mirror of
https://github.com/tinyvision-ai-inc/pico-ice.git
synced 2024-11-24 04:15:01 +00:00
4415 lines
725 KiB
HTML
4415 lines
725 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: 10px 10px 10px 0px;
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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: 5px;
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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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|
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.searchbox::placeholder {
|
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color: #ccc;
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}
|
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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;
|
|
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: 10px 10px 10px 0px;
|
|
}
|
|
|
|
.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 {
|
|
width: 100%;
|
|
height: 100%;
|
|
background-color: white;
|
|
transition: background-color 0.3s;
|
|
}
|
|
|
|
#top {
|
|
height: 78px;
|
|
border-bottom: 2px solid black;
|
|
}
|
|
|
|
.dark #top {
|
|
border-bottom: 2px solid #ccc;
|
|
}
|
|
|
|
#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;
|
|
}
|
|
|
|
|
|
</style>
|
|
<script type="text/javascript" >
|
|
///////////////////////////////////////////////
|
|
/*
|
|
Split.js - v1.3.5
|
|
MIT License
|
|
https://github.com/nathancahill/Split.js
|
|
*/
|
|
!function(e,t){"object"==typeof exports&&"undefined"!=typeof module?module.exports=t():"function"==typeof define&&define.amd?define(t):e.Split=t()}(this,function(){"use strict";var e=window,t=e.document,n="addEventListener",i="removeEventListener",r="getBoundingClientRect",s=function(){return!1},o=e.attachEvent&&!e[n],a=["","-webkit-","-moz-","-o-"].filter(function(e){var n=t.createElement("div");return n.style.cssText="width:"+e+"calc(9px)",!!n.style.length}).shift()+"calc",l=function(e){return"string"==typeof e||e instanceof String?t.querySelector(e):e};return function(u,c){function z(e,t,n){var i=A(y,t,n);Object.keys(i).forEach(function(t){return e.style[t]=i[t]})}function h(e,t){var n=B(y,t);Object.keys(n).forEach(function(t){return e.style[t]=n[t]})}function f(e){var t=E[this.a],n=E[this.b],i=t.size+n.size;t.size=e/this.size*i,n.size=i-e/this.size*i,z(t.element,t.size,this.aGutterSize),z(n.element,n.size,this.bGutterSize)}function m(e){var t;this.dragging&&((t="touches"in e?e.touches[0][b]-this.start:e[b]-this.start)<=E[this.a].minSize+M+this.aGutterSize?t=E[this.a].minSize+this.aGutterSize:t>=this.size-(E[this.b].minSize+M+this.bGutterSize)&&(t=this.size-(E[this.b].minSize+this.bGutterSize)),f.call(this,t),c.onDrag&&c.onDrag())}function g(){var e=E[this.a].element,t=E[this.b].element;this.size=e[r]()[y]+t[r]()[y]+this.aGutterSize+this.bGutterSize,this.start=e[r]()[G]}function d(){var t=this,n=E[t.a].element,r=E[t.b].element;t.dragging&&c.onDragEnd&&c.onDragEnd(),t.dragging=!1,e[i]("mouseup",t.stop),e[i]("touchend",t.stop),e[i]("touchcancel",t.stop),t.parent[i]("mousemove",t.move),t.parent[i]("touchmove",t.move),delete t.stop,delete t.move,n[i]("selectstart",s),n[i]("dragstart",s),r[i]("selectstart",s),r[i]("dragstart",s),n.style.userSelect="",n.style.webkitUserSelect="",n.style.MozUserSelect="",n.style.pointerEvents="",r.style.userSelect="",r.style.webkitUserSelect="",r.style.MozUserSelect="",r.style.pointerEvents="",t.gutter.style.cursor="",t.parent.style.cursor=""}function S(t){var i=this,r=E[i.a].element,o=E[i.b].element;!i.dragging&&c.onDragStart&&c.onDragStart(),t.preventDefault(),i.dragging=!0,i.move=m.bind(i),i.stop=d.bind(i),e[n]("mouseup",i.stop),e[n]("touchend",i.stop),e[n]("touchcancel",i.stop),i.parent[n]("mousemove",i.move),i.parent[n]("touchmove",i.move),r[n]("selectstart",s),r[n]("dragstart",s),o[n]("selectstart",s),o[n]("dragstart",s),r.style.userSelect="none",r.style.webkitUserSelect="none",r.style.MozUserSelect="none",r.style.pointerEvents="none",o.style.userSelect="none",o.style.webkitUserSelect="none",o.style.MozUserSelect="none",o.style.pointerEvents="none",i.gutter.style.cursor=j,i.parent.style.cursor=j,g.call(i)}function v(e){e.forEach(function(t,n){if(n>0){var i=F[n-1],r=E[i.a],s=E[i.b];r.size=e[n-1],s.size=t,z(r.element,r.size,i.aGutterSize),z(s.element,s.size,i.bGutterSize)}})}function p(){F.forEach(function(e){e.parent.removeChild(e.gutter),E[e.a].element.style[y]="",E[e.b].element.style[y]=""})}void 0===c&&(c={});var y,b,G,E,w=l(u[0]).parentNode,D=e.getComputedStyle(w).flexDirection,U=c.sizes||u.map(function(){return 100/u.length}),k=void 0!==c.minSize?c.minSize:100,x=Array.isArray(k)?k:u.map(function(){return k}),L=void 0!==c.gutterSize?c.gutterSize:10,M=void 0!==c.snapOffset?c.snapOffset:30,O=c.direction||"horizontal",j=c.cursor||("horizontal"===O?"ew-resize":"ns-resize"),C=c.gutter||function(e,n){var i=t.createElement("div");return i.className="gutter gutter-"+n,i},A=c.elementStyle||function(e,t,n){var i={};return"string"==typeof t||t instanceof String?i[e]=t:i[e]=o?t+"%":a+"("+t+"% - "+n+"px)",i},B=c.gutterStyle||function(e,t){return n={},n[e]=t+"px",n;var n};"horizontal"===O?(y="width","clientWidth",b="clientX",G="left","paddingLeft"):"vertical"===O&&(y="height","clientHeight",b="clientY",G="top","paddingTop");var F=[];return E=u.map(function(e,t){var i,s={element:l(e),size:U[t],minSize:x[t]};if(t>0&&(i={a:t-1,b:t,dragging:!1,isFirst:1===t,isLast:t===u.length-1,direction:O,parent:w},i.aGutterSize=L,i.bGutterSize=L,i.isFirst&&(i.aGutterSize=L/2),i.isLast&&(i.bGutterSize=L/2),"row-reverse"===D||"column-reverse"===D)){var a=i.a;i.a=i.b,i.b=a}if(!o&&t>0){var c=C(t,O);h(c,L),c[n]("mousedown",S.bind(i)),c[n]("touchstart",S.bind(i)),w.insertBefore(c,s.element),i.gutter=c}0===t||t===u.length-1?z(s.element,s.size,L/2):z(s.element,s.size,L);var f=s.element[r]()[y];return f<s.minSize&&(s.minSize=f),t>0&&F.push(i),s}),o?{setSizes:v,destroy:p}:{setSizes:v,getSizes:function(){return E.map(function(e){return e.size})},collapse:function(e){if(e===F.length){var t=F[e-1];g.call(t),o||f.call(t,t.size-t.bGutterSize)}else{var n=F[e];g.call(n),o||f.call(n,n.aGutterSize)}},destroy:p}}});
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
|
|
// 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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|
|
|
///////////////////////////////////////////////
|
|
/*!
