mirror of https://github.com/rusefi/stim.git
3669 lines
1.0 MiB
3669 lines
1.0 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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ogm9fNYs8zpJOM7r55U8wy35JrqGrc/Q+2h7168VLDGqaYcTz++a/3308/ewzcvqru3hJKWXO8Oh0OWYI1Tfz58Pdx59SR5H+qc/loArvPdF0AdbpUuAFC3798+h3rDRbT6RhPt+EarLwAAAEQQ7Xk/Wn2jyX18f/3+eeOnJO0ZAObxNi/25PL84qz5ybWNrglSa6ulHLV48Pr51enP8b9POTf1radvXbUck1rK0cUbum86OnclW6f9DFC/1G+371uubaJx87uSz3A/3n9afI1KsQ62YwvhGsf6ynRal76wNKhdjjY753p37+79VcI1Gn8+fM3ShzqnvxaA63z3BVDe7dIFAJb7/u3z1aPHz7INvpgqd+pZtPpGE+34RqsvAAAARBDteT9afaOp7fjmFq2+ALAV3ubFHpyGajT/3RaQMFZXO689wCCClOeZKesaGkhda9uo7Zx8+obuH+8/FX/7fIm3hreEAZ1dnl8sOm8dq3E/A0TVdb+R+u32Q8ud+vPh6+HOqyerP8PluOY263St27bjttHcyzTHdGvhGo0vL992Pif0ffai3rtdXV1dnZ2d3fgeKdU9MunlfI6aer0rEU7TXEtTX7Pn9NcCcJ3vvgDKulW6AMC21frFey7R6htNtOMbrb4AAAAQQbTn/Wj1pb5JVwDAerzNiy1rmaROAGPOM79+/xz9dyn+hvm2/pburUx+3Pp+BtiyrnuJ1G+3P11u7Ll/jXudH+8/Zb8WudZtV9ux23q4RqOvjMd1O72njNqer/7P4fBPsIZwjdhSX+9y+PPha5Y+1Dn9tQBc57svgHIEbEBl2m5yxgwS//7tc/KOmRzrPBWtvtFEO77R6gsAAAARRHvej1bfaOYe3xzGHN+lZYtWXwCIwEBDuEkIXd2aAI3T883YYI0xy8xZV01qbcO1B1IMTc7KOXkrZWhQ7fsZYI/mPCPlCtmYer3Kec+z5sTnqKEEe3J8D7P1cI3G3JCNyARr1G+t823K/sc7r56M/pn6eRSyAVAn330BlHG7dAGAOkUbvB6tvtFEO77R6gsAAAARRHvej1bf2n3/9vnq0eNnYd64Ha2+ALA19+7e75xg3jWgsGuZoeWAbSvx2e4bvJxqYLMB0ut5+ObFtQlZP95/MqEwA/sZYH1znpHmPlf1LTdHjme4EoEXrnfbctxGxh63LYVrNL68fDs5DFxbplZrn9uHrpND7rx6Mnmbv37//Pv5G6rvnw9fD3dePcnShzqnvxZIY8m5zvW7Lr77ohZ/Pnw9HA7z7k1ga26VLgCQztqDzts60Na8+YpW32iiHd9o9QUAAIAIoj3vR6tvNCmP7xYCVKLVFwC2xtu82Jqcb7XVfvfn3t37oZ5vt9aGS75x/nTiQ1dZTn+fesLEGm/qLrmfAaKY84yU8u32zaSdObZ2/9DF9W77utriFsM1Gl1lP66rCbnUrtT5de6z/JIJrM1nc8rnMkcf6pz+WmC+H+8/LT7XpVgHafnui9KOzwlLntlhK26XLgBwU1uC2NOP70Z1tqV4s97ag32j1TeaaMc3Wn0BAAAggmjP+9HqG81Wjm+qAJUt1xcA6OdtXuzBGpPUWVdzHpkzePn0HLRkXaTz8M2LyZMNxvx929/MmaiYcyLEg9fPry7PL85OfpdlWzXt57nrHbNugBJSPyOleLt9iok6qZ7hxl5/pp7jTVbcj+NjedwO9hiu0fjy8u3g9xbH928/3n9yH0Q1Sp9/u66Td149ab3+PXzzovfaOkZzTRx6rvrz4evfMI8cfahz+muB6VKf55r1uZbXwXdfAOsRsAE7NHfQ75SB6zUN9o1W32iiHd9o9QUAAIAIoj3vR6tvNEtCJ7YYnlKyvseDHEyoA4B2BhqyJTnCNGqe0PVf//v/VtlOrffKUybHDJ13lk60OVZD22h7pp96/m1CH9YKqTmdpNQ3gXDJJIcxExOnBlEsnRyxZhBQDfs5xdtfTUgBSlrrGSn1xNs+pZ/h5p7Xm+WGri2uHftSw/12TvpN4uoKmqlN6XCNRl/IRvPvY5cZa87nU8gG7EPfeXnKedF9aT1890VOUwIv+/62ua+BLbtVugBAu7YblymDxr9/+3w1dvDu92+fkwxsXnKzFa2+0UQ7vtHqCwAAABFEe96PVl+mH98p657SHqaWZa6t1Vf7BoBuXdfJvgHpfdfWWifrw1i1TOj6n//89yrbqfnzfO/u/Ws/Xf+Wcl1966ylbSwpx+X5xVkTrtH233swZuLD2MkOJkV0q2XiHUAOaz0jzb0PmzKZZ+m2xui7Xqa4lroeb1tXqEDpZ401dN23H9f9eJ+4v9qnH+8/3Ti2NR7rtnKWlvraOsav3z8nX3dy9KHOuRcBxjk9140Jam37Xa7gUdLx3Rc5zHkehz27XboAwDRPP76b9EVzjjcCrvl2yGj1jSba8Y1WXwAAAIgg2vN+tPruVYq3Hx8f20ePn7VOZppz/LuO79LAmEj1BYCIvM0LYtvK5zllOYbWVUudu5Qu38M3L/5OGJgSVjF1mbllm/J3bRMfapnIu8X9fLz9lOsFWNtaz0hTl1lyjl37ni/lOX3o+uJt4fuQO9Au5XcTY315+db3crSq5bxV+0Tw1NfWMeYsm6MPdc69CJDH6b1ocw7v6luq5RxfSlfAWgmpn+sAuE7ABlSs66Zm6iD2lHIO9o1W32iiHd9o9QUAAIAIoj3vR6sv849tzsGbh0O+4xutvgCwd0I2IDaf59guzy/OHrx+PulZbc4A+THLrD3wvvRA/yFb3M+171OAY32Tv2oL2UgxCTrXPZ9zP226Pl9rTljsCtXo+pvc318MiT4hl3VNva4sDdObq0TIxpzyCNmA7Ul1zS11fqxRW9jI4VD2eSHlebvE+Xeobbl3XNedV08Ofz58LV0MqMat0gUAtiNaAm20+kYT7fhGqy8AAABEEO15P1p9c+v60rzkfs657Wj1BYCouq75fQPS+wYTessXbIvPMwAQSdfkr2NrPSP1LfPj/aekE/a2es9n4ti+pQ6mf/T42dmYcI1Uy/Vpq9vxZ03bpoQ54Rolpb