
|
for (var i in parts) {
|
|
if (i > 0) {
|
|
r += '<mark class="highlight">' +
|
|
s.substring(pos, pos + filter.length) +
|
|
'</mark>';
|
|
pos += filter.length;
|
|
}
|
|
r += s.substring(pos, pos + parts[i].length);
|
|
pos += parts[i].length;
|
|
}
|
|
return r;
|
|
}
|
|
|
|
function checkboxSetUnsetAllHandler(checkboxname) {
|
|
return function () {
|
|
var checkboxnum = 0;
|
|
while (checkboxnum < settings.checkboxes.length &&
|
|
settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
|
|
checkboxnum++;
|
|
}
|
|
if (checkboxnum >= settings.checkboxes.length) {
|
|
return;
|
|
}
|
|
var allset = true;
|
|
var checkbox;
|
|
var row;
|
|
for (row of bombody.childNodes) {
|
|
checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
|
|
if (!checkbox.checked || checkbox.indeterminate) {
|
|
allset = false;
|
|
break;
|
|
}
|
|
}
|
|
for (row of bombody.childNodes) {
|
|
checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
|
|
checkbox.checked = !allset;
|
|
checkbox.indeterminate = false;
|
|
checkbox.onchange();
|
|
}
|
|
}
|
|
}
|
|
|
|
function createColumnHeader(name, cls, comparator, is_checkbox = false) {
|
|
var th = document.createElement("TH");
|
|
th.innerHTML = name;
|
|
th.classList.add(cls);
|
|
if (is_checkbox)
|
|
th.setAttribute("col_name", "bom-checkbox");
|
|
else
|
|
th.setAttribute("col_name", name);
|
|
var span = document.createElement("SPAN");
|
|
span.classList.add("sortmark");
|
|
span.classList.add("none");
|
|
th.appendChild(span);
|
|
var spacer = document.createElement("div");
|
|
spacer.className = "column-spacer";
|
|
th.appendChild(spacer);
|
|
spacer.onclick = function () {
|
|
if (currentSortColumn && th !== currentSortColumn) {
|
|
// Currently sorted by another column
|
|
currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
|
|
currentSortColumn.childNodes[1].classList.add("none");
|
|
currentSortColumn = null;
|
|
currentSortOrder = null;
|
|
}
|
|
if (currentSortColumn && th === currentSortColumn) {
|
|
// Already sorted by this column
|
|
if (currentSortOrder == "asc") {
|
|
// Sort by this column, descending order
|
|
bomSortFunction = function (a, b) {
|
|
return -comparator(a, b);
|
|
}
|
|
currentSortColumn.childNodes[1].classList.remove("asc");
|
|
currentSortColumn.childNodes[1].classList.add("desc");
|
|
currentSortOrder = "desc";
|
|
} else {
|
|
// Unsort
|
|
bomSortFunction = null;
|
|
currentSortColumn.childNodes[1].classList.remove("desc");
|
|
currentSortColumn.childNodes[1].classList.add("none");
|
|
currentSortColumn = null;
|
|
currentSortOrder = null;
|
|
}
|
|
} else {
|
|
// Sort by this column, ascending order
|
|
bomSortFunction = comparator;
|
|
currentSortColumn = th;
|
|
currentSortColumn.childNodes[1].classList.remove("none");
|
|
currentSortColumn.childNodes[1].classList.add("asc");
|
|
currentSortOrder = "asc";
|
|
}
|
|
populateBomBody();
|
|
}
|
|
if (is_checkbox) {
|
|
spacer.onclick = fancyDblClickHandler(
|
|
spacer, spacer.onclick, checkboxSetUnsetAllHandler(name));
|
|
}
|
|
return th;
|
|
}
|
|
|
|
function populateBomHeader(placeHolderColumn = null, placeHolderElements = null) {
|
|
while (bomhead.firstChild) {
|
|
bomhead.removeChild(bomhead.firstChild);
|
|
}
|
|
var tr = document.createElement("TR");
|
|
var th = document.createElement("TH");
|
|
th.classList.add("numCol");
|
|
|
|
var vismenu = document.createElement("div");
|
|
vismenu.id = "vismenu";
|
|
vismenu.classList.add("menu");
|
|
|
|
var visbutton = document.createElement("div");
|
|
visbutton.classList.add("visbtn");
|
|
visbutton.classList.add("hideonprint");
|
|
|
|
var viscontent = document.createElement("div");
|
|
viscontent.classList.add("menu-content");
|
|
viscontent.id = "vismenu-content";
|
|
|
|
settings.columnOrder.forEach(column => {
|
|
if (typeof column !== "string")
|
|
return;
|
|
|
|
// Skip empty columns
|
|
if (column === "checkboxes" && settings.checkboxes.length == 0)
|
|
return;
|
|
else if (column === "Quantity" && settings.bommode == "ungrouped")
|
|
return;
|
|
|
|
var label = document.createElement("label");
|
|
label.classList.add("menu-label");
|
|
|
|
var input = document.createElement("input");
|
|
input.classList.add("visibility_checkbox");
|
|
input.type = "checkbox";
|
|
input.onchange = function (e) {
|
|
setShowBOMColumn(column, e.target.checked)
|
|
};
|
|
input.checked = !(settings.hiddenColumns.includes(column));
|
|
|
|
label.appendChild(input);
|
|
if (column.length > 0)
|
|
label.append(column[0].toUpperCase() + column.slice(1));
|
|
|
|
viscontent.appendChild(label);
|
|
});
|
|
|
|
viscontent.childNodes[0].classList.add("menu-label-top");
|
|
|
|
vismenu.appendChild(visbutton);
|
|
if (settings.bommode != "netlist") {
|
|
vismenu.appendChild(viscontent);
|
|
th.appendChild(vismenu);
|
|
}
|
|
tr.appendChild(th);
|
|
|
|
var checkboxCompareClosure = function (checkbox) {
|
|
return (a, b) => {
|
|
var stateA = getCheckboxState(checkbox, a);
|
|
var stateB = getCheckboxState(checkbox, b);
|
|
if (stateA > stateB) return -1;
|
|
if (stateA < stateB) return 1;
|
|
return 0;
|
|
}
|
|
}
|
|
var stringFieldCompareClosure = function (fieldIndex) {
|
|
return (a, b) => {
|
|
var fa = pcbdata.bom.fields[a[0][1]][fieldIndex];
|
|
var fb = pcbdata.bom.fields[b[0][1]][fieldIndex];
|
|
if (fa != fb) return fa > fb ? 1 : -1;
|
|
else return 0;
|
|
}
|
|
}
|
|
var referenceRegex = /(?<prefix>[^0-9]+)(?<number>[0-9]+)/;
|
|
var compareRefs = (a, b) => {
|
|
var ra = referenceRegex.exec(a);
|
|
var rb = referenceRegex.exec(b);
|
|
if (ra === null || rb === null) {
|
|
if (a != b) return a > b ? 1 : -1;
|
|
return 0;
|
|
} else {
|
|
if (ra.groups.prefix != rb.groups.prefix) {
|
|
return ra.groups.prefix > rb.groups.prefix ? 1 : -1;
|
|
}
|
|
if (ra.groups.number != rb.groups.number) {
|
|
return parseInt(ra.groups.number) > parseInt(rb.groups.number) ? 1 : -1;
|
|
}
|
|
return 0;
|
|
}
|
|
}
|
|
if (settings.bommode == "netlist") {
|
|
tr.appendChild(createColumnHeader("Net name", "bom-netname", (a, b) => {
|
|
if (a > b) return -1;
|
|
if (a < b) return 1;
|
|
return 0;
|
|
}));
|
|
tr.appendChild(createColumnHeader("Color", "bom-color", (a, b) => {
|
|
return 0;
|
|
}));
|
|
} else {
|
|
// Filter hidden columns
|
|
var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
|
|
var valueIndex = config.fields.indexOf("Value");
|
|
var footprintIndex = config.fields.indexOf("Footprint");
|
|
columns.forEach((column) => {
|
|
if (column === placeHolderColumn) {
|
|
var n = 1;
|
|
if (column === "checkboxes")
|
|
n = settings.checkboxes.length;
|
|
for (i = 0; i < n; i++) {
|
|
td = placeHolderElements.shift();
|
|
tr.appendChild(td);
|
|
}
|
|
return;
|
|
} else if (column === "checkboxes") {
|
|
for (var checkbox of settings.checkboxes) {
|
|
th = createColumnHeader(
|
|
checkbox, "bom-checkbox", checkboxCompareClosure(checkbox), true);
|
|
tr.appendChild(th);
|
|
}
|
|
} else if (column === "References") {
|
|
tr.appendChild(createColumnHeader("References", "references", (a, b) => {
|
|
var i = 0;
|
|
while (i < a.length && i < b.length) {
|
|
if (a[i] != b[i]) return compareRefs(a[i][0], b[i][0]);
|
|
i++;
|
|
}
|
|
return a.length - b.length;
|
|
}));
|
|
} else if (column === "Value") {
|
|
tr.appendChild(createColumnHeader("Value", "value", (a, b) => {
|
|
var ra = a[0][1], rb = b[0][1];
|
|
return valueCompare(
|
|
pcbdata.bom.parsedValues[ra], pcbdata.bom.parsedValues[rb],
|
|
pcbdata.bom.fields[ra][valueIndex], pcbdata.bom.fields[rb][valueIndex]);
|
|
}));
|
|
return;
|
|
} else if (column === "Footprint") {
|
|
tr.appendChild(createColumnHeader(
|
|
"Footprint", "footprint", stringFieldCompareClosure(footprintIndex)));
|
|
} else if (column === "Quantity" && settings.bommode == "grouped") {
|
|
tr.appendChild(createColumnHeader("Quantity", "quantity", (a, b) => {
|
|
return a.length - b.length;
|
|
}));
|
|
} else {
|
|
// Other fields
|
|
var i = config.fields.indexOf(column);
|
|
if (i < 0)
|
|
return;
|
|
tr.appendChild(createColumnHeader(
|
|
column, `field${i + 1}`, stringFieldCompareClosure(i)));
|
|
}
|
|
});
|
|
}
|
|
bomhead.appendChild(tr);
|
|
}
|
|
|
|
function populateBomBody(placeholderColumn = null, placeHolderElements = null) {
|
|
const urlRegex = /^(https?:\/\/[^\s\/$.?#][^\s]*|file:\/\/([a-zA-Z]:|\/)[^\x00]+)$/;
|
|
while (bom.firstChild) {
|
|
bom.removeChild(bom.firstChild);
|
|
}
|
|
highlightHandlers = [];
|
|
footprintIndexToHandler = {};
|
|
netsToHandler = {};
|
|
currentHighlightedRowId = null;
|
|
var first = true;
|
|
var style = getComputedStyle(topmostdiv);
|
|
var defaultNetColor = style.getPropertyValue('--track-color').trim();
|
|
if (settings.bommode == "netlist") {
|
|
bomtable = pcbdata.nets.slice();
|
|
} else {
|
|
switch (settings.canvaslayout) {
|
|
case 'F':
|
|
bomtable = pcbdata.bom.F.slice();
|
|
break;
|
|
case 'FB':
|
|
bomtable = pcbdata.bom.both.slice();
|
|
break;
|
|
case 'B':
|
|
bomtable = pcbdata.bom.B.slice();
|
|
break;
|
|
}
|
|
if (settings.bommode == "ungrouped") {
|
|
// expand bom table
|
|
expandedTable = []
|
|
for (var bomentry of bomtable) {
|
|
for (var ref of bomentry) {
|
|
expandedTable.push([ref]);
|
|
}
|
|
}
|
|
bomtable = expandedTable;
|
|
}
|
|
}
|
|
if (bomSortFunction) {
|
|
bomtable = bomtable.sort(bomSortFunction);
|
|
}
|
|
for (var i in bomtable) {
|
|
var bomentry = bomtable[i];
|
|
if (filter && !entryMatches(bomentry)) {
|
|
continue;
|
|
}
|
|
var references = null;
|
|
var netname = null;
|
|
var tr = document.createElement("TR");
|
|
var td = document.createElement("TD");
|
|
var rownum = +i + 1;
|
|
tr.id = "bomrow" + rownum;
|
|
td.textContent = rownum;
|
|
tr.appendChild(td);
|
|
if (settings.bommode == "netlist") {
|
|
netname = bomentry;
|
|
td = document.createElement("TD");
|
|
td.innerHTML = highlightFilter(netname ? netname : "<no net>");
|
|
tr.appendChild(td);
|
|
var color = settings.netColors[netname] || defaultNetColor;
|
|
td = document.createElement("TD");
|
|
var colorBox = document.createElement("INPUT");
|
|
colorBox.type = "color";
|
|
colorBox.value = color;
|
|
colorBox.onchange = netColorChangeHandler(netname);
|
|
colorBox.onmouseup = netColorRightClick(netname);
|
|
colorBox.oncontextmenu = (e) => e.preventDefault();
|
|
td.appendChild(colorBox);
|
|
td.classList.add("color-column");
|
|
tr.appendChild(td);
|
|
} else {
|
|
if (reflookup) {
|
|
references = findRefInEntry(bomentry);
|
|
if (references.length == 0) {
|
|
continue;
|
|
}
|
|
} else {
|
|
references = bomentry;
|
|
}
|
|
// Filter hidden columns
|
|
var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
|
|
columns.forEach((column) => {
|
|
if (column === placeholderColumn) {
|
|
var n = 1;
|
|
if (column === "checkboxes")
|
|
n = settings.checkboxes.length;
|
|
for (i = 0; i < n; i++) {
|
|
td = placeHolderElements.shift();
|
|
tr.appendChild(td);
|
|
}
|
|
return;
|
|
} else if (column === "checkboxes") {
|
|
for (var checkbox of settings.checkboxes) {
|
|
if (checkbox) {
|
|
td = document.createElement("TD");
|
|
var input = document.createElement("input");
|
|
input.type = "checkbox";
|
|
input.onchange = createCheckboxChangeHandler(checkbox, references, tr);
|
|
setBomCheckboxState(checkbox, input, references);
|
|
if (input.checked && settings.markWhenChecked == checkbox) {
|
|
tr.classList.add("checked");
|
|
}
|
|
td.appendChild(input);
|
|
tr.appendChild(td);
|
|
}
|
|
}
|
|
} else if (column === "References") {
|
|
td = document.createElement("TD");
|
|
td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
|
|
tr.appendChild(td);
|
|
} else if (column === "Quantity" && settings.bommode == "grouped") {
|
|
// Quantity
|
|
td = document.createElement("TD");
|
|
td.textContent = references.length;
|
|
tr.appendChild(td);
|
|
} else {
|
|
// All the other fields
|
|
var field_index = config.fields.indexOf(column)
|
|
if (field_index < 0)
|
|
return;
|
|
var valueSet = new Set();
|
|
references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index]));
|
|
td = document.createElement("TD");
|
|
var output = new Array();
|
|
for (let item of valueSet) {
|
|
const visible = highlightFilter(String(item));
|
|
if (typeof item === 'string' && item.match(urlRegex)) {
|
|
output.push(`<a href="${item}" target="_blank">${visible}</a>`);
|
|
} else {
|
|
output.push(visible);
|
|
}
|
|
}
|
|
td.innerHTML = output.join(", ");
|
|
tr.appendChild(td);
|
|
}
|
|
});
|
|
}
|
|
bom.appendChild(tr);
|
|
var handler = createRowHighlightHandler(tr.id, references, netname);
|
|
tr.onmousemove = handler;
|
|
highlightHandlers.push({
|
|
id: tr.id,
|
|
handler: handler,
|
|
});
|
|
if (references !== null) {
|
|
for (var refIndex of references.map(r => r[1])) {
|
|
footprintIndexToHandler[refIndex] = handler;
|
|
}
|
|
}
|
|
if (netname !== null) {
|
|
netsToHandler[netname] = handler;
|
|
}
|
|
if ((filter || reflookup) && first) {
|
|
handler();
|
|
first = false;
|
|
}
|
|
}
|
|
EventHandler.emitEvent(
|
|
IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, {
|
|
filter: filter,
|
|
reflookup: reflookup,
|
|
checkboxes: settings.checkboxes,
|
|
bommode: settings.bommode,
|
|
});
|
|
}
|
|
|
|
function highlightPreviousRow() {
|
|
if (!currentHighlightedRowId) {
|
|
highlightHandlers[highlightHandlers.length - 1].handler();
|
|
} else {
|
|
if (highlightHandlers.length > 1 &&
|
|
highlightHandlers[0].id == currentHighlightedRowId) {
|
|
highlightHandlers[highlightHandlers.length - 1].handler();
|
|
} else {
|
|
for (var i = 0; i < highlightHandlers.length - 1; i++) {
|
|
if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
|
|
highlightHandlers[i].handler();
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
}
|
|
|
|
function highlightNextRow() {
|
|
if (!currentHighlightedRowId) {
|
|
highlightHandlers[0].handler();
|
|
} else {
|
|
if (highlightHandlers.length > 1 &&
|
|
highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
|
|
highlightHandlers[0].handler();
|
|
} else {
|
|
for (var i = 1; i < highlightHandlers.length; i++) {
|
|
if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
|
|
highlightHandlers[i].handler();
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
}
|
|
|
|
function populateBomTable() {
|
|
populateBomHeader();
|
|
populateBomBody();
|
|
setBomHandlers();
|
|
resizableGrid(bomhead);
|
|
}
|
|
|
|
function footprintsClicked(footprintIndexes) {
|
|
var lastClickedIndex = footprintIndexes.indexOf(lastClicked);
|
|
for (var i = 1; i <= footprintIndexes.length; i++) {
|
|
var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length];
|
|
if (refIndex in footprintIndexToHandler) {
|
|
lastClicked = refIndex;
|
|
footprintIndexToHandler[refIndex]();
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
|
|
function netClicked(net) {
|
|
if (net in netsToHandler) {
|
|
netsToHandler[net]();
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
} else {
|
|
clearHighlightedFootprints();
|
|
highlightedNet = net;
|
|
drawHighlights();
|
|
}
|
|
}
|
|
|
|
function updateFilter(input) {
|
|
filter = input.toLowerCase();
|
|
populateBomTable();
|
|
}
|
|
|
|
function updateRefLookup(input) {
|
|
reflookup = input.toLowerCase();
|
|
populateBomTable();
|
|
}
|
|
|
|
function changeCanvasLayout(layout) {
|
|
document.getElementById("fl-btn").classList.remove("depressed");
|
|
document.getElementById("fb-btn").classList.remove("depressed");
|
|
document.getElementById("bl-btn").classList.remove("depressed");
|
|
switch (layout) {
|
|
case 'F':
|
|
document.getElementById("fl-btn").classList.add("depressed");
|
|
if (settings.bomlayout != "bom-only") {
|
|
canvassplit.collapse(1);
|
|
}
|
|
break;
|
|
case 'B':
|
|
document.getElementById("bl-btn").classList.add("depressed");
|
|
if (settings.bomlayout != "bom-only") {
|
|
canvassplit.collapse(0);
|
|
}
|
|
break;
|
|
default:
|
|
document.getElementById("fb-btn").classList.add("depressed");
|
|
if (settings.bomlayout != "bom-only") {
|
|
canvassplit.setSizes([50, 50]);
|
|
}
|
|
}
|
|
settings.canvaslayout = layout;
|
|
writeStorage("canvaslayout", layout);
|
|
resizeAll();
|
|
changeBomMode(settings.bommode);
|
|
}
|
|
|
|
function populateMetadata() {
|
|
document.getElementById("title").innerHTML = pcbdata.metadata.title;
|
|
document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
|
|
document.getElementById("company").innerHTML = pcbdata.metadata.company;
|
|
document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
|
|
if (pcbdata.metadata.title != "") {
|
|
document.title = pcbdata.metadata.title + " BOM";
|
|
}
|
|
// Calculate board stats
|
|
var fp_f = 0,
|
|
fp_b = 0,
|
|
pads_f = 0,
|
|
pads_b = 0,
|
|
pads_th = 0;
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
if (pcbdata.bom.skipped.includes(i)) continue;
|
|
var mod = pcbdata.footprints[i];
|
|
if (mod.layer == "F") {
|
|
fp_f++;
|
|
} else {
|
|
fp_b++;
|
|
}
|
|
for (var pad of mod.pads) {
|
|
if (pad.type == "th") {
|
|
pads_th++;
|
|
} else {
|
|
if (pad.layers.includes("F")) {
|
|
pads_f++;
|
|
}
|
|
if (pad.layers.includes("B")) {
|
|
pads_b++;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
document.getElementById("stats-components-front").innerHTML = fp_f;
|
|
document.getElementById("stats-components-back").innerHTML = fp_b;
|
|
document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
|
|
document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
|
|
document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
|
|
document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
|
|
document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
|
|
document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
|
|
document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
|
|
document.getElementById("stats-th-pads").innerHTML = pads_th;
|
|
// Update version string
|
|
document.getElementById("github-link").innerHTML = "InteractiveHtmlBom " +
|
|
/^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
|
|
}
|
|
|
|
function changeBomLayout(layout) {
|
|
document.getElementById("bom-btn").classList.remove("depressed");
|
|
document.getElementById("lr-btn").classList.remove("depressed");
|
|
document.getElementById("tb-btn").classList.remove("depressed");
|
|
switch (layout) {
|
|
case 'bom-only':
|
|
document.getElementById("bom-btn").classList.add("depressed");
|
|
if (bomsplit) {
|
|
bomsplit.destroy();
|
|
bomsplit = null;
|
|
canvassplit.destroy();
|
|
canvassplit = null;
|
|
}
|
|
document.getElementById("frontcanvas").style.display = "none";
|
|
document.getElementById("backcanvas").style.display = "none";
|
|
document.getElementById("topmostdiv").style.height = "";
|
|
document.getElementById("topmostdiv").style.display = "block";
|
|
break;
|
|
case 'top-bottom':
|
|
document.getElementById("tb-btn").classList.add("depressed");
|
|
document.getElementById("frontcanvas").style.display = "";
|
|
document.getElementById("backcanvas").style.display = "";
|
|
document.getElementById("topmostdiv").style.height = "100%";
|
|
document.getElementById("topmostdiv").style.display = "flex";
|
|
document.getElementById("bomdiv").classList.remove("split-horizontal");
|
|
document.getElementById("canvasdiv").classList.remove("split-horizontal");
|
|
document.getElementById("frontcanvas").classList.add("split-horizontal");
|
|
document.getElementById("backcanvas").classList.add("split-horizontal");
|
|
if (bomsplit) {
|
|
bomsplit.destroy();
|
|
bomsplit = null;
|
|
canvassplit.destroy();
|
|
canvassplit = null;
|
|
}
|
|
bomsplit = Split(['#bomdiv', '#canvasdiv'], {
|
|
sizes: [50, 50],
|
|
onDragEnd: resizeAll,
|
|
direction: "vertical",
|
|
gutterSize: 5
|
|
});
|
|
canvassplit = Split(['#frontcanvas', '#backcanvas'], {
|
|
sizes: [50, 50],
|
|
gutterSize: 5,
|
|
onDragEnd: resizeAll
|
|
});
|
|
break;
|
|
case 'left-right':
|
|
document.getElementById("lr-btn").classList.add("depressed");
|
|
document.getElementById("frontcanvas").style.display = "";
|
|
document.getElementById("backcanvas").style.display = "";
|
|
document.getElementById("topmostdiv").style.height = "100%";
|
|
document.getElementById("topmostdiv").style.display = "flex";
|
|
document.getElementById("bomdiv").classList.add("split-horizontal");
|
|
document.getElementById("canvasdiv").classList.add("split-horizontal");
|
|
document.getElementById("frontcanvas").classList.remove("split-horizontal");
|
|
document.getElementById("backcanvas").classList.remove("split-horizontal");
|
|
if (bomsplit) {
|
|
bomsplit.destroy();
|
|
bomsplit = null;
|
|
canvassplit.destroy();
|
|
canvassplit = null;
|
|
}
|
|
bomsplit = Split(['#bomdiv', '#canvasdiv'], {
|
|
sizes: [50, 50],
|
|
onDragEnd: resizeAll,
|
|
gutterSize: 5
|
|
});
|
|
canvassplit = Split(['#frontcanvas', '#backcanvas'], {
|
|
sizes: [50, 50],
|
|
gutterSize: 5,
|
|
direction: "vertical",
|
|
onDragEnd: resizeAll
|
|
});
|
|
}
|
|
settings.bomlayout = layout;
|
|
writeStorage("bomlayout", layout);
|
|
changeCanvasLayout(settings.canvaslayout);
|
|
}
|
|
|
|
function changeBomMode(mode) {
|
|
document.getElementById("bom-grouped-btn").classList.remove("depressed");
|
|
document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
|
|
document.getElementById("bom-netlist-btn").classList.remove("depressed");
|
|
var chkbxs = document.getElementsByClassName("visibility_checkbox");
|
|
|
|
switch (mode) {
|
|
case 'grouped':
|
|
document.getElementById("bom-grouped-btn").classList.add("depressed");
|
|
for (var i = 0; i < chkbxs.length; i++) {
|
|
chkbxs[i].disabled = false;
|
|
}
|
|
break;
|
|
case 'ungrouped':
|
|
document.getElementById("bom-ungrouped-btn").classList.add("depressed");
|
|
for (var i = 0; i < chkbxs.length; i++) {
|
|
chkbxs[i].disabled = false;
|
|
}
|
|
break;
|
|
case 'netlist':
|
|
document.getElementById("bom-netlist-btn").classList.add("depressed");
|
|
for (var i = 0; i < chkbxs.length; i++) {
|
|
chkbxs[i].disabled = true;
|
|
}
|
|
}
|
|
|
|
writeStorage("bommode", mode);
|
|
if (mode != settings.bommode) {
|
|
settings.bommode = mode;
|
|
bomSortFunction = null;
|
|
currentSortColumn = null;
|
|
currentSortOrder = null;
|
|
clearHighlightedFootprints();
|
|
}
|
|
populateBomTable();
|
|
}
|
|
|
|
function focusFilterField() {
|
|
focusInputField(document.getElementById("filter"));
|
|
}
|
|
|
|
function focusRefLookupField() {
|
|
focusInputField(document.getElementById("reflookup"));
|
|
}
|
|
|
|
function toggleBomCheckbox(bomrowid, checkboxnum) {
|
|
if (!bomrowid || checkboxnum > settings.checkboxes.length) {
|
|
return;
|
|
}
|
|
var bomrow = document.getElementById(bomrowid);
|
|
var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
|
|
checkbox.checked = !checkbox.checked;
|
|
checkbox.indeterminate = false;
|
|
checkbox.onchange();
|
|
}
|
|
|
|
function checkBomCheckbox(bomrowid, checkboxname) {
|
|
var checkboxnum = 0;
|
|
while (checkboxnum < settings.checkboxes.length &&
|
|
settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
|
|
checkboxnum++;
|
|
}
|
|
if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
|
|
return;
|
|
}
|
|
var bomrow = document.getElementById(bomrowid);
|
|
var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
|
|
checkbox.checked = true;
|
|
checkbox.indeterminate = false;
|
|
checkbox.onchange();
|
|
}
|
|
|
|
function setBomCheckboxes(value) {
|
|
writeStorage("bomCheckboxes", value);
|
|
settings.checkboxes = value.split(",").map((e) => e.trim()).filter((e) => e);
|
|
prepCheckboxes();
|
|
populateMarkWhenCheckedOptions();
|
|
setMarkWhenChecked(settings.markWhenChecked);
|
|
}
|
|
|
|
function setMarkWhenChecked(value) {
|
|
writeStorage("markWhenChecked", value);
|
|
settings.markWhenChecked = value;
|
|
markedFootprints.clear();
|
|
for (var ref of (value ? getStoredCheckboxRefs(value) : [])) {
|
|
markedFootprints.add(ref);
|
|
}
|
|
populateBomTable();
|
|
drawHighlights();
|
|
}
|
|
|
|
function prepCheckboxes() {
|
|
var table = document.getElementById("checkbox-stats");
|
|
while (table.childElementCount > 1) {
|
|
table.removeChild(table.lastChild);
|
|
}
|
|
if (settings.checkboxes.length) {
|
|
table.style.display = "";
|
|
} else {
|
|
table.style.display = "none";
|
|
}
|
|
for (var checkbox of settings.checkboxes) {
|
|
var tr = document.createElement("TR");
|
|
var td = document.createElement("TD");
|
|
td.innerHTML = checkbox;
|
|
tr.appendChild(td);
|
|
td = document.createElement("TD");
|
|
td.id = "checkbox-stats-" + checkbox;
|
|
var progressbar = document.createElement("div");
|
|
progressbar.classList.add("bar");
|
|
td.appendChild(progressbar);
|
|
var text = document.createElement("div");
|
|
text.classList.add("text");
|
|
td.appendChild(text);
|
|
tr.appendChild(td);
|
|
table.appendChild(tr);
|
|
updateCheckboxStats(checkbox);
|
|
}
|
|
}
|
|
|
|
function populateMarkWhenCheckedOptions() {
|
|
var container = document.getElementById("markWhenCheckedContainer");
|
|
|
|
if (settings.checkboxes.length == 0) {
|
|
container.parentElement.style.display = "none";
|
|
return;
|
|
}
|
|
|
|
container.innerHTML = '';
|
|
container.parentElement.style.display = "inline-block";
|
|
|
|
function createOption(name, displayName) {
|
|
var id = "markWhenChecked-" + name;
|
|
|
|
var div = document.createElement("div");
|
|
div.classList.add("radio-container");
|
|
|
|
var input = document.createElement("input");
|
|
input.type = "radio";
|
|
input.name = "markWhenChecked";
|
|
input.value = name;
|
|
input.id = id;
|
|
input.onchange = () => setMarkWhenChecked(name);
|
|
div.appendChild(input);
|
|
|
|
// Preserve the selected element when the checkboxes change
|
|
if (name == settings.markWhenChecked) {
|
|
input.checked = true;
|
|
}
|
|
|
|
var label = document.createElement("label");
|
|
label.innerHTML = displayName;
|
|
label.htmlFor = id;
|
|
div.appendChild(label);
|
|
|
|
container.appendChild(div);
|
|
}
|
|
createOption("", "None");
|
|
for (var checkbox of settings.checkboxes) {
|
|
createOption(checkbox, checkbox);
|
|
}
|
|
}
|
|
|
|
function updateCheckboxStats(checkbox) {
|
|
var checked = getStoredCheckboxRefs(checkbox).size;
|
|
var total = pcbdata.footprints.length - pcbdata.bom.skipped.length;
|
|
var percent = checked * 100.0 / total;
|
|
var td = document.getElementById("checkbox-stats-" + checkbox);
|
|
td.firstChild.style.width = percent + "%";
|
|
td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
|
|
}
|
|
|
|
function constrain(number, min, max) {
|
|
return Math.min(Math.max(parseInt(number), min), max);
|
|
}
|
|
|
|
document.onkeydown = function (e) {
|
|
switch (e.key) {
|
|
case "n":
|
|
if (document.activeElement.type == "text") {
|
|
return;
|
|
}
|
|
if (currentHighlightedRowId !== null) {
|
|
checkBomCheckbox(currentHighlightedRowId, "placed");
|
|
highlightNextRow();
|
|
e.preventDefault();
|
|
}
|
|
break;
|
|
case "ArrowUp":
|
|
highlightPreviousRow();
|
|
e.preventDefault();
|
|
break;
|
|
case "ArrowDown":
|
|
highlightNextRow();
|
|
e.preventDefault();
|
|
break;
|
|
case "ArrowLeft":
|
|
case "ArrowRight":
|
|
if (document.activeElement.type != "text") {
|
|
e.preventDefault();
|
|
let boardRotationElement = document.getElementById("boardRotation")
|
|
settings.boardRotation = parseInt(boardRotationElement.value); // degrees / 5
|
|
if (e.key == "ArrowLeft") {
|
|
settings.boardRotation += 3; // 15 degrees
|
|
}
|
|
else {
|
|
settings.boardRotation -= 3;
|
|
}
|
|
settings.boardRotation = constrain(settings.boardRotation, boardRotationElement.min, boardRotationElement.max);
|
|
boardRotationElement.value = settings.boardRotation
|
|
setBoardRotation(settings.boardRotation);
|
|
}
|
|
break;
|
|
default:
|
|
break;
|
|
}
|
|
if (e.altKey) {
|
|
switch (e.key) {
|
|
case "f":
|
|
focusFilterField();
|
|
e.preventDefault();
|
|
break;
|
|
case "r":
|
|
focusRefLookupField();
|
|
e.preventDefault();
|
|
break;
|
|
case "z":
|
|
changeBomLayout("bom-only");
|
|
e.preventDefault();
|
|
break;
|
|
case "x":
|
|
changeBomLayout("left-right");
|
|
e.preventDefault();
|
|
break;
|
|
case "c":
|
|
changeBomLayout("top-bottom");
|
|
e.preventDefault();
|
|
break;
|
|
case "v":
|
|
changeCanvasLayout("F");
|
|
e.preventDefault();
|
|
break;
|
|
case "b":
|
|
changeCanvasLayout("FB");
|
|
e.preventDefault();
|
|
break;
|
|
case "n":
|
|
changeCanvasLayout("B");
|
|
e.preventDefault();
|
|
break;
|
|
default:
|
|
break;
|
|
}
|
|
if (e.key >= '1' && e.key <= '9') {
|
|
toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key));
|
|
e.preventDefault();
|
|
}
|
|
}
|
|
}
|
|
|
|
function hideNetlistButton() {
|
|
document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
|
|
document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
|
|
document.getElementById("bom-netlist-btn").style.display = "none";
|
|
}
|
|
|
|
function topToggle() {
|
|
var top = document.getElementById("top");
|
|
var toptoggle = document.getElementById("toptoggle");
|
|
if (top.style.display === "none") {
|
|
top.style.display = "flex";
|
|
toptoggle.classList.remove("flipped");
|
|
} else {
|
|
top.style.display = "none";
|
|
toptoggle.classList.add("flipped");
|
|
}
|
|
}
|
|
|
|
window.onload = function (e) {
|
|
initUtils();
|
|
initRender();
|
|
initStorage();
|
|
initDefaults();
|
|
cleanGutters();
|
|
populateMetadata();
|
|
dbgdiv = document.getElementById("dbg");
|
|
bom = document.getElementById("bombody");
|
|
bomhead = document.getElementById("bomhead");
|
|
filter = "";
|
|
reflookup = "";
|
|
if (!("nets" in pcbdata)) {
|
|
hideNetlistButton();
|
|
}
|
|
initDone = true;
|
|
setBomCheckboxes(document.getElementById("bomCheckboxes").value);
|
|
// Triggers render
|
|
changeBomLayout(settings.bomlayout);
|
|
|
|
// Users may leave fullscreen without touching the checkbox. Uncheck.
|
|
document.addEventListener('fullscreenchange', () => {
|
|
if (!document.fullscreenElement)
|
|
document.getElementById('fullscreenCheckbox').checked = false;
|
|
});
|
|
}
|
|
|
|
window.onresize = resizeAll;
|
|
window.matchMedia("print").addListener(resizeAll);
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
// EventHandler.registerCallback(IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, () => {
|
|
// for(var tr of bom.childNodes) {
|
|
// tr.onclick = tr.onmousemove;
|
|
// tr.onmousemove = null;
|
|
// };
|
|
// });
|
|
|
|
///////////////////////////////////////////////
|
|
</script>
|
|
</head>
|
|
|
|
<body>
|
|
|
|
<div id="topmostdiv" class="topmostdiv">
|
|
<div id="top">
|
|
<div id="fileinfodiv">
|
|
<table class="fileinfo">
|
|
<tbody>
|
|
<tr>
|
|
<td id="title" class="title" style="width: 70%">
|
|
Title
|
|
</td>
|
|
<td id="revision" class="title" style="width: 30%">
|
|
Revision
|
|
</td>
|
|
</tr>
|
|
<tr>
|
|
<td id="company">
|
|
Company
|
|
</td>
|
|
<td id="filedate">
|
|
Date
|
|
</td>
|
|
</tr>
|
|
</tbody>
|
|
</table>
|
|
</div>
|
|
<div id="bomcontrols">
|
|
<div class="hideonprint menu">
|
|
<button class="menubtn"></button>
|
|
<div class="menu-content">
|
|
<label class="menu-label menu-label-top" style="width: calc(50% - 18px)">
|
|
<input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
|
|
Dark mode
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
|
|
Full Screen
|
|
</label>
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
|
|
Fab layer
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
|
|
Silkscreen
|
|
</label>
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
|
|
References
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
|
|
Values
|
|
</label>
|
|
<div id="tracksAndZonesCheckboxes">
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
|
|
Tracks
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
|
|
Zones
|
|
</label>
|
|
</div>
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
|
|
Pads
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
|
|
DNP outlined
|
|
</label>
|
|
<label class="menu-label">
|
|
<input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
|
|
Continuous redraw on drag
|
|
</label>
|
|
<label class="menu-label">
|
|
Highlight first pin
|
|
<form id="highlightpin1">
|
|
<div class="flexbox">
|
|
<label>
|
|
<input type="radio" name="highlightpin1" value="none" onchange="setHighlightPin1('none')">
|
|
None
|
|
</label>
|
|
<label>
|
|
<input type="radio" name="highlightpin1" value="all" onchange="setHighlightPin1('all')">
|
|
All
|
|
</label>
|
|
<label>
|
|
<input type="radio" name="highlightpin1" value="selected" onchange="setHighlightPin1('selected')">
|
|
Selected
|
|
</label>
|
|
</div>
|
|
</form>
|
|
</label>
|
|
<label class="menu-label">
|
|
<span>Board rotation</span>
|
|
<span style="float: right"><span id="rotationDegree">0</span>°</span>
|
|
<input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
|
|
</label>
|
|
<label class="menu-label">
|
|
<input id="offsetBackRotationCheckbox" type="checkbox" onchange="setOffsetBackRotation(this.checked)">
|
|
Offset back rotation
|
|
</label>
|
|
<label class="menu-label">
|
|
<div style="margin-left: 5px">Bom checkboxes</div>
|
|
<input id="bomCheckboxes" class="menu-textbox" type=text
|
|
oninput="setBomCheckboxes(this.value)">
|
|
</label>
|
|
<label class="menu-label">
|
|
<div style="margin-left: 5px">Mark when checked</div>
|
|
<div id="markWhenCheckedContainer"></div>
|
|
</label>
|
|
<label class="menu-label">
|
|
<span class="shameless-plug">
|
|
<span>Created using</span>
|
|
<a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
|
|
<a target="blank" title="Mouse and keyboard help" href="https://github.com/openscopeproject/InteractiveHtmlBom/wiki/Usage#bom-page-mouse-actions" style="text-decoration: none;"><label class="help-link">?</label></a>
|
|
</span>
|
|
</label>
|
|
</div>
|
|
</div>
|
|
<div class="button-container hideonprint">
|
|
<button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')"
|
|
title="Front only">F
|
|
</button>
|
|
<button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')"
|
|
title="Front and Back">FB
|
|
</button>
|
|
<button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')"
|
|
title="Back only">B
|
|
</button>
|
|
</div>
|
|
<div class="button-container hideonprint">
|
|
<button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')"
|
|
title="BOM only"></button>
|
|
<button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')"
|
|
title="BOM left, drawings right"></button>
|
|
<button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')"
|
|
title="BOM top, drawings bot"></button>
|
|
</div>
|
|
<div class="button-container hideonprint">
|
|
<button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')"
|
|
title="Grouped BOM"></button>
|
|
<button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')"
|
|
title="Ungrouped BOM"></button>
|
|
<button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')"
|
|
title="Netlist"></button>
|
|
</div>
|
|
<div class="hideonprint menu">
|
|
<button class="statsbtn"></button>
|
|
<div class="menu-content">
|
|
<table class="stats">
|
|
<tbody>
|
|
<tr>
|
|
<td width="40%">Board stats</td>
|
|
<td>Front</td>
|
|
<td>Back</td>
|
|
<td>Total</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Components</td>
|
|
<td id="stats-components-front">~</td>
|
|
<td id="stats-components-back">~</td>
|
|
<td id="stats-components-total">~</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Groups</td>
|
|
<td id="stats-groups-front">~</td>
|
|
<td id="stats-groups-back">~</td>
|
|
<td id="stats-groups-total">~</td>
|
|
</tr>
|
|
<tr>
|
|
<td>SMD pads</td>
|
|
<td id="stats-smd-pads-front">~</td>
|
|
<td id="stats-smd-pads-back">~</td>
|
|
<td id="stats-smd-pads-total">~</td>
|
|
</tr>
|
|
<tr>
|
|
<td>TH pads</td>
|
|
<td colspan=3 id="stats-th-pads">~</td>
|
|
</tr>
|
|
</tbody>
|
|
</table>
|
|
<table class="stats">
|
|
<col width="40%"/><col />
|
|
<tbody id="checkbox-stats">
|
|
<tr>
|
|
<td colspan=2 style="border-top: 0">Checkboxes</td>
|
|
</tr>
|
|
</tbody>
|
|
</table>
|
|
</div>
|
|
</div>
|
|
<div class="hideonprint menu">
|
|
<button class="iobtn"></button>
|
|
<div class="menu-content">
|
|
<div class="menu-label menu-label-top">
|
|
<div style="margin-left: 5px;">Save board image</div>
|
|
<div class="flexbox">
|
|
<input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
|
|
style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
|
|
<span>X</span>
|
|
<input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
|
|
style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
|
|
</div>
|
|
<label>
|
|
<input id="render-save-transparent" type="checkbox">
|
|
Transparent background
|
|
</label>
|
|
<div class="flexbox">
|
|
<button class="savebtn" onclick="saveImage('F')">Front</button>
|
|
<button class="savebtn" onclick="saveImage('B')">Back</button>
|
|
</div>
|
|
</div>
|
|
<div class="menu-label">
|
|
<span style="margin-left: 5px;">Config and checkbox state</span>
|
|
<div class="flexbox">
|
|
<button class="savebtn" onclick="saveSettings()">Export</button>
|
|
<button class="savebtn" onclick="loadSettings()">Import</button>
|
|
<button class="savebtn" onclick="resetSettings()">Reset</button>
|
|
</div>
|
|
</div>
|
|
<div class="menu-label">
|
|
<span style="margin-left: 5px;">Save bom table as</span>
|
|
<div class="flexbox">
|
|
<button class="savebtn" onclick="saveBomTable('csv')">csv</button>
|
|
<button class="savebtn" onclick="saveBomTable('txt')">txt</button>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
<div id="topdivider">
|
|
<div class="hideonprint">
|
|
<div id="toptoggle" onclick="topToggle()">︽</div>
|
|
</div>
|
|
</div>
|
|
<div id="bot" class="split" style="flex: 1 1">
|
|
<div id="bomdiv" class="split split-horizontal">
|
|
<div style="width: 100%">
|
|
<input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup"
|
|
oninput="updateRefLookup(this.value)">
|
|
<input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter"
|
|
oninput="updateFilter(this.value)">
|
|
<div class="button-container hideonprint" style="float: left; margin: 0;">
|
|
<button id="copy" title="Copy bom table to clipboard"
|
|
onclick="saveBomTable('clipboard')"></button>
|
|
</div>
|
|
</div>
|
|
<div id="dbg"></div>
|
|
<table class="bom" id="bomtable">
|
|
<thead id="bomhead">
|
|
</thead>
|
|
<tbody id="bombody">
|
|
</tbody>
|
|
</table>
|
|
</div>
|
|
<div id="canvasdiv" class="split split-horizontal">
|
|
<div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden">
|
|
<div style="position: relative; width: 100%; height: 100%;">
|
|
<canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
|
|
<canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
|
|
<canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
|
|
<canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
|
|
</div>
|
|
</div>
|
|
<div id="backcanvas" class="split" touch-action="none" style="overflow: hidden">
|
|
<div style="position: relative; width: 100%; height: 100%;">
|
|
<canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
|
|
<canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
|
|
<canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
|
|
<canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
|
|
</body>
|
|
|
|
</html>
|