4415 lines
712 KiB
HTML
4415 lines
712 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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.searchbox::placeholder {
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color: #ccc;
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}
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.dark .searchbox::placeholder {
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color: #666;
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}
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.filter {
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width: calc(60% - 64px);
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}
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|
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.reflookup {
|
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width: calc(40% - 10px);
|
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}
|
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input[type=text]:focus {
|
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background-color: white;
|
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border: 1px solid #333;
|
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}
|
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.dark input[type=text]:focus {
|
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background-color: #333;
|
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border: 1px solid #ccc;
|
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}
|
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mark.highlight {
|
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background-color: #5050ff;
|
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color: #fff;
|
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padding: 2px;
|
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border-radius: 6px;
|
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}
|
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|
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.dark mark.highlight {
|
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background-color: #76a6da;
|
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color: #111;
|
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}
|
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.menubtn {
|
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background-color: white;
|
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border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.statsbtn {
|
|
background-color: white;
|
|
border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.iobtn {
|
|
background-color: white;
|
|
border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.visbtn {
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
padding: 15px;
|
|
}
|
|
|
|
#vismenu-content {
|
|
left: 0px;
|
|
font-family: Verdana, sans-serif;
|
|
}
|
|
|
|
.dark .statsbtn,
|
|
.dark .savebtn,
|
|
.dark .menubtn,
|
|
.dark .iobtn,
|
|
.dark .visbtn {
|
|
filter: invert(1);
|
|
}
|
|
|
|
.flexbox {
|
|
display: flex;
|
|
align-items: center;
|
|
justify-content: space-between;
|
|
width: 100%;
|
|
}
|
|
|
|
.savebtn {
|
|
background-color: #d6d6d6;
|
|
width: auto;
|
|
height: 30px;
|
|
flex-grow: 1;
|
|
margin: 5px;
|
|
border-radius: 4px;
|
|
}
|
|
|
|
.savebtn:active {
|
|
background-color: #0a0;
|
|
color: white;
|
|
}
|
|
|
|
.dark .savebtn:active {
|
|
/* This will be inverted */
|
|
background-color: #b3b;
|
|
}
|
|
|
|
.stats {
|
|
border-collapse: collapse;
|
|
font-size: 12pt;
|
|
table-layout: fixed;
|
|
width: 100%;
|
|
min-width: 450px;
|
|
}
|
|
|
|
.dark .stats td {
|
|
border: 1px solid #bbb;
|
|
}
|
|
|
|
.stats td {
|
|
border: 1px solid black;
|
|
padding: 5px;
|
|
word-wrap: break-word;
|
|
text-align: center;
|
|
position: relative;
|
|
}
|
|
|
|
#checkbox-stats div {
|
|
position: absolute;
|
|
left: 0;
|
|
top: 0;
|
|
height: 100%;
|
|
width: 100%;
|
|
display: flex;
|
|
align-items: center;
|
|
justify-content: center;
|
|
}
|
|
|
|
#checkbox-stats .bar {
|
|
background-color: rgba(28, 251, 0, 0.6);
|
|
}
|
|
|
|
.menu {
|
|
position: relative;
|
|
display: inline-block;
|
|
margin: 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>
|