62LrVmH+qcbQHrOz1PCty4rnmmKbVfUp+355qyD8b+bcn9GtWdV0+u/Tx88+LvT9ffHv9N19/CFt0uXQCgXy1viewb6JvypitafaOJdnyj1RcAAAAiiPa8H62+0dRyfJttttlje2622UZ7BoDlUr+FMdeA/VQDBvcyiK3UxIi+7e5l30aT663m1O3B6+dF39QNAGvruo/98f7TjfvYtd5Uf7pMzrfiuudjr1KFYzx6/Ozs+7fP7pHhUE//Topr6xrlSX1/MHdbALVqnsXWvr6kPm9PdfwM2vbceWzOs+DQOgFyuFW6AMCwvjfrrfGGu7UHr0erbzTRjm+0+gIAAEAE0Z73o9WXf6xxbIe2tebxjVZfANi7km/zGvO2LW/jWm7pW828FW3ftvpWc4YJ0gBgiV+/f974iWKtN9Xfu3v/8OfD16ThGn3bmroMjHX8vHg80a+tbaUK8E4VrnG8vlTrbKvj8b4wGZJa1dY2515bc1nr/mDutgBqVuI7hi2cS5c8C/rOZrmmXdqXMI6ADdiIvgfRnAN/Sw1ej1bfaKId32j1BQAAgAiiPe9Hq28kpY5ts/41gy0Oh3j1BYDISoZsHA4GAq5lzn52bGKIPuGy9gnES8r34PXzq9OfjEUFYOOGrjW1XitzWHMS7RRjJj8L2WDvUodrlOSZmxo8fPOiunCNRu6QjakTm4VswHa55ubXXE/6rilrBxps7Vx6vA/vvHpy4+eUdj3f6b4TtgHDBGzAhgwN/E05MHdofWsMXo9W32iiHd9o9QUAAIAIoj3vR6tvJGse2+P19ikZGLO3+gJAZLWGbNQ6wH+rpgwOHPu3jtFy//W//690EUy4PCHwD4Bopl7vIwRt5J5EO3XizpT7biEbMM+ewjug0XX9qDlY41jukI0uXftGyAbs2+k9+hbOkzUac41ZK8yg1vElpyFPY9qa9pjOmCCYqUFcsHe3SxcAmObe3fu9D4/Nl+FfXr6dtf4xX6aveSMWrb7RRDu+0eoLAAAAEUR73o9W30hyH9vT9QyVJbdo9QWAyLqu+79+/+y8Dnct07xNq+/6nTvAIcKbpsbsmzn7oW2ZrQ/ebGurqe5ll6ghXKMxdO+/V131fvrxXdG20fWM5LkIOBzGTapzvmCMpdf+vmeFPUj5jDS0XJ859+Jd28pRPjjV1sZS3FuvEYDx6PGzs+/fPl8tWceXl2+F9lGVPfbpNOZc78aYc63PcX8wZ1vAPx6+eXGtn/vH+0+Dk+pJq9nfffu2+betX6vWctqumW/MvjwO2Wi+94SoBGzABo15MD7twOrqwJva0VXigTVafaOJdnyj1RcAAAAiiPa8H62+kUw9tmMHjo49zmsf32j1BYDI1hwgPnWA6xTeNPevFAOJ977/9jzxaeq9tIkb1+25bQDbNGWSYPO3Ec/frGvv9wm5npHGTOY5nsAzZx8L2SC34zac+7lxjXCNnI4/WyZGwnSpQzbGvJVeyAbsz5Trb9+9jWv5NMf7smu/rXlfCY0xbbNxfO+gjRKRgA3YqKnpkym+HC/5oBqtvtFEO77R6gsAAAARRHvej1bfSJr9POb4ppyUVer4zq3vaXmnvi1KewaA9c0dIN7FYO9tM1Bw2+Z8/pa+5XWLItYZ2J655yn3YnTpa1Ntbabv7/feztacRHs4tL8Zd+4+3mLIhsmKlPbo8bOz798+X62xrZRho7B3qUI2hsI1jq/DQjZg2+YGYYy5Nrt+z9Pst77j0vybfcyapoRteGYlolulCwDMd+/u/VUeHNfaTi3lqKW+0UQ7vtHqCwAAABFEe96PVt9o1tznNRzfaPUFgKi6rsNLJnau5XRgm0GY4+1930W9vxQcsS+OJ8S09LPv3MGprjbR18ccvf95zjPSUBDhwzcvWn/6lpmj73in3lZue3tGYZxHj5+dlS4DUIc5167jZYbCNaast688S+4PUm4LmH7/6H5zHUPPPofDP99XCDKghIdvXhzuvHrSGn4JUd0uXQBguSlv2Juz3tpEq2800Y5vtPoCAABABNGe96PVN5Jcx/Z0/bWIVl8AiCr1mxG9UZHSIk848Pnbl8htOSqf39iGPvPH7aPvb507GDL2XBP5Deprvam+b5k55Zu7rQjHFLo8evzs7Pu3z1elywHcNPd6t2SS9pxrfer7g7nbAv4Nzeg7DwjWKON4vwvToEbHIRtzgrpgLwRswI6M/VJp7DpqF62+0UQ7vtHqCwAAABFEe96PVt9IUhzbtnXVqsb6miwCAGltPWTDoNhlDDjeF5MtunmOoHZNG/UZjmfqG6xzh6JCY24AxB4I2cjLpLp9+vLybekiADsz9do19vrS96Z6IRuwffq06zYmCAVK6gqE6bt/gL0QsAE71fUQudcvJqPVN5poxzdafQEAACCCaM/70eobyZzwiS0f72j1BYBI1hwgvpSBl+tp9vUeBiWXnOz19OO7VbdnssU0kdoG2+AzzOEwrj9F0AZTnbary/OLs9O/efD6+dVqBaqckI08hp7n9vDsQRxfXr51Tw+Zjb12pQjXaFvv2PII2aAWfz58PRwOy+6p9tQnTL2Ogza0tet8B1aPh29e6HcjlFulCwCs697d+6EeLqPVN5poxzdafQEAACCCaM/70eq7d83xHPrZi7465ayvL68BIJ+hYLgpyzTLnQ4ENFAyj7H7ee7AzK0M6Gxrq19evi3+JuXS26f7PFb62NTQPqmTZ984HGtKaQvXaPv9nvoz58jxjDR1mT6pt5X7nLSV5wqGuX4Ba5ra/9hlypvn51zrU98fzN0WHA5p7rvcu7GGvXxn9OP9p2s/TdjN6d+MWQ9AKbdLFwAAAAAAAAC4aepgMYPLAGC6KW9GLDHQL2JgRy0DKr1Jbpk5bzY2iSIvwRbUzluJ4zo97qeBBw9eP786/XvXBshnrTfVz/0sp95WrutPLc81AGxT17WrbQJzmynhGo051/rU9wdztwVzuWeDvKZ+z+I7GWBNAjYAAAAAAACgMqnf7ggAdOsbtL2EgYDrmLqf+/7+dEC1kI1lUt27NusxmXo/PNew9iRntuM0XKP5XVvIBpCPkI1lxk7U9KwB5JZz4vjSdTsHDju9duUM12gI2SCSsZ8pxhl7X+8zvE0P37wQSHNCm4ftE7ABAAAAAAAAFZkTrmGyIcC+HU80PJ1cSBqp34R+59WTxYPmTgcrmnhwU+p9YpBo3VJ/ToFy1pzkTN3GHuu2kA0grzVDNlKWb2hbua8/wjX2ybMIW7OFvg2hpuM055+xQQAP37xYfM4SskEEwjWWm3ueOV3O53k7poSXj1lmyd+WoM3D/gjYAAAAAAAAgEqkDNfwxTzAPpy+xdvkwnxSTJg5fkOkwd75zB1oOWY5IRvlNec95zrYNyEbwJoevH5+dfps1fz++L9NoL9uzUm0XXIEeuS6/gjXYO+efnxXugjsjJCNcaaEazSEbEA34Rrz5XheOl5n6c/18XcDrk/THH83djiMP5a17+ecbT5ne59zj9X3PFv7cYK5BGwAAAAAAABABVKGawCwD20TwJrfm3ieR99g79MBZKeDzU4HEB4O6QZ7Rxq8NrSfI+2LaNoChQ6H6xNfvTka9kXIBrCm5p6ihuepnIFuS9d9er8tZGMc4RrxPP347vDl5dvSxQB2bsn1RcgG3CRcY561+mPXCB4Y4n6dw2GdNp+rvTf3DmNDNsbcawieYa9ulS4AAAAAAADAll2eX5yd/pQuE9szJ1yjjwFlADBf13V0aEBd1+DcOQPxck642zr7BmBfhErGNvYYlw5DYF+62tNa55za72fbyjfnGSn1+T31tlKWT7gGW/H922fXU9iQsdeXO6+eJP+esTHn+pvj/mBufy00/nz42tp/7/5sWInPmc82Ja3d/n79/plsm6f3DkP3ElNDh2rvz4CpbpcuAAAAAAAAwN7U8BZEtkO4BgDUZ8ybER++eTF6MJk3Ks43ZT9Tl6FBoWM/E56v9scg+djaPvtz32TM/jTn++MA27ZrgPMIU4w5h+SalHpqK/e1bW+6XfNN9V1SbytF+YRrMNf3b5+vHj1+JrCd0Jwbu00J12jMud6NMef6m+P+YM62oM+dV0+0nR5TzhtfXr6dtO6nH9+N3r5jxFr22ubbnu8Ph+nhGkPrgy26VboAAAAAAAAAW3U82B/mEK4BAPUa82bE00FkfQPSxg7OOx1Ab6DazX2wlYmJJYwZqLmGWsoRVdv5q5ZjUks5KGfOc7AwhX1rO74PXj+/an7G/D306XsbbMo3xUaw5pvq5ywzZ1tLyidcA9pp8+Vt4RhsoYylzAnXaOQKDZtz/c1xfzBnW9Cm7fPDv8Z8pr68fPv3Z6opy/p8s4a9t/nTe4u27zIfvnlxePjmxeHOqyc3fobWB1t1u3QBAAAAAAAAIKLUg7qFawDsz4PXz6/aAr3aJhqyruM3Iz588+LaYLI/H752DtD1RsX5Tvezt2R1v7lzbwEGznnp7K1tsF1z3qzsGroPS986bWINS0xtP8457XK8qX6qJdtKdf0RrrFfp8+eOX3/9vnq0eNnqwS5f//2Oflz1fFnwyS7+qQ4//QdV+e3PFJcX+Zc78aYc/1Nfc2euy0QqDHe0HliTrjAmPX19Vv6fNfr+Lq19HNW6jufKG2+OVZtx2lov6/5jARrErABOxbty4Bo9Y0m2vGNVl8AAACIINrzfpT6dk16jSTXm5Bqlaq+wjUAGMvE8nr1DXCbG7JxOkDNZIV+OQZcGiS4ntPPQtvzlXPgfEsnzkBuQjY4NXR8ndNYU65zzV4mpaSeRDtHyZAN4RpxHD9ztrWRpx/fJZ9wl0OKcA1hfZDf1OtL6uvdGEI2YN/6zg+573mGQgf28Pk+Ps9v/Vmh7Zr158PXv/9/av2a9a0dshGxzR8fp8Nh/LGa8rIB2AoBG7AzSx92G1u56YxW32iiHd9o9QUAAIAIoj3vR6tvRFOOcdvfbu3Y5qqvcA0A2I9mgFvbRDkThNObOiHx9O9LvQEtlz1ONB4K1NhjnSEyIRsxDR3fueuEY0vuGbSncRNs1grZSD3xtm+5McsI1yC1798+Xz16/Cx0kDswP7xJyIaQDUilZNDA6bb2HLKxdWOvV83f1fxcFKHNN/t/D0GfkIOADdiJ1AMImvXVeuMZrb7RRDu+0eoLAAAAEUR73o9W31PNBLDmTct7fMNyqmO8lWObq75zQzKEawBAHYYGbXeFOcydIFzzwMOSloZmdA3sbBtgePw3gh3ymDJA1DGAfRKyEdPSSX3H64E2Y/rjupbJLcV9ft/kmDWfI6KFbAjXIJecIRvfv33e3XdWsDdLry9CNoRswFJdn781QwZOtytkYx9qDT2P1uanhtdDFLdKFwBY5tfvn1kHEORe/1TR6htNtOMbrb4AAAAQQbTn/Wj1HfLg9fOrvYVr5DoGtR7bUvWdG64BAKyv67rdNwFr7LXe4Lb55kww/PH+07WfNs19nHuyvMbsX8dgOvuMLelqr56X923p5AATahjj3t37f3+G/oZ5pj4j9S0zZztLtjXl+vPnw9ee0v2rxsljTHd8HIee1bsmwk2VOgjj+7fPV6nW2VbH48/J8T7yGYBpUoU3pbreTTHn+rvmywg8M8I4tQUNjNm+z3cZXSHlD9+8ONx59eRw59WT0cuVFLXNu0+HmwRswEatPYCj9ICRaPWNJtrxjVZfAAAAiCDa8360+ka01j6v5diWLIfJQgCwPX2DtvveJNnFNX+6qQMB5wwc7BoMSh5d9+S1PDMA+QnZiGnupD5hCMxxHLYxJniD8fYesiFcg0buc0aqUIzUYR1AHqnCNRpCNqYtA9QbNNCopRy0a7s+dQVt1BKyEb3N+94LrrtdugDAdGMf8qZeVMck6P76/XP1LxSi1TeaaMc3Wn0BAAAggmjP+9HqG9GUgUZDx3nsm9tKHtsS9W2YJAQA23Xv7v3OMICHb160DhbsWqZZ7piJWcO69nPf3x8OwwM5H755sfl7sRoGg859i/PW933tttw2iKGrf2DoGqq/aNua4zfmGuBYQ736npG6Prt95/ep21myrb7rT+rJz+zT04/vkt5rNwEZjx4/O5uzXEru3yGPXNeXude7Jf0xc66/qa/Zc7cF3LTknqbv3mXufcqXl29b70d8ttd1et0auj61fX/z58PXKgMeorX5O6+e/A2RvPPqic8RoQnYgI0ZenBdclE/XravM2zNm9Bo9Y0m2vGNVl8AAACIINrzfrT6RjNm4NTUYzz2uDbbX/PYlq5vjrctAgDp9Q0SHArZmLLM4RB7INvcyWhzlhtaZusBDzUEKBwO3YNAWUdbO9Y22AohG3E5hrB9cyfRptrOmG1NWU64RmzHkwJ/vP/09zgvnYg+xdGkvLNHj58N/c1qjj8rx58TnwUYJ/f1RciGkA0YI9X9zNhAsOO/m3r/smbIxpRQb/rVFrKhzf+rxqATKEHABmxI34U89ZfgQ19mr/GAGa2+0UQ7vtHqCwAAABFEe96PVt9ocoantK2j6/g25SjZng+H/PUVrgEA+7HmAHHycy+2jmZfbj3MhPlq/zxpm+UJ2QDYrtQTW1NfE8YuN3ZiXeSgRK57+vFdzlC7q+/fPudadyfBeJDeWuFNQjaEbMAcU+9lxgYNdC03JXRgjdBe4Rrp1RaycWpKm/+/wLtdtXmI7lbpAgDjrDl4/Xi9fevO+WVytPpGE+34RqsvAAAARBDteT9afaNZI2xijXWOVbq+wjUAII6513b3umW4F1vH8b68d/e+fUuVtM06dJ2XXUMB6td1rp57nk59TRhabkq4xtC22LbjCe7H7SLyveJx3Y/3ydIwAIhgrXCNxpzr5NLz25zrb44+1NT3ItTpz4evpYuwWW2fhYlBA2dzwzVO17N0HT7X9Wu7rq39+U3R5g8zwzVa1rNIqTZ/eh9TS0gKLCFgAzagxOD1sdvIcVGOVt9ooh3faPUFAACACKI970erL/8aCjnJuf4Sx7ZkfQ8HEzoBYK+EbGyDe7GymjCDrren9v075KTNlSdkA2C7thqyMXai1+lkItcfDofDrt4wvae6QA3WDtdoCNmYtgwwLEVAwOn6xq4z9xglgWH51BCyMdee2/xYY+9jYGtuly4A0K/04PXjba3RURatvtFEO77R6gsAAAARRHvej1bfiLqOcQ3H99fvn8knM9VQ3//5z38f/ut//9+135nQCQD71ndfc+/u/c57gRz3Q0xj/69vaJ/3fWYgB22uvK7roWsoQP26ztVzz9Oprwmny80N1xizLfbhx/tPfycHdrW7px/fVTMRbq6u7+SO2/fxJDuTUSkl5WTPKeua2uanrDvXBNap166lz8Jz+kNz9KGmvhehXq5F47V9Jsbeu6QOGqhR05bazsdL21n0kII7r57ceOY6vr/ORZtPzzmXvbhVugDAPCU63kq+STBafaOJdnyj1RcAAAAiiPa8H62+e1VD2MTQNlMe35rq+z//+e+//1+4BgBs29j7lSVvYXTPm1eut3UC++F8UN6cc7XrJ0AdUr89PvU1oVlubLjGwzcvXH+C6Zs81tUWthwaPyZcA2pQcpJyDYEZU/Vd53L1jc3pD13Sh5pyW9Rv7L0b6eQOGhi7/rbxHTk+z233gLWc07esLfCp1v26xTa/RvCFcA325HbpAgDdahrse7ztXG8SjFbfaKId32j1BQAAgAiiPe9Hqy//qPH45t5mKf/zn//ura82DQD5TRk8nmKA5ty3MM7dfi33E6kGt+aojwnbUEbNn6Nazp3cNOfNykN9RlMmYQnIBJgv9dvjU18TpoRrLN0W2/TwzYu/E//GvmX76cd3Rb+DmGPsdzTHkyBNsKOEGibijj0X1OTPh6+tE5sPh3nX1jHm9IfO7UNNvS3qI1Rj/x49fnb2/dvnq9LlaBzfAza2eP6vzZ1XT3ye/0+ONt+025TtNMc6oQYCNmBj5nS0DSVaTb0QrznIOVp9o4l2fKPVFwAAACKI9rwfrb57lnoy0+lxTvkFcM7AmLly1vdwMDEHAHIrObF7ScjGnG016y0h9X5OOeA99duya1LLJK625zb3uetpO5/U3DZqYnJN3VJN+spxjWrKAUDaic9TJl49fPNi8sTbKWXNMaHbBKVtOp5clvpZvpSxgeA1BBsA880JqBCyQSljrzl3Xj0ZPIZj7ym7trmXe7a2z8CY/sKhcT971hayEdHpflgatrBWyEbUNp/jnLWX8yAcE7ABlUrR0Tb2Yt783dIBwEseLKPVN5poxzdafQEAACCCaM/70eobTdfxnTrRqu8YH//blGObI0Bli/XVngEgn9yTXuYOCMw5MafEvUWu/dzUZe6A1odvXuw6XKNRe4AB5Wgb4yw9b865FnS9RZibllwLllwHxvA8D1B28n2z7b7z/fG5uoaJcsdlpm59kyu7nuWb++8agu76jA3XOKXdwjYJ2RCysSdr9acsDRNgvEePn50NjbloG2eR83MsZKPdVkI2aldjm4cobpUuADDe2M61R4+fnc1JypqyzBodfdHqG0204xutvgAAABBBtOf9aPWNZso+nXqMp/59W1lST36pvb4AQB5bCUjIMSBuzbrn3tbSwfwAbF/NYUmuNQB16Huu+vX7pwlyzHI8gfC0DfW1uZqD7saEa/x4/+nvT8Mk49hKH//S26+lDFMdl3noOtlmaZ9l37NS17rnLJNjW9TnzqsnwkpXMmf8D/uU49pX4/VUm4c4bpcuAHDTkgezpRfxMalXqUWrbzTRjm+0+gIAAEAE0Z73o9WXaZYc4y0e32j1BYCo5gRedU1AmfPGrbYBhM3bFFOWrfTbrErv574B1ynLRjtvUlvf0rfLRjP1PNB3Dph6jhqaEJKybKXZzwD7Vltohfshcjt9a3dfm3v68V11gdtjwjWI7eGbFzfO7bVMhG0r25rbnvK3NVwf+/of23T1Iy69tvb1T3ate84yObbF+pp2m+J+rqtPoO14t21Pu1hXjWMtUlz/mmtCLdfSOXKFbNRwrSypxjYPEQjYgI1Ys0Nt7EX5y8u3NzrWUj1QRqtvNNGOb7T6AgAAQATRnvej1XfP2gaDjD2+Kd7SsPbxjVZfAKBb1yDcufe6bdfvxp1XT0YPzD0cugfn5ihbbmvu51QDObe4n4F0lpwDDof+IKClcpWthFx1absWTJ14k6NsnukB6iFkg9ROJwBODdk4HNb93q2vHF2G7mO2PCmU6Wo+3jWX7VjN5RSyIWSD2Erfk0RU8zWhpLXCR7R54Nit0gUA0kkx2DfHunKJVt9ooh3faPUFAACACKI970erbzTRjm+0+gJAVEsH0nUt3zdou03bQO7/+c9/zy/Yoa5Bgrn2cwo1lw3IL8VnONd5oOayTVVzXWouG0CfWidl1VqutmexFGFYxHXa1k/fuD00MbtkENrUcI3TutX6OQfm6ztnTQ0MHqsvoGNKH+qY8qTeFgB5pL7PdC4HhgjYgJ3IMUC35kG/0eobTbTjG62+AAAAEEG05/1o9QUAYPtSTYZtW8/SQdtLwzUaU8u2VNu6S+3nMX+bs2zcZDDr+uxzAIinhonvpcvQFZxR85voS+8z5kkRsrFm0MaY7d27e//w4/2nv3URrgFxCNmYtgxskTYNw4xVg1huly4AcF3OQR05fHn5dlHnXrT6RhPt+EarLwAAAEQQ7Xk/Wn2jmXt8cwWofP/2+Sr1eo9Fqy8A0K22gaP37t5vLdOv3z9XmfRV2/4gvRqe4zyr1UnbAID9qHmi+5yyzZm827VM17PV6bPYaRjHmhNzaw78YLyHb15cC6H48f7Ttfbf9fx/7Pj+OPX9+th777b2KFwD4uk7Z429tk7V1x86pw91Th3mbgsiEDYAwJ7dKl0AYH+iDcaJVt9ooh3faPUFAACACKI970er756t/cb10qLVFwCi82ZEcqkhQOFwcH9bWs0BmrWUAwCoy1pvqk8dopFjW2zLafDEaTDFvbv3R0/Ofvrx3d+fuaauY0zZhGtAHKmvd2OsGWKVeluwd14iAsCe3S5dAGC5nIlwNb5VL1p9o4l2fKPVFwAAACKI9rwfrb7RRHsjSbT6AsAWXZ5f3LheP3j9fJP3jEvf8AgAALAna72pPvXb7XNsi215+ObFtWCNH+8/3QilaI712H6AJSEbY7S1vdNwkMNBuAZElPp6N8ac62/qa/bcbcFW+D6CaOa0+e/fPl8ZNwRxCNgAAAAAAABgddECVKLVFwDWdHl+cbbVkA32wQB7mMZnBgDoImSDrWoL2Wh+f6z05Nau9iZcAzgmZEPIBgDA3t0qXQAAAAAAAAAAABhyeX7hrVEAAAA71zV5tW/Sbt+E167l5iyz9rbYlrZAih/vP90Ir7h39/7fn7V0ba+tfA/fvBCuASS/3o0x5/qb+po9d1uwRU8/vitdBFiVNg8cu126AAAAAAAAAAAAkEvuCSs1v7mw5rIBkJ/rwDrsZ4D01npTfeq32+fYFtvSBFOchlb8eP+pNbTi+Linnrg91KZOy3g4tIeEAHGlvt6NMef6m/qaPXdbQBrfv32+Kl0GWJM2D2XcKl0AAAAAAAAAAAAY8uD1cwPMAAAAgljrTfWp326fY1tsT1tQxY/3n1pDLRr37t6/9jPVmOWbMpyW4+GbF8I1gFapr3djzLn+pr5mz90W7I2J/0SjzUMct0sXAKhbtJuCaPWNJtrxjVZfAAAAiCDa8360+kYT7fhGqy8AQCQG1cM0PjMAwFhrvak+9dvtc2yL7WkCK07DLI7/uy/UImVb6Av2EKwBaZye2/d0Pk99vRtjzvU39TV77raA+caMq3j68d2N35X4POYKGdoafb3LbKnNw97cKl0AYLnaBuXmvkBHq2800Y5vtPoCAABABNGe96PVN5rajm9u0eoLAFv04PXzqwevn191/TdQh7YBn5TlmAAAW7XWm+pTv90+x7bYpodvXnSGWPx4/+nvT2pD6+4rFzDOr98///5M+bctSn29G2PO9Tf1NXvutqBGbW15TJ+hcRTXz+lD5/Ypf7t1S+uWe99o80Cf26ULAGxbtC/fo9U3mmjHN1p9AQAAIIJoz/vR6ku8AJVo9QWAKYRqQLvmOenLy7fFy3DK/e16ut6u+vTjuyrbBgDAkLXeVJ/67fY5tsV2NWEWXYEXbb8fG4AxJaBDqAakMWVScPO3Wz+3p77ejTHn+pv6mj13W7An3799vnr0+NlZ7m3kXP9UKcMf9nIdaNg3adTW5iEaARtQmbaHrjFfbue4UV3jIh2tvtFEO77R6gsAAAARRHvej1bfaOYe3xzGHN+lE6+i1RcA6Jb7DVht669lIOCe34xGP/eXdNE2YnEdWEfN9wIAeyJkg704DrgYCsaYEpwxdpvAMrnCIrZCyIaQDfandCjv4TB+jFBb32bqz1/O/rTjdW/xvBFp3+QOlampzUNUt0oXAKhTtMHr0eobTbTjG62+AAAAEEG05/1o9a1dtOMRrb4AALAGAz7XZ58DAHvUdY/TN9Gr776oa7k5y6y9Lfbh4ZsXf39yrVe4BqST4ry8h3N76uvdGHOuv6mv2XO3BTVZ8lnMNZailjEav37/XPWzvKXzxpb3TVubHxtCvfc2D9HdLl0AIJ3cyVinSidgRatvNNGOb7T6AgAAQATRnvej1TealMd3C18UR6svAAB5rPWMUvtAXM9q5Sx9Q+wa1mgfte8DAGCatd5Un/rt9ku2NYZ7nnZb2i93Xj3p/Lc/H75OXmaPajqec8pSU/lJ7/T83ne8+64jW5H6ejfGnOtv6mv23G1B7Z5+fHf48vLt4N+lHhs0ZTxFznFCU89NQ/tqbIBDs92azx0p983Y/XK83Vz7JnqbBw6HW6ULANxUOhlr7cG+0eobTbTjG62+AAAAEEG05/1o9Y1mK8c31ZfE0eoLAEA91ryfu3f3frX3j7WWK5Jaj8Ga7bbWfQAAzLfWm+pTv91+7rbgzqsnrT9AeV3Pt0PPvXsIXClxvZtz/U19zZ67LajF0s/h92+fr9YeHzQlmGGKX79/jvrcfnn59tpP6r+v8dyRY99M3S9NOZbS5oE2t0sXAEhvbjLWVi/S0eobTbTjG62+AAAAEEG05/1o9Y1myZsZthieEq2+AABsmwl5dNE2tsXxAoBx1npTfeq328/dFgD1GfP8tvdze4nr3Zzrb+pr9txtQc2efnw3OvTgcPh3TMTUMRWpxlLkDOxpTNkfY9bTN96pKU8N54+19s3xOob2TY79Eq3NA9cJ2IBKtT1oTbloT7lgf//2+XA4HBZfqJdcpKPVN5poxzdafQEAACCCaM/70erL9OM75cviqV8UrxGgEq2+ABDd3gexT5Xr3tk+Blhujf6NnNtwLQBgbUI2AChlyrPV3s/tQjaEbLA9XW13auDA4XB9jETX2IolAQM5xlQMnX9SBWt0rbdEmMRYte6bpQEk0ds8cJOADdiYuclYqcuwlmj1jSba8Y1WXwAAAIgg2vN+tPruVYoBXLm+LO46vqkDY6baUn0BgHHmDJjrWs+ppYPraynbVDXXpeayATScOwBgHiEbANTg8vzi2neID14/v/bdYdu5vfQk6pSEbAjZYD+W9J2nHieUY0xF33knV3hE23ZqDNmIum/23uaBdgI2oGIpk7FSyXmRjlbfaKId32j1BQAAgAiiPe9Hqy/zj22OIJVjuY5vtPoCADctvbfNGf5Wc9mmqrkuNZcNyC9FH0eq88Dps+B//e//O/zPf/570TprOUfVtJ/b1ltr2QCYZq8hG1PoW25nv+xLTcdzTllqKj9pnYZrNL87DdnYOyEbQjbYlr72XnJs0HEZ2mw9XON0e131XPv8saV9M1fENg90E7ABjBbty8Bo9Y0m2vGNVl8AAACIINrzfrT65ralAJUUotUXALip737gcJg+OLDvWv7j/adJ63r45sVqZcvNfgZqteb56c+Hr9MKd/jnHNW1jZRlyz0Yu/b9fOfVk85tbGk/A9BujyEbAGybkI3rhGxAfWoNHMjR/15TgMTptkt/37C1fbPkvBqpzQP9BGxA5WoZ9LvWF4LR6htNtOMbrb4AAAAQQbTn/Wj1jaaW49tss80e23OzzTbaMwCUc3x9brsmjx3gPWey74/3n1on/LaVbYka7jVS1cV+rtfU4BPKaAtziGBo8HRNjstZW9mGbGk/Hzst2+n5fMlkLwDWI2QDAMoTsiFkg22pLXBg7TFCJQMkjsuQOkgihb3um+htHvjHrdIFAIZ1XQiffny3ypeOa1+ko9U3mmjHN1p9AQAAIIJoz/vR6ss/1pzwUkPYRLT6AkBUua+3S9Zfc9lq25b9DOxdriAH56h19oH9DFBe17m47xrbd/7uWm7OMkuWA4AtSX1tHWPO9TfHNXvOtqC0vva+1niKoXFIS84RXZ+/FEEKjx4/O3v0+NnZ0vV0lSXluaMrAGhKeaaoed/svc0Dw26XLgAwTqlkrFIX6Wj1jSba8Y1WXwAAAIgg2vN+tPpGUvKtDCXeWhutvgDATUvfhNi33sPhcHj45sWideQs25rsZ6BWuc4Bx+68ejKqHG32Eq6x1n5uq1fbdo//LmfZXAsA6rHWm+pTv91+aDkAtuXB6+dXpctQUupr6xhzrr85rtlztgWlDY2nOBzShC50rbtPLeEafWERp//2/dvnydeALy/ftu6P43PH0n6tZl1966lx3+Sw1zYPjCNgAzZkzYv20IV6rTT/SPWNJtrxjVZfAAAAiCDa8360+kZS4gvjksc4Wn0BgJtSDUI8XlcqNZdt7vZrrEvNZdu6JeEnQ1K93XRo8j37l/IcsGT7p/YW/lN6P/dJXTbnEIA6bT1kY6oar7k1sF/2pabj6XPK8fm9CdK4PL84O/1dI+rxF7IhZINtGfr8HY99WDquYuxLSnJ8XqaWvS88YmiZVGESKa8jKcM11to3Y8JH5ojS5oGbBGzAxoy9aM+9YNeWgBWtvtFEO77R6gsAAAARRHvej1bfSHIf29P1DJUlt2j1BQDaTbkOr33N3tM9Qs11qblsjHN6DI8nsjSivy2WbqnOAVMGt88N19jy+SpF2XNNRKv5XgCANLYcsgFA3drO71P7IKI8ZwjZELLBtoz9/M0JHhgbMNCUY6kU99pzAiTalh8bJtEVJFGjveybPbV5YDwBG7BBYy7apxffrov21JuKEhfqaPWNJtrxjVZfAAAAiCDa8360+kYy9dim/rK4xKTVSPUFAICoLs8vzo4nuJjESGpj29SccA3Pjv/wuQVgCSEbAJTmPC9kQ8gGW9O0zbGfwdShBzk/G1NetLI0QOJ0XaWDJMZsd4yU+6VZ39h90ybF+XTPbR5oJ2ADNmrqg2KKi3bJC3W0+kYT7fhGqy/kdPwGKm+eAgAASor2vB+tvpFM+cI45ZfFpY5vtPoCAEAKtX5Hd1yuqUxoIDfhGgBQlpANAHJozt19z29d5/eIz3xCNoRssD1TQwdSbS+FpWVOHSLRrHNJkEQNcuyXZr1j9k3u8JG1n81cA6AcARuwYWvdpNZyoY5W32iiHd9o9YXU2gbHnb55CgAAYG3Rnvej1TeaNb8wruEYR6svAADMdfo9ne/oYJhwDQCowxZCNpZw/9DOftmXmo7nnLLUVH66zfnOUEjSeEI2hGywTbnHCK31Gfjy8u2ov8sVItGsu4YgibbtlbYkgCTlufR4PVtv80A3ARuwA7luUmu9UEerbzTRjm+0+gIAAEAE0Z73o9U3kr0MkBgrWn0BAGCqthD85vdbD9lwv06fH+8/Tfr7O6+e/P3/U8I1/nz4Orjuh29eTCrLlizZz6m3s+f9DBBd7SEbAJS3xosmol8HhGwI2WC7Up4ja23zOcM1jrcxN0iipFr2zZrhIxHaPEQlYAN2JEU61pYu1NHqG0204xutvpDLHgbvAQAA+xHteT9afSNJ+WaGLRzjaPUFAK5rCxDw3QNsw4PXz6+6QkCOeassU0wNfTgc/g3K6AppOG2DY4I1jsuzx/CHHPt5yTb2up8B+IeQDQDGWBro0LdehGwI2WDr2trq0OdzzfbdVpYvL98OLrdGgESN7Jthtbd5YDoBG7BTQ28/2NsFOlp9o4l2fKPVFwAAACKI9rwfrb6RzAmf2PLxjlZfAIiua2K+gG/YjtOQDZ9dSmoLaVgSrtG33sjG7I85AR72M8C+CdkAYIyUIRvO+TcJ2RCywb5ou9M8evzs7Pu3z739119evj08/fhurSJVY8y+qYE2D9smYAOCiXbhjlbfaKId32j1hTkMkAMAALYm2vN+tPruXbTjGa2+AABQm7aJB22TDvq+M8zx5lliaQIX2trSUFjG2PbXFupwGhCx9/CHtro1+29OKMnYbZzu59PwLWMSAPZFyAYAYywNdHCe7ydkQ8gGUL9Hj5+1BtSX1BY+4vwJTCFgAwCAzTl981Tzu1LlAQAAAAAAgL1r+46u+X2J8jTGDprtmuhgwC1TdbWlO6+eHO7dvX8tpKEJwhgTyNEXmPHwzYsb4Q9R3Xn15HA4XN9/fYEjc/fz2dnZjfPd5fnFWelzHgBp1RKykYIwuXb2y77UdDznlKWm8tNuzrl/ynpoJ2RDyAbUoESIxKPHz86+f/usrwmggFulCwAAAHM8eP386vindHkAAAAAAABg706/o/M9HdH0Td7pmviSahLdaTCEwI08+gI4ANinOdfwvgmvgt0AtmvuuX/O33FdiWtr6mf8OXWYuy2AVL68fFu6CK1KBJ4AsQjYAAAAAAAAAAAgvK6gAAECwJBfv392/kz5e7breDLMnIAGoQ7T3Xn1ZPIyY/fz2dmZAfwAwQjZAKCxJGTDeX4ZIRvTlgHGqzVEAoByBGwAAAAAAAAAAMDhnzCNJlDj+P8D+7VkokLqYAxBG9s0ZzLP6TI/3n9KVRwSuLq6cv0HCEjIBgCNHAEKjCNkY9oyALk9evxMEC2wS7dLFwCAffBFPwAAALB1+jcAgNpcnl/cGLBksj+sw2cN6pNzMsGv3z//TmIY6h94+ObFquWhbinCNcY6bZtNWwQA0rl3937rfV7f/VnXMn3L9S0DQB3mnvtZrsS1dc7xTn1/MHdbwHXOzwCMIWADAAAAAAAAACrTFq7R/N7EfwCiWWNQ9K/fPw9/Pnwd/Lsf7z8d7rx6skp5TJyoW9fx6QtpOV7m4ZsX1/62+f9twRmCYW8a83ld4urq6urs7OzaPbn7cIAY1gzZSMm9Yzv7ZV9qOp5rhu2RV1+fgyCEcoRsaFsAADkJ2ABgNm/CAAAAALZO/wawF8cT8U34AQBgT2p74+Aa4RoNEyfK6mt7XcdlzjKnxoRp6NNax9XV1dXhYH8DRLTmJFoAyhoKZRCEUI6QDW0L5lh6HgAgBgEbAAAAAAAAsGHH4RrH/y1oAwCAresaCP3l5dvF63768d2N39159WT2JIVcZTJxooy54Rp/Pny99rsmkKVrmYdvXowK1DhdJrrT/Tx2n/x4/8n+A2A0IRsAcQjZqJeQDW0LKOv7t89Xjx4/Oxv+S4BtEbABAAAAAAAAG3UargEAAHuXIsiiWc/UQIucgR99ZWJdfZNwToMdxuib9DI1XKNZZu8hEXP2C+sT8AlEIGQDIA4hG/USsqFtwVJPP75L1ocLwD7cKl0AIJ9fv39O+tm6aPUFAAAAAKhBtD7YaPUFyumapGbyGgCkk2JQtYHZ+5Ly+e7OqyezJrs8fPPixs8pART/GgobufPqybX/Htp39u2wy/OLs+PAT+GfwN5NDV/rW2ZoOQDKGnqGm3Pud95PY861dWkARerjPff+QNuC/fr+7XPx731rDXyuYd8A+3a7dAGAtJYmLDa2kmQYrb4AAAAAACVN6ZNt+9ut9cVGqy9Qnwevn18dT1YTrgFAJG332BHCLL68fHtjULO3kq5j7XCN0yCHvqCIh29eCH5oMRSu0cW+TO/y/OLM8wqwZzneVJ+aSbbt7Jd9qel4zilLTeWn+3u8vvP34TDv3O+5Po2ha2vbPh46nkNSH+85dZi7LWCa798+Xz16/EyIKEAQt0oXAEgj9Rvyan/jXrT6AgAAAACUlKoPdSt9sVuqr8krsH8PXj+/an5KlwUAYK9SPLvdefXk70+OyS2nYRJrhERcnl+cHf9k3+AIx/t5rLlBHNxUSzsAKCH1m+oBKGvJ+XvOslv4jnQL+o5N1z5eej1OHagzpw59y2lbQG7fv31e9Xvq798+D/7NaUj14eD5C5hGwAZsXO7BubUNdo5WXwAAAACAknL1mdbaF7vV+p5Oun/w+rngDQAAgJGmPK89fPPi8PDNi9Zwhz8fvh4Oh3kDuWsMgGgLUlgrXKHZz237pdnPc9a55nIA7JOQDYB9EbKxTUtCNu7dvX/jZ4w54R1CNoiiGQ8x9mcNbZ+VtkCGU2sGSYzZ1pgyr2XlkI2qx7vU2OaB6QRswEatfYEtfUGPVl8AAAAAgJLW6iOtpS92D/V98Pr5VfNzqHywAQAAQC2WTFppC9mIMIF2rZCNRsqAi67Qjlzb2yOBngBCNgD2RsjGNi0J2Wj7/Zhr9ZxjJ2SDPVoaHiB4oD6BgzxG0eZhn26XLgAw3diL6ZeXbyetd8zN0K/fP1fv5I1WXwAAAACAkqZ8oTvULzv2S/iSfbHR6gsAAMA/UkxWufPqyeHPh69///vH+08CGjJ4+ObF4cf7T3//+8+Hr60BJ1PW1+V4O4wneAOI5t7d+633En19v7n7hPU5t7Nf9qWm4zmnLDWVP6qu58Ch83ff8+OcZX1XmEbfsZmzj4eO9Vxz25e2RW1yfT4atbTd798+Xz16/CxrwOyYEImaQi8aa+ybMdr2TY72E6XNQ1QCNmBjhi7MU0Mmupbtuwlb84ErWn0BAAAAAEoZ88Xw1D7Zsf2wzfbX7IuNVl8AAGC5te7hPSvkl/IN89FCNkoFKZzu5z8fvu56P9dMmAbAP0xsBdie1GEGS5Z1vUhj7jG9PL84a3u2EbIBN+X4TPRtJ1X7bfuMPP34btQ4kJxBEmPCNUqwb/611TYPTHOrdAGA8fouzl9evl0UNtG2vrllSSVafQEAAAAAShkTdry0T7ZZR996fv3+Wbz/+XDYX30BAAD4V8pwja5lfrz/NGkdU/+ef6Teb6frE+ABwJCuewf9vgD16nvuW/K8OGdZ14s0pjzLX55fnF2eX5yd/v81zG1f2hallBrPUEv7zRH2MHadQy90KW2v+yZ6m4dobpcuADDOUNhEDs16u248cqYaRqsvAAAAAEApY8ImUvvy8m2xAQHR6gsAAMC/coVrPHzzYnchGc2bfI8nG7W93XdNd149Ofz58DXLuvd2/ABYj7fHA2xP17n7cOg/f/ctN3dZ14v1dIVpXJ5fnK31vDu3fWlbrG3KhP+pYyzGjJ1otr+0Dbd9Pp5+fDe6zN+/fb569PhZkiCeHKEUqZXYNyn2S4pz3dg2P2dM0ZptHhjvVukCAMNKhE2M3UaOhKxo9QUAAAAAqNGXl2+z9sn2rb9EX2y0+gIAAESTK1yj8fDNi2v/PRTYMPXvT//9dPlcHrx+ftX8rLLBAXdePbn23ymCMdrWsdb+BWAfvD0eYHv6ngOXPD/OWdb1Yrm2fTt3knLuyc1z25e2xVrGtJtm/MOcMRZTls3Vhqe8IOX7t89XS0Igpi5f+uUta++bKX+fa99MafNz1NDmgZtuly4A0K902MTxtta4QYtWXwAAAACAkrr6ZGvoj83xRp1o9QUAAOAfqSehjH1++/H+06SghhRhERGN3c9j969wDQDm6Ht7/BpMxGq3t/3y58PXw+FwM3QsipqO55yy1FT+iLoCGLqOS993d33LzV3Wd4WxzG1f2hY5jQ0ZSKlZX98cvqVteOicPVYTBvHo8bOzsX87Vd9+aPbB0roc78tU9yYl982StjFU/xxjidZo88A4AjZgo9Yc7Hu8zVKDfqPVFwAAAAAgtxrCJo63mbs/Nlp9AQCA9EpOjvSsMN+a4RoP37yYFJIx9e+Pl4vszqsnfyeXjiVcA4A1pJq8R1xj73GG/i5qAAf06foeTsjGfs3dnymu5afbnXq8hWywthJBA23r7wodyNGGn358N6tecwMihowJ12j+f6pnjq51bWXfbC1co239a7Z54LpbpQsAdKtpsO/QtlPcmEWrLwAAAABAbWrsj93bNmvYNgAAQBRrhms0pgY05P77vcoxadS+BSAFk6CY4s+Hr9d+al8vbF3X817fuXvJM2LqZ1KWefD6eevE767fp5S6D0LbIqW+tvHl5dtVxzb0bWtJG+76XPSFWtQi5fNFV9BUm1r2TY5yRGjzwLDbpQsATDPnAv3o8bOzvn+fmg7W9Wa9HKLVFwAAAABgDam/hD3tl035VooUb2WIVl8AAADSTDa58+rJ3wmJU8IXHr55cfjx/tPoZZq/+/H+0+Df7FGzv5r/P3W5Mcscb6Pt3wAgpZRvlWZ/pgZeDAWLjVlf8zc5Qspga7q+i+s7d/d9fzd0zp+zrO8L82nCNC7PL85yBWukPN6p26W2xRSlXhrSN49vSRvu+lw8/fiu6AtS+uYsrvV5tW/+sbc2D/QTsAGVStGpOhQ0cfp3SwcAL7lgR6svAAAAAEApXf2xU78o7uuTPf63KX2xOQKPo9UXAACAtG9yvfPqyawxQnNCGyIHPcyt+9RADgBYS3P/IGiDxpggjDkBGG3LdG3r+PfCNohMyMY+te3Lrv3YFa6R4rqd+ngL2SCnVOMpUls7cKBUkEQN4RpD9rZvtHmgIWADNmTshXps0ETbcmMH/q4x6DdafQEAAAAASpnyRfHUPtmpocdt/bGpvyyOVl8AAIBIUoZr9C0DADDGmm+d5qYa9suP9586/y1XyMXpetsCN5rfbSmErIbj2ZhTlprKH8nUYAIhG/szdj+uFYolZINa1Bo00Mgxl6/vs9Rsa6361xauEWHfRGzzQDcBG1ChJQ9lc8Mmjpef8na9FKLVl+25PL84HA6H3rbWlWAKAAAAUAP9G6SypE92i/2x0eoLAADUyYSH8YRrAABQk65wjbVDLZrttZXnx/tPmwrZgKnmBBMI2diuvv3Y/HvXv6U0dNyEbFBajqCBofEVc8ZPdAUOLGm/Q+fqpx/fZQ1cGApQKPm53PO+idzmgXYCNmAj1kzCGjvoN+db9aLVl3pcnl/MGjDftZyJKQAAAMDa9G/Qp+0L47H9sUsDj5t1rNkfG62+AACwJ22DeXMP4K2BN9TNJ1wDAIBa1BKs0bX90/I1/126fJCLkA0aOcI0+rYlZIO9mzKu4vhvpwQP5ArZaNbR5nh7qfqjx/T71vB5HBOycTiknfu5lX1zOMxr81ODNoRswDoEbMCOpBjse7yu2t+sF62+5DN30snUdZuMAgAAAOSif4PcovXHRqsvAADbE/lZLWXIRtsg1akTH3KXh3GEawAAUIu2cI224IqSk7z7gjaEbLBXQjbiGNr/c9c59G9zjpuQDUroaj9T+jiXjqmYOo6iK3BgqTHniyWBElPKXNPncCiA5HBYHkKy5r4p3ebnBG3kavPAvwRswE6kHOx7vM5aB/1Gqy/p5Zx0MrTNaIObAAAAgDz0bwAAAMR0+jx4eX5xttfntK4BzktDLfoGpna9abpx59WTzvXlKFNNA6trJVwDAIAajA3WOBzWDdc43ubpvW5b0Ebz/wVtsEdCNuJIGbIxdp/P3aaQDWqwZrjG6XqWzOVL0XbHfnZzhR3U/Nnb876J3OaBfwjYgMq03XSkestFDkvTsKLVl/JKTDzpKsNeBzgBAAAAeenfYK65/bFbDTyOVl8AAGLoeibcc8hGlxzjN/58+Drqb9pCNg6H9jK1DXYtMZlur4RrAABQg7HhGqWfBZrttwVtnNbhx/tPQjbYJSEbcTT7acm5N8W+HnPMhGywFSXHU+Sc05fifLFkuzXb+r5ZWu69tnlAwAaQQbSHqmj13bIaJp8cMxEFAAAAmEr/BpG0fVG85/7YaPUFAICxUr5xdGg7U/62tjJFJFwDAIAajAnXmPP8MPWllVMm37UFbTRlPq6PkA32SshGLMf7aml/TtuYjePxEkv6jIRssIYlL8rOETRwvO65Ly1J2W7XCpPY4udsT/tGmwcOBwEbsAu1XqxziVZflqtt4skpE1EAAACAIfo3KCVnf2yNotUXAAC2InegRTMYdcrEsbXKRDvhGgAA1KAtXOPU2OeGqYEaQ8uPCdxom5z38M0LIRuEIGQjpil9Bqd/u8a4jRpCNqBNLWMp2l5ckkOuMIk9nLdz7Jsa90u0Ng8RCdgAYLdqn3hy6vL84swkFAAAAOCY/g32LFrgcbT6AgCQx4PXz6+29qyYSq5B/0sG7+YoU42DiWsjXAMAgBqchmucBlOMeVZYGqoxZt1DE/Kach7fFwvZYK/aPrc1hGz8+fC1r9iDfD7LSj1OYs2QDahJjWMqTj87U/uC9/zZO67bnD7yUvsm5/33VDW2eYhEwAYAu7TVAUXe9goAAAA09G8AAAAwVpRnsKWDdtvWs1SNZdoz4RoAANSgbZL+8f8OPRusObFvStCGkA327PRz2/yuZMjG0mCNRlM3n9H9WCtkI1egLXVqO9Zj7kkePX622vil2gMH9CW2q3W/zD2/rdnmgXJulS4AAKS21cknx/ZQBwAAAGC+PfQN7KEOAAAANXrw+vnV6U/pMpVw7+792T9rlmnJ33GdcA0AAGrQFa7RqClc43S7Q9s+Lftp3doCCmAL+truj/efep8Puz7Tc5Zplvvz4WuycI1jP95/8jmdqcY+gtR9HYI02Iu2+xntm60aE+ahzUMet0sXAABS2tPEjcvzi7OoA6EAAAAgMv0bAAAAANcJ1wCAfRsKLChpyUTlmupBGkPtoe8etFSwxqmmHE8/vmv991+/f167X3745oUJ+4Rw7+79zs/w6ediyTJrfJ5+vP/kGpTA6TF88Pr5Vdt4jpxjIrraWFf76lsG5hgz+R/2RJuHOG6VLgBQt+/fPoca/B6tvnuzp8knjT3WCQAAAOi2x76APdaJNKL1x0arLwAAQCrCNQBg39omGtcwmf/H+0+Ly5FiHWzHFsI1jvWV6bQuxxP1tWm2Zkqb7Xte7PqMT1lmzc+Pz2oex2EaD14/v1rjhSP6PohGwAHRaPNQhoAN2IHaBuXmfhCLVl/G2fNEjT3XDQAAAPjXnvsA9ly3vautPza3aPUFAIBomgmObT8p1086wjUAIK5S91U57uncJ+7D8TFsAiea/91auEZjSsjGMe2ZrZjTVnOFbJT43PisLtd2zPuCNdr+PkVfxJw+EBhS8z0KeUQ/Z2jzwDEBG8AiTz++K12EVUWr71ZEmKARoY4AAAAQWYRn/wh1JL9oE6Gi1RcAAHIZM6Fx6aTH42VNYElDuAYA7F9N901rhGDUVF+maTt2Ww/XaIwN2Wjq29Ce2bPUIRslPy8+q+MtDbHIPXFdyEY59jF7EqU9R6knMJ+ADahM2wPPmFCHHG/VW+NNfdHqS3qRJmZEqisAAABEEumZP1JdazS3PzaHMf2xS8sWrb4AAEC7qRNJ5kw8MVklPeEaALB/Nd1DrVmWmurNPMdBE1sP12jMDdmAmi0936YO2RjjzqsnnT8P37y48cN6+s73v37/zNYmcq+P8bY+WX/r5Sct7aHdo8fPjGuDQARsAK2ihU1Eq+9eRJyQEbHOAAAAsGcRn/Uj1nnrovWfRqsvAADsWd9kmr6JKFMm4ZggmZ5wDQBgTSXu59xDbsvx8Ro7oX1L4RqNOWXWlