mirror of https://github.com/rusefi/stim.git
3669 lines
1.1 MiB
3669 lines
1.1 MiB
<!--
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This file is based on InteractiveHtmlBom and modified for Hellen One platform.
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-->
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<!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>Hellen One: Interactive BOM</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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--pin1-outline-color: #ffb629;
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--pin1-outline-color-highlight: #b4ff03;
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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, 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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}
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.bom th, .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, .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: #aaa;
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}
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.dark .bom tr.checked {
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color: #666;
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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: 25px;
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}
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.bom .Description {
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width: 10%;
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}
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.bom .Part {
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width: 10%;
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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, .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, .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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|
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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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|
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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==');
|
|
background-position: 10px 10px;
|
|
background-repeat: no-repeat;
|
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}
|
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|
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.dark .searchbox {
|
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background-color: #111;
|
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color: #eee;
|
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}
|
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|
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.searchbox::placeholder {
|
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color: #ccc;
|
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}
|
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|
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.dark .searchbox::placeholder {
|
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color: #666;
|
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}
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|
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.filter {
|
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width: calc(60% - 64px);
|
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}
|
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|
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.reflookup {
|
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width: calc(40% - 10px);
|
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}
|
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|
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input[type=text]:focus {
|
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background-color: white;
|
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border: 1px solid #333;
|
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}
|
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|
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.dark input[type=text]:focus {
|
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background-color: #333;
|
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border: 1px solid #ccc;
|
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}
|
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|
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mark.highlight {
|
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background-color: #5050ff;
|
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color: #fff;
|
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padding: 2px;
|
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border-radius: 6px;
|
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}
|
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|
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.dark mark.highlight {
|
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background-color: #76a6da;
|
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color: #111;
|
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}
|
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|
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.menubtn {
|
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background-color: white;
|
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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;
|
|
}
|
|
|
|
.dark .statsbtn, .dark .savebtn, .dark .menubtn, .dark .iobtn {
|
|
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 {
|
|
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;
|
|
}
|
|
|
|
|
|
</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});
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/*!
|
|
* 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});
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
var config = {"show_fabrication": false, "redraw_on_drag": true, "highlight_pin1": false, "extra_fields": [], "dark_mode": false, "bom_view": "left-right", "board_rotation": 0.0, "checkboxes": "Sourced,Placed", "show_silkscreen": true, "show_pads": true, "layer_view": "FB"}
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
var pcbdata = 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"))
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var renderedBoardImg = new Image();
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iEnu+0x911NyL4ZY0O4l5YZ6PcgdQEAAAAAWEdfg0BfMvbSaQEAgPDW6kRxe3n946cUfWUtaT1KNrSdc9gPOZQB+2FNzo0AAOuI8Rxd4rM5cc1pu82xvbeW9QAAoAxzAwfGDoafI5eAj7khCqGmjznvmGULIef1y7lscx0ecyW8aymxzFACARsAAAAAGyJkAwAAmKuEAT1jypZz+WswdvvaD7Ae50bIn2MQoGxrPi+X8GzOOmoJp6hlPQAAKEMugRaptN0vhwpBWDqfnMsWwtrrN+XZKOey5ajGkB3Yos0FbByfn96nLgMAAABASkI2AACApXIcyDOlTDmWvwZTt6v9APE5NwIAxJXyHsr9G7WEU9SyHgAAwM9yvjfPuWzkxfsXqFOVARtdIRrCNQAAAAC+E7IBAAAslVNHkpzKApCLOedG51MAgPFyuHfKoQykVUs4RS3rAQBAXQ6fuU4uzlr/ZvcDbJPzAJTnYeoCxCJMAwAAAKDfk8dPOzsWff32pbdD0pJpAQCAetxeXrd2JCtByWUHAAAgrZwGTHi+ZU7bbY7tvbWsBwAA+Ur9LHe4/DHl8bwH+egK2QHKU23ABgAAAADDhGwAAEB9lnSymtP5o9SBPCWWGQAAgPSWDJwY8yy6pWdzwqklnKKW9QAAgFA870E4h+9cho4t4RlQrwepCwAAAABAWn0diro6IoWYFgAAyM/JxdmPnyl0LAHIz5wOtzrpAgD0m/P8O/VZ27M5c81pu82xvbeW9QAAIC9LB9anfH/ueQ+WcxwB+x6mLgAAAAAA6S35qo8vAgEAQJ32O4mN6WyS8utJJxdnkzrEGEAeh/0AAADULMXzztRnc5jTdptje28t6wEAwHpKfmZqe4Y8XJ+UbbFriH2/nvp5oPb1y8HUc8DU4ynG8Vf7cQ05e5C6AAAAAADkYclXfXwRCAAA6ja2U0fKjmtTvgRMPPYD5GXKsea4BADoNvZ59+TiLNp91Zj5ljygjHDmtN3m2N5by3oAAJCfXN6H9z1DjgndAOJZ63gbWo7jHuIQsAEAAADAD0I2AACALjWEbOTSWa529gPkZcwx57gEAOg2JVwjNs9bjFVLOEUt6wEAQD7mhBeGetban49395BGzHDUscs/dHt53fkDxCFgAwAAAICfCNkAAAC6lByyoQPauuwHyEvfsee4BADollO4RoplUbZawilqWQ8AANJKPah+bjlyKDPUYMk5wHEI9XmYugAAAAAA5OfJ46edHYu+fvvS2yFpybQAAED+Ti7Osv9Syq6Dy66cOrykcVhX7AdIy7kRACCOFPdV7u0Ya07bbY7tvbWsBwAA8ew/Fx22ZS59ZhrbNhp6ucB4h8fbkj4Nh9NOmdeY9vHD9zpTOK9AGA9SFwAAAACAPC35qo8vAgEAQN3GdNrIIYQjly9RbdluH5S+H+6ubo5SlwFCqeGYBMa5u7pJXQSAoo15rk19X+XejjHmtN3m2N5by3oAABBfyIH2rOPrty+//JQ0/9TLT71+JcjxPOCdDqTzMHUBAAAAAMjXkq/6+CIQAADU7eTiLMtOKBDSfrDG7v8fn5/epysRAAw7uH79+L1rGEBYBkFQkjlttzm299ayHgAAxHfYlnl7eb3qc5xnRkhrSX+GNftCDJ0r9MmAOARsAAAAANBLyAYAANBlqGPJ2h3VIKT9wcmHvzdAGYBcdV2/AJhmaPCCZ11KVEs4RS3rAQDA+sa2XU555tt/fvSsCHlZErQz9u8O3yE5D0AZHqQuAAAAAAD56+tQ1NURKcS0AABA/nQQoUYGJwNQI9c3AGBO222O7b21rAcAAHFpxwQODYWq5kR4B8TzMHUBAAAAmK+kFzxA+ZZ81ccXgQAAYLumfAUGSnF3dXN0fH56n7ocAABAeEPt8J5xKd2cttsc23trWQ8AAOI6uTj76Tkvddvlrixjy6CvOCxzeA4oRYllhpI8SF0AAAAAAMqx5Ks+vggEAAD1MriIrRGuAQAAQMnmtN3m2N5by3oAALCuVAPXD4M+pvx9iXIOsMu5bIR32J+hxGNLnwwIS8AGAAAAAJMI2QAAAKYqsYMK2yZAA4Aaub4BLGcwAzWpJZyilvUAACCeXJ/lbi+ve38OLV2Ptvvgl+/fLZpnqPnkXLYQ1l6/KQEiOZctplz6MIw5/nM9h0HJHqYuAAAAAPOV9LKkrQNC7Bdkh8vM5YUcNE0+L2bnevL4aWfHoq/fvvQeb0umBQAA8nVycVb8sw6MYXAyADk7Pj+9v7u6OUpdDgCgDHPabnNs761lPQAAiOewLfP28nr1fthL2lNjlvXl+3fNx9dvF00fS85lCyHn9cu5bHPk1p8hp7LAFgnYAAAAAGAWIRsAAADUbBeksT9IWbgGACU4DNlw/QIYz+AGtqiWcIpa1gMAgLrNGeS/RhDI3DCFrhCFJ4+fTl7PR29eBCtbX7hDbvf5obd900x/vxFy2++my1EOQTtT5Fw2KJ2ADQAAAABmE7IBAAAQTo5frAohdsekudtt9HSX1z8GJafa1rXWDRhr7DFQU52fc9zXtP4li35d2tO3z2OGakwpq3pZjr796h6oXLkPEiiNbUnNagmnqGU9AAAYtj9Qfuzz2pxwixh25R0qS4zn0L773/1QhK774K5pD83Zzv/++U9v0MO+tvKNLVsqY7f97m8PjV2/f//8Z3LZ1tr2OTxfzTl3rDm//fkC8QjYAAAAAGARIRsAAMAYaw7sauuwlXMHlKUd+fan7+oYmGL9D7/+E7ocKTpAHm7rNZe3dPqcjwHWc1inUp8b+soxp/6XUOf71n8rx3yqehjz+piqU36M6+vQsuZOl3OdrMXcOj5m37oHmrfsVGU4LIfjEBirlnCKWtYDAIBhc551Qz8fL5lfqmf1vvvfUPNfMm2uZQu1/FzXL+eydZl7DOVwHvCuDtISsAEAAADAYkI2AACApsnjq09dy8/xy80xtlUu6x+7HKnrWWwx60ZuxwHraatXuZwb98sRqv6XVOe3dMynqoe5XB9jibkeWzwma9JXN3K8n6r1fFjbvThQt1rCKWpZDwAAiCVWmMLuvnnJO4jYZUvNtgdIT8AGAAAAAEEI2QAAABgnx8GMTBdjgOIadSOHQaasL5fzTl85YpUxpzqfYj9sff3XYL3mzTeHOlmTKftr6b51DzS8DMplH8J3tYRT1LIeAAAQS8gwhdD3yrv5hShfjvfxOa9fzmUDCEXABgAAAADBCNkAAADoZrAWXbY+6J60tvI1+63X+a2vP9PUEnbAz3K8F93SPdBWrrc1s//YmlrCKWpZDwAAiCVEyEbMe+Qp8y7xXj3n9QsZwAKQmwepCwAAAABAXfpe4g+9bF8yLQAAkL8cB/WtZcvrXqtQA+xS143Uy4e1bb3Ob339Y6htwPXadUSdXEfI7eweqFsO54PU2xWoy5y22xzbe2tZDwAAiKXEYAryp14BOROwAQAAAEBwQjYAAGC7chhUlhuD3MKrpZ6pG0AKzj31KT3wQJ2MK8ftm2OZtqCWe2hgXbWEU9SyHnB7ee1eCgAAABZ6mLoAAAAAANTpyeOnnR2Lvn770tshacm0AAAAOdHhPZ6Ti7Mk27fGgYm3l9dVrhd0Uedtg9B229J1iZrVWNfWPhc69+bNsxt0m9N2m2N7by3rQd3GXo+G/s49BwAAAHQTsAEAAABANEI2AACALZsyQGtpp/etDgYb2m5926WUgQbqBls39Riooc4vOe6nrL+B3uGVfF0aW3e2eExuwdohE2OtdT4MKVUIXNM43mJKfY6GHNQSTlHLelCPWNfvw/m6lgEAAMB/BGwAAAAAEFXMkI1QdHoCAID1bGUwb6xBqkPzMaiuLH0DMNeuG1s5NinH3PpYcp0PUZ6p14MctwN5inlMqoPp5Lrt1zwfbuU8uIV1BOKrJZyilvWgXFPf3y0J8jv8G/cEAAAAIGADAACAjCwdAKIROG/277bFCtkIZX/+Oj8BAMByKb/aXBLPujTNr8dLrHrhuKQUIcNlSqrzoY99wUtMMVRPYoYduB9KJ8W2X6Outc0zp3NhrECPnNYRqFst4RS1rAdlGXO9nnOf0DZN17LWeAcFAAAAuROwAQAAQDKhO3odzu/RmxdB5880sfevhv7y5B6yMbYsAAAAQ2J1lqdea9WHoQGmW/mCO/mKETKx9To/ZmD5FrYD88UKfyGtre2Hta8HuYV6AIRWSzhFLetB/vruC2IGrQ6VYfe7rd0bAgAAgIANAAAAVvXvn//Mmm7O1/b2lyVsYx1rdhb0VY0yCdkAAADwHAvQxrkxHgO96aNubE+q8+1QXdvSdWDtYKMtbVtgPbWEU9SyHuSr6x5o7PV5bB+JoXrX1+9K6CIAAABbI2ADAACAVQwFa4xtqB36u66G6d3yNQjHsVanyK7l+KpGWYRsAAAANTNwkNyt/QV3SE2d/852YA51oj5b3qc1nwcF5QCp1BJOUct6kJc5wRpL+kK0TdtWD7uCNvS7AYBxYl0zfXAOANYlYAMAAIDoln6NYYr9efrqQnx9HfZS7d9YyyassR2O/vrtj1XK8/L9u8GyAAAALOV5FQCAVHK+F825bHMNBXoA1KKWcIpa1oM8tN0DdN3vxPzAyP68D+tjX9BGjfdmANRryrP30mvc/rJcMwGgbAI2AAAAGG1uo+6jNy+af//858f/34ndmWB/WW3Ln0rnh/+ECE0Zqk9D27svbEPQRhn6OhytFayx8/H126ZpuoM2AAAAxjCAjlIY8MnWqPPfDW0HncKB2uV0PVjrnOu8DqyhlnCKWtaDdHIJ1uhb3pigDX1uACjF1Gf8XK9xObyrWHpvEvved0n5Srgnz3X9cq8XqWhLgToI2AAAAGBQiEbdJcEWIYRYfldj85bMDdaYU4fapuna9n1f1hhTPvKyC7vIRa0v+QEAgHV5NgUAIBX3ovXKYRAOQNPUE05Ry3qwvrHhGmsHa3Qtvy1oo63PjftIAGoU4hpX0zUy1P1JjHvfEGXLue93zuuXc704NPb9WIjjdresmPfKU4L7gPkEbAAAANArdcNujrbaAWLqC7sYdWd/nm37oC9ow8tFxvj4+m3z8v271MUAAAAKZGAbACVoGzQFQBypz7naxoC11RJOUct6sJ4x/Wnm9KGZ+nGSKX0d2gZitvW50d8GgFpNvcat9Xy/5nU3Vh/f/fuLqdttt/5rlC2lmP2rd+uY27ZvmjghJ1PWc+lHG2OeB4bm7b4cwhOwAQAAAAw6fHHX9ZJuzUCWvrANjf7lmtpBBAAAAACAOLxXr0MO+/Du6ubo6Orml9/f39/fr7H8XIOFHGNAjWoJp6hlPYhvzH3G2L40S/tLHE4/JnCjrW4ehoS5ZwGgFEPXqxzfD6QqU8y+vrv7iznrdnt53Tx68yJCqb7L4b48dj/rr9++NP/++c/k6WJv+6bJY/s3TX73tzmem2ALBGwAAAAAncZ8ZaNp1g3WaNOVbtzW6L/7PQAAAMAW6aQFAKzp7urmqOvfjo6OjkKHbOR2r3PYVhVSbusK1G3sRzmapp5wilrWg3jajov9343pSxPzIyS7eQ8FbbT1uRGyAUCNQl3fXBOHpe5T3GfOfXnX+ri/L1cu97fe70E6AjYAAACYJGbDbs7GfNWhNmPCNea+BB9bj6Zu9zGN/k2Tz4tRAIDaHA6aOT4/XeVLtADAMB20AGgzNPjf+3Ry5v6mm+MWCKntfDt0j1BLOEUt60F4XaEzu/8d6k+zZv+rKUEbQjYAqN2cIMy13j+sdZ3tuk9Zcn/Sdp/x6M2LYEEWocs29r586J5u/9+XzM+2D2PoGFrSl3xK6OQS7rfjawuE1r9tmwRsAAAAAL8Y8yJwSrjG3Besh9ONDdwY8wJWwz8AQFhtDZB3VzdHGiFhmwx0gzAcSwAA39V6X6S9CsjdkvNvyHCKf//8Z3Y5Qnr05sVP/y1kY5uG+tTkFK7Rtty+vjdCNsjNWoNZAVLI6V3H0vuTj6/fRvuQYayy9d2Xz/n4YNsHAsfMc4vbPpU5ATsxuc9ZX1vftt3v9W/bHgEbAAAAwE9ChWvE6BCwP8+pX9ZoGg3/AACxdDVA7v5NIyRQs9058Ojqpmmaprm/v3fOY7GcOncBUL+hjsW7f/M+nbWkuBeKWb9jdN53vwiUYmnIRi7BGju78uwHbQjZ2Jaha3Bff5pUwRqHhoI2hkI2YC1t9U5fLyC1tnPQ/vkq9Dkq9Hu5tnuVXO5RUpRtTpBGinnGVmKZ58qlH7lwDUhPwAYAAADww9KvbDTNei/bx35Zo2l+Xo9cXo5uWYmdsWM2ggEAwNbUdE/dFjB0dHR0JGSDuQxWACBnJb7bpQzugcJyjAK5WRqyUQIhGzRNGeEa+/q+KN4XsqGfDamtWQdzelZx3EEaa50HhoI7Srj+tt1b5HLP23ffk1Koe8QY2z7nsq1NGEYd+j4etft3H5DaFgEbAAAAQNM0y18ApuoMMCZo45CQjTzcXl7/9GUfAACAkvR1wBCywVQ5ddQGYJumfJV66nXL+/dtOz4/ve+6d059z5xL3ZzaTuXecX3aEtmqkOebuSEbJRGyUb/DD3PsXx9KC9fYmRKysc+1kdhyuOfNoQz7HHcQRi7Hdi7lYJyue6KSQgGJa0k4tes7pPEgdQEAAACA/HS9rOt6SZxDZ4CuMuiMAgAAsC4dwmAaxwwAtbu9vHa927jj89P7/TCN+/+3ZhlOLs5++Vl7+eTNPoL4+truaxmY1rUeW1j32rXdz5YerrHTV8b9dTu8VrrHJ5U17ttyrd+5lgtKsfQjdJ4bt6nvXv7J46f6KPPLBx+n/P3+79p+COf4/LT3ffTQv1Ofh6kLAAAAAKR3+JWNPvtfV8mtI8CuPLuva0x5cS3lHwBgvr6v0WqABIBuOkYBkJPdV7hjWfIVP+qwVqhGiXUsVDtViesOlGnu+Wa/v8Ghr9++FDM4bc561LLu/Fz/Sw/X2Pn4+u2PvjaH9utn7GcGAFgi9DVqrWueZ/l1xLzfdi9fr6XBPHOW0fZvzhMQ3oPUBQAAAADSmtMI8OTx06w7Anx8/XbWC2udAMKzTQFgO9qCNIRrAId0/ID0UnyxHYByrPUlYO+OCWV3b7P/UzPHDrCWmOebvrb8w7CCHM/ruzJNWY+dOdOQ3pSP1uzk3Kemy5wyuzchBvUKWEPK+0znuTLdXd0c7f+kLg/zrBGYEYPzRhhd/dj0b9umh6kLAAAAAKTT96Jw13mjrYPHX7/9EbdgAfz12x/N73//75ff79Zrf133t0OoL4Tx33a1TQFgOzQ4AsB4UzpCea4GYE27607sTru+vsdUpdcVX3wvm/YuCOvJ46edgRJfv335qZ9CWz+GrnmGMOVcPWU9lkxDnrr2Y4nhGjsfX79tXr5/98vv9+umexpSWut+LNd67n4UwphzLDn+tq0tUOPu6uZIH5ly5Hhdn8q7qTAct+wI2AAAAACapuluADjswFFCuMbOYchGV+eGXBtFAQAASrOlZ6vj89P7rq8T3d/f65RBEDpJAZDSWkEb0GaL90FLO8lvcZuFps0Qxgl1vqklnKKW9aDd/nVhTNhLyeEaO10hG/v2r5kG+lEr94ZQnynXq7WOf9fQ/HW1B+/+zWD9fEw9boeOv76PWIbWNe/DMrj3hnAEbAAAAMBG9b1IPOwIsOvAUVK4xs4uZKNrndp4AQkAAMAY+x2mdLRliqH64r0EADmJHbThnTz2/zieOYC1rHm+yS2cYu7zem7rQRo1hGv0US9ZQ273vGs/q/Stv+cmGLZ/nIQeGD/2/NQVztU1nynnvaF5A+PldAz1lUXgF8TzIHUBAAAAgPTGfGWjxHCNna6y769rTi9LAQAAauS5CwCgbCcXZ5N+gF/FOjYcc0DJ+gbsd/VfmDNNbLWsB//pGsS6hX3TFRbS1c/GoD/WUPs9r+MIwjo8Z6Q4xhzXkJ/c3l2PKUsO5zOokYANAAAA2KCpSdY1fGVjzDpo/AcAAABim/s1XAAozZTOyt7Jw3eOhbzZPxDvmbWEcIox617CehBH7H41z56/Omr7ibnMGvoKQS28M4YwxjzT3V3dHN1d3RztW6FoQABD4c9Trqdt54vby+vWn76/A/L1MHUBAAAAyNPupc6jNy8SlyRPu+1TW+PVFjtnfP32pbfDCut6+f6dThoAAFAoHUQAAGiza0txvwjfnVycTT4eHD/rmbN/oCYp6/+Tx087+yx0tevPmaZLqHVPvR6E0fXhmjX71YwJ0Nj/m8+fPtzHLVG/28vr6vpRsa4t34Nted0hpqnPd3dXN63X3qOjo6Pj89PO6+yUD94tGeDvOpvG8fnpfVfdIF/e7wBDBGwAAADwCy+UxiuxcXhqJ4Cawg4+vn7bvHz/7pff73dI2X+pWuL+ncrx/rO2+gEAAABrqf09BPU47Eza17kYYGeoU/MW3slDDI6bdTlXQVy5hlNMPe5zXQ/iCN2vZkywRt90IYM22vrZdPWxgZjcfwFzHV6rPNMxR1vIhnaR/Dn+gT4PUhcAAAAAhjx7/upo/yd1ebZkjXCNtfdvTYEhS+XaySFVyEXXcnVUAgCAYUPPFzqqANSj7Uttvt4GAOHk2n4DsNb7nb722a4AijnT7Itx7k2xHpQtVL8ZfaugLNpXIL7D46jtuBt6x+0dOMfnp/f7P6nLwzxjn/1CXH9dwyFvD1MXAAAAgLzk0GFrqKH38N9Dfnmhdvv7N9WLu9L2r8TiuLq+wrMLu1grECVVqAcAAABASfo6Ed9d3RzpVAoMGfrCtXfybMWUr73n0H67Nc5VbFVO55uuduSm+R400RZEMWea2GpZj63p6lvTtl9C9WkIHYqxm1+IPjcfX7/9pU/Ffl2ccl8DXdQhYG2e67ZnbmDdmPtvYXj5WnKvOvYccTh/5xYog4ANAAAAOq39gmduY3HIRuGx9l+41fCiPWYngJ2c9q/G/+9yWc++DkKpgy90TgIAgGG+rgYAAJCG5y0gR6EGF60VThH73ZaQDYaEDtdIqYY+VORny3Vqy+sOoQ31lTw+P73vC5gWLr1dffffgjXKcHj8u2cFmkbABgAAAJkI0Vj87PmrozVDNhjP/s3X7iVxW+PR0hfIOYR3LKFTEgAAMEUuIYYA0Me1ihy4b4Jhu47+jpV0hra/wRhszdwv9+5+l3vIRmy1rAfl0dcG8uZ+H9ZlkD1zCdKoTy7H/5hyhAqxBH72IHUBAAAAyNOaL19Cfolhza86lPaCav8F237Z2178fnz9Nthyc92/beu4vy1K279Lta3vmo24Tx4/zaoDUE5lAQCAnMX+wmdNdJQFAAD2eV4CcpLze4u+ttuugW5zpmkT8lydcj1YLlbfmjX6OYVYRsh+RHAo1DXo9vL6l5+SeV6A9R2fn94fn5/eD/2Odi/fv/vld7n0w2wrW01K2/YpypbTdfWwLEMBr0AcD1MXAAAAgHykeAkTo6E4xdcXckmyzY39W5a2L3Gtve59X+FZswwAAMAwnTkA2KeTcf5yDsbayjtYgClyPm9vRVvb2T7XLxhv6fHS14789duX1jbeMdOs/X4r9HocTs+vpm6Xf//858f/f/TmReji/GTNjwjFsF9nh66ZMNfYa0eJ9a/EMkNu9q8/Y88XY65ZubzrjnF9bbu3fPn+XRZhWqnKdngPvvS+uu2evmueW9/2azs8pnJ6rzP2WM+lvFCDB6kLAAAAwHbFbCguvRG6BvZvmXJ4+frk8dMfPzUvEwAASjamg0cOzxdrG1pnHWZhPMdLnro6FufS4Rgog3M8h9QJSpay/tb0hXbylss7nr623K4Ba3Om2Ym13qHXA8ZYs5+NaxI5UR+hficXZ5Pv23bThLrfCz2/tea97+X7d0mnjznvrum7+ovO7UvaN03fv21x26d0eCyluleYc0zn8mwOtXiYugAAAABs0xoNt8+evzr6/OmDjt0ThUgcLmX/fnz9NssXuKnl9GURHYUAACA/uTwvwFI5fZVoJ8cyxZTTOwjGE6ZRpqFjbY1zz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";
|
|
var renderedBoardImgDpi = parseFloat("600");
|
|
|
|
function drawRenderedBoard(canvas) {
|
|
var ctx = canvas.getContext('2d');
|
|
ctx.drawImage(renderedBoardImg, 0, 0, 25.4*renderedBoardImg.width / renderedBoardImgDpi, 25.4*renderedBoardImg.height / renderedBoardImgDpi);
|
|
}
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* 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 copyToClipboard() {
|
|
var text = '';
|
|
for (var node of bomhead.childNodes[0].childNodes) {
|
|
if (node.firstChild) {
|
|
text = text + node.firstChild.nodeValue;
|
|
}
|
|
if (node != bomhead.childNodes[0].lastChild) {
|
|
text += '\t';
|
|
}
|
|
}
|
|
text += '\n';
|
|
for (var row of bombody.childNodes) {
|
|
for (var cell of row.childNodes) {
|
|
for (var node of cell.childNodes) {
|
|
if (node.nodeName == "INPUT") {
|
|
if (node.checked) {
|
|
text = text + '✓';
|
|
}
|
|
} else if (node.nodeName == "MARK") {
|
|
text = text + node.firstChild.nodeValue;
|
|
} else {
|
|
text = text + node.nodeValue;
|
|
}
|
|
}
|
|
if (cell != row.lastChild) {
|
|
text += '\t';
|
|
}
|
|
}
|
|
text += '\n';
|
|
}
|
|
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 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.*)?$", "");
|
|
for (var bom_type of ["both", "F", "B"]) {
|
|
for (var row of pcbdata.bom[bom_type]) {
|
|
row.push(parseValue(row[1], row[3][0][0]));
|
|
}
|
|
}
|
|
}
|
|
|
|
function parseValue(val, ref) {
|
|
var inferUnit = (unit, ref) => {
|
|
if (unit) {
|
|
unit = unit.toLowerCase();
|
|
if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
|
|
unit = 'r';
|
|
}
|
|
unit = unit[0];
|
|
} else {
|
|
ref = /^([a-z]+)\d+$/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("darkenWhenChecked", settings.darkenWhenChecked);
|
|
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;
|
|
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,
|
|
}
|
|
|
|
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.darkenWhenChecked = readStorage("darkenWhenChecked") || "";
|
|
populateDarkenWhenCheckedOptions();
|
|
|
|
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);
|
|
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;
|
|
}
|
|
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.lineWidth = Math.max(1 / scalefactor, edge.width);
|
|
ctx.lineCap = "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);
|
|
}
|
|
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, shape, color) {
|
|
ctx.save();
|
|
/* [andreika]: add color mask */
|
|
ctx.fillStyle = ("color" in shape) ? shape.color : color;
|
|
if (!("svgpath" in shape)) {
|
|
ctx.translate(...shape.pos);
|
|
ctx.rotate(deg2rad(-shape.angle));
|
|
}
|
|
ctx.fill(getPolygonsPath(shape));
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawDrawing(ctx, scalefactor, drawing, color) {
|
|
if (["segment", "arc", "circle", "curve"].includes(drawing.type)) {