|
|
* PEP v0.4.3 | https://github.com/jquery/PEP
|
|
* Copyright jQuery Foundation and other contributors | http://jquery.org/license
|
|
*/
|
|
!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);
|
|
for(var d,e=2;e<m.length;e++)d=m[e],c[d]=b[d]||n[e];c.buttons=b.buttons||0;
|
|
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}})}
|
|
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++)
|
|
b.register.call(b,a)},unregister:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
|
|
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});
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": false, "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "fields": ["Value", "Footprint"]}
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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var pcbdata = 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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") {
|
|
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 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.getElementById("highlightpin1Checkbox").checked = settings.highlightpin1;
|
|
showFootprints(settings.show_footprints);
|
|
writeStorage("boardRotation", settings.boardRotation);
|
|
document.getElementById("boardRotation").value = settings.boardRotation / 5;
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
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: "default",
|
|
bomlayout: "default",
|
|
bommode: "grouped",
|
|
checkboxes: [],
|
|
checkboxStoredRefs: {},
|
|
darkMode: false,
|
|
highlightpin1: false,
|
|
redrawOnDrag: true,
|
|
boardRotation: 0,
|
|
renderPads: true,
|
|
renderReferences: true,
|
|
renderValues: true,
|
|
renderSilkscreen: true,
|
|
renderFabrication: true,
|
|
renderDnpOutline: false,
|
|
renderTracks: true,
|
|
renderZones: true,
|
|
columnOrder: [],
|
|
hiddenColumns: [],
|
|
}
|
|
|
|
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 (!["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;
|
|
|
|
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);
|
|
initBooleanSetting("highlightpin1", config.highlight_pin1, "highlightpin1Checkbox", setHighlightPin1);
|
|
|
|
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;
|
|
}
|
|
|
|
// 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 (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.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);
|
|
}
|
|
}
|
|
// 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) {
|
|
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, color, highlight) {
|
|
ctx = canvas.getContext("2d");
|
|
ctx.strokeStyle = color;
|
|
ctx.lineCap = "round";
|
|
for (var track of pcbdata.tracks[layer]) {
|
|
if (highlight && highlightedNet != track.net) continue;
|
|
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();
|
|
}
|
|
}
|
|
|
|
function drawZones(canvas, layer, color, highlight) {
|
|
ctx = canvas.getContext("2d");
|
|
ctx.strokeStyle = color;
|
|
ctx.fillStyle = color;
|
|
ctx.lineJoin = "round";
|
|
for (var zone of pcbdata.zones[layer]) {
|
|
if (!zone.path2d) {
|
|
zone.path2d = getPolygonsPath(zone);
|
|
}
|
|
if (highlight && highlightedNet != zone.net) continue;
|
|
ctx.fill(zone.path2d);
|
|
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.renderTracks) {
|
|
var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
|
|
drawTracks(canvas, layer, trackColor, highlight);
|
|
}
|
|
if (settings.renderZones) {
|
|
var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
|
|
drawZones(canvas, layer, zoneColor, 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));
|
|
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) {
|
|
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));
|
|
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 bbox = applyRotation(pcbdata.edges_bbox);
|
|
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;
|
|
var flip = (layerdict.layer == "B");
|
|
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;
|
|
if (layerdict.layer == "B") {
|
|
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);
|
|
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 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();
|
|
}
|
|
|
|
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 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 (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") {
|
|
th = createColumnHeader("Net name", "bom-netname", (a, b) => {
|
|
if (a > b) return -1;
|
|
if (a < b) return 1;
|
|
return 0;
|
|
});
|
|
tr.appendChild(th);
|
|
} 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) {
|
|
while (bom.firstChild) {
|
|
bom.removeChild(bom.firstChild);
|
|
}
|
|
highlightHandlers = [];
|
|
footprintIndexToHandler = {};
|
|
netsToHandler = {};
|
|
currentHighlightedRowId = null;
|
|
var first = true;
|
|
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);
|
|
} 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");
|
|
td.innerHTML = highlightFilter(Array.from(valueSet).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("bot").style.height = "";
|
|
break;
|
|
case 'top-bottom':
|
|
document.getElementById("tb-btn").classList.add("depressed");
|
|
document.getElementById("frontcanvas").style.display = "";
|
|
document.getElementById("backcanvas").style.display = "";
|
|
document.getElementById("bot").style.height = "calc(100% - 80px)";
|
|
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("bot").style.height = "calc(100% - 80px)";
|
|
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";
|
|
}
|
|
|
|
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);
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
</script>
|
|
</head>
|
|
|
|
<body>
|
|
|
|
<div id="topmostdiv" class="topmostdiv">
|
|
<div id="top">
|
|
<div style="float: right; height: 100%;">
|
|
<div class="hideonprint menu" style="float: right; top: 8px;">
|
|
<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="highlightpin1Checkbox" type="checkbox" onchange="setHighlightPin1(this.checked)">
|
|
Highlight first pin
|
|
</label>
|
|
<label class="menu-label">
|
|
<input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
|
|
Continuous redraw on drag
|
|
</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">
|
|
<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"
|
|
style="float: right; position: relative; top: 8px">
|
|
<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"
|
|
style="float: right; position: relative; top: 8px">
|
|
<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"
|
|
style="float: right; position: relative; top: 8px">
|
|
<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" style="float: right; top: 8px;">
|
|
<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" style="float: right; top: 8px;">
|
|
<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>
|
|
</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 id="fileinfodiv" style="overflow: auto;">
|
|
<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>
|
|
<div id="bot" class="split" style="height: calc(100% - 80px)">
|
|
<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>
|