|
|
drawedge(ctx, scalefactor, drawing, color);
|
|
} else if (drawing.type == "polygon") {
|
|
drawPolygonShape(ctx, 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, padColor, padHoleColor, outlineColor, 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 = padColor;
|
|
ctx.fillRect(0, 0, ...footprint.bbox.size);
|
|
ctx.globalAlpha = 1;
|
|
ctx.strokeStyle = padColor;
|
|
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, padColor);
|
|
}
|
|
}
|
|
// draw pads
|
|
if (settings.renderPads) {
|
|
for (var pad of footprint.pads) {
|
|
if (pad.layers.includes(layer)) {
|
|
drawPad(ctx, pad, padColor, outline);
|
|
if (pad.pin1 && settings.highlightpin1) {
|
|
drawPad(ctx, pad, outlineColor, true);
|
|
}
|
|
}
|
|
}
|
|
for (var pad of footprint.pads) {
|
|
drawPadHole(ctx, pad, padHoleColor);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawEdgeCuts(canvas, scalefactor) {
|
|
var ctx = canvas.getContext("2d");
|
|
var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
|
|
for (var edge of pcbdata.edges) {
|
|
drawedge(ctx, scalefactor, edge, edgecolor);
|
|
}
|
|
}
|
|
|
|
function drawFootprints(canvas, layer, scalefactor, highlight) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.lineWidth = 3 / scalefactor;
|
|
var style = getComputedStyle(topmostdiv);
|
|
var padColor = style.getPropertyValue('--pad-color');
|
|
var padHoleColor = style.getPropertyValue('--pad-hole-color');
|
|
var outlineColor = style.getPropertyValue('--pin1-outline-color');
|
|
if (highlight) {
|
|
padColor = style.getPropertyValue('--pad-color-highlight');
|
|
outlineColor = style.getPropertyValue('--pin1-outline-color-highlight');
|
|
}
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
var mod = pcbdata.footprints[i];
|
|
var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
|
|
if (!highlight || highlightedFootprints.includes(i)) {
|
|
drawFootprint(ctx, layer, scalefactor, mod, padColor, padHoleColor, outlineColor, highlight, outline);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
|
|
var ctx = canvas.getContext("2d");
|
|
for (var d of pcbdata[layername][layer]) {
|
|
if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
|
|
drawedge(ctx, scalefactor, d, edgeColor);
|
|
} else if (d.type == "polygon") {
|
|
drawPolygonShape(ctx, 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();
|
|
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 {
|
|
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 (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);
|
|
}
|
|
|
|
/* [andreika]: PCB renderer */
|
|
if (settings.canvaslayout == 'PCB') {
|
|
drawRenderedBoard(canvasdict.bg)
|
|
} else {
|
|
drawNets(canvasdict.bg, canvasdict.layer, false);
|
|
drawFootprints(canvasdict.bg, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom, false);
|
|
|
|
drawEdgeCuts(canvasdict.bg, canvasdict.transform.s);
|
|
}
|
|
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);
|
|
var fontsize = 1.55;
|
|
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 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 (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);
|
|
}
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* 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 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 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 darkenWhenChecked = settings.darkenWhenChecked == checkbox;
|
|
eventArgs = {
|
|
checkbox: checkbox,
|
|
refs: references,
|
|
}
|
|
if (this.checked) {
|
|
// checkbox ticked
|
|
for (var ref of references) {
|
|
refsSet.add(ref[1]);
|
|
}
|
|
if (darkenWhenChecked) {
|
|
row.classList.add("checked");
|
|
}
|
|
eventArgs.state = 'checked';
|
|
} else {
|
|
// checkbox unticked
|
|
for (var ref of references) {
|
|
refsSet.delete(ref[1]);
|
|
}
|
|
if (darkenWhenChecked) {
|
|
row.classList.remove("checked");
|
|
}
|
|
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
|
|
for (var ref of entry[3]) {
|
|
if (ref[0].toLowerCase().indexOf(filter) >= 0) {
|
|
return true;
|
|
}
|
|
}
|
|
// check extra fields
|
|
for (var i in config.extra_fields) {
|
|
if (entry[4][i].toLowerCase().indexOf(filter) >= 0) {
|
|
return true;
|
|
}
|
|
}
|
|
// check value
|
|
if (entry[1].toLowerCase().indexOf(filter) >= 0) {
|
|
return true;
|
|
}
|
|
// check footprint
|
|
if (entry[2].toLowerCase().indexOf(filter) >= 0) {
|
|
return true;
|
|
}
|
|
return false;
|
|
}
|
|
|
|
function findRefInEntry(entry) {
|
|
return entry[3].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) {
|
|
var th = document.createElement("TH");
|
|
th.innerHTML = name;
|
|
th.classList.add(cls);
|
|
th.style.cursor = "pointer";
|
|
var span = document.createElement("SPAN");
|
|
span.classList.add("sortmark");
|
|
span.classList.add("none");
|
|
th.appendChild(span);
|
|
th.onclick = function() {
|
|
if (currentSortColumn && this !== currentSortColumn) {
|
|
// Currently sorted by another column
|
|
currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
|
|
currentSortColumn.childNodes[1].classList.add("none");
|
|
currentSortColumn = null;
|
|
currentSortOrder = null;
|
|
}
|
|
if (currentSortColumn && this === 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 = this;
|
|
currentSortColumn.childNodes[1].classList.remove("none");
|
|
currentSortColumn.childNodes[1].classList.add("asc");
|
|
currentSortOrder = "asc";
|
|
}
|
|
populateBomBody();
|
|
}
|
|
return th;
|
|
}
|
|
|
|
function populateBomHeader() {
|
|
while (bomhead.firstChild) {
|
|
bomhead.removeChild(bomhead.firstChild);
|
|
}
|
|
var tr = document.createElement("TR");
|
|
var th = document.createElement("TH");
|
|
th.classList.add("numCol");
|
|
tr.appendChild(th);
|
|
var checkboxCompareClosure = function(checkbox) {
|
|
return (a, b) => {
|
|
var stateA = getCheckboxState(checkbox, a[3]);
|
|
var stateB = getCheckboxState(checkbox, b[3]);
|
|
if (stateA > stateB) return -1;
|
|
if (stateA < stateB) return 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 {
|
|
for (var checkbox of settings.checkboxes) {
|
|
th = createColumnHeader(
|
|
checkbox, "bom-checkbox", checkboxCompareClosure(checkbox));
|
|
th.onclick = fancyDblClickHandler(
|
|
th, th.onclick.bind(th), checkboxSetUnsetAllHandler(checkbox));
|
|
tr.appendChild(th);
|
|
}
|
|
tr.appendChild(createColumnHeader("References", "References", (a, b) => {
|
|
var i = 0;
|
|
while (i < a[3].length && i < b[3].length) {
|
|
if (a[3][i] != b[3][i]) return a[3][i] > b[3][i] ? 1 : -1;
|
|
i++;
|
|
}
|
|
return a[3].length - b[3].length;
|
|
}));
|
|
// Extra fields
|
|
if (config.extra_fields.length > 0) {
|
|
var extraFieldCompareClosure = function(fieldIndex) {
|
|
return (a, b) => {
|
|
var fa = a[4][fieldIndex];
|
|
var fb = b[4][fieldIndex];
|
|
if (fa != fb) return fa > fb ? 1 : -1;
|
|
else return 0;
|
|
}
|
|
}
|
|
for (var i in config.extra_fields) {
|
|
tr.appendChild(createColumnHeader(
|
|
config.extra_fields[i], "extra", extraFieldCompareClosure(i)));
|
|
}
|
|
}
|
|
tr.appendChild(createColumnHeader("Value", "Value", (a, b) => {
|
|
return valueCompare(a[5], b[5], a[1], b[1]);
|
|
}));
|
|
tr.appendChild(createColumnHeader("Footprint", "Footprint", (a, b) => {
|
|
if (a[2] != b[2]) return a[2] > b[2] ? 1 : -1;
|
|
else return 0;
|
|
}));
|
|
if (settings.bommode == "grouped") {
|
|
tr.appendChild(createColumnHeader("Quantity", "Quantity", (a, b) => {
|
|
return a[3].length - b[3].length;
|
|
}));
|
|
}
|
|
}
|
|
bomhead.appendChild(tr);
|
|
}
|
|
|
|
function populateBomBody() {
|
|
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':
|
|
case 'PCB': /* [andreika] */
|
|
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[3]) {
|
|
expandedTable.push([1, bomentry[1], bomentry[2], [ref], bomentry[4], bomentry[5]]);
|
|
}
|
|
}
|
|
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[3];
|
|
}
|
|
// 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.darkenWhenChecked == checkbox) {
|
|
tr.classList.add("checked");
|
|
}
|
|
td.appendChild(input);
|
|
tr.appendChild(td);
|
|
}
|
|
}
|
|
// References
|
|
td = document.createElement("TD");
|
|
td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
|
|
tr.appendChild(td);
|
|
// Extra fields
|
|
for (var i in config.extra_fields) {
|
|
td = document.createElement("TD");
|
|
td.innerHTML = highlightFilter(bomentry[4][i]);
|
|
tr.appendChild(td);
|
|
}
|
|
// Value
|
|
td = document.createElement("TD");
|
|
td.innerHTML = highlightFilter(bomentry[1]);
|
|
tr.appendChild(td);
|
|
// Footprint
|
|
td = document.createElement("TD");
|
|
td.innerHTML = highlightFilter(bomentry[2]);
|
|
tr.appendChild(td);
|
|
if (settings.bommode == "grouped") {
|
|
// Quantity
|
|
td = document.createElement("TD");
|
|
td.textContent = bomentry[3].length;
|
|
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();
|
|
}
|
|
|
|
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");
|
|
/* [andreika]: */
|
|
document.getElementById("pcb-btn").classList.remove("depressed");
|
|
settings.renderSilkscreen = true;
|
|
switch (layout) {
|
|
/* [andreika]: */
|
|
case 'PCB':
|
|
settings.renderSilkscreen = false;
|
|
document.getElementById("pcb-btn").classList.add("depressed");
|
|
if (settings.bomlayout != "bom-only") {
|
|
canvassplit.collapse(1);
|
|
}
|
|
break;
|
|
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");
|
|
switch (mode) {
|
|
case 'grouped':
|
|
document.getElementById("bom-grouped-btn").classList.add("depressed");
|
|
break;
|
|
case 'ungrouped':
|
|
document.getElementById("bom-ungrouped-btn").classList.add("depressed");
|
|
break;
|
|
case 'netlist':
|
|
document.getElementById("bom-netlist-btn").classList.add("depressed");
|
|
}
|
|
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(",").filter((e) => e);
|
|
prepCheckboxes();
|
|
populateBomTable();
|
|
populateDarkenWhenCheckedOptions();
|
|
}
|
|
|
|
function setDarkenWhenChecked(value) {
|
|
writeStorage("darkenWhenChecked", value);
|
|
settings.darkenWhenChecked = value;
|
|
populateBomTable();
|
|
}
|
|
|
|
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 populateDarkenWhenCheckedOptions() {
|
|
var container = document.getElementById("darkenWhenCheckedContainer");
|
|
|
|
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 = "darkenWhenChecked-" + name;
|
|
|
|
var div = document.createElement("div");
|
|
div.classList.add("radio-container");
|
|
|
|
var input = document.createElement("input");
|
|
input.type = "radio";
|
|
input.name = "darkenWhenChecked";
|
|
input.value = name;
|
|
input.id = id;
|
|
input.onchange = () => setDarkenWhenChecked(name);
|
|
div.appendChild(input);
|
|
|
|
// Preserve the selected element when the checkboxes change
|
|
if (name == settings.darkenWhenChecked) {
|
|
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) + "%)";
|
|
}
|
|
|
|
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;
|
|
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));
|
|
}
|
|
}
|
|
}
|
|
|
|
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;
|
|
prepCheckboxes();
|
|
// 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">Darken when checked</div>
|
|
<div id="darkenWhenCheckedContainer"></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>
|
|
</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>
|
|
<!-- [andreika]: add 'PCB' button -->
|
|
<button id="pcb-btn" class="middle-button" onclick="changeCanvasLayout('PCB')"
|
|
title="PCB graphic">PCB
|
|
</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>
|
|
</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="copyToClipboard()"></button>
|
|
</div>
|
|
</div>
|
|
<div id="dbg"></div>
|
|
<table class="bom">
|
|
<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>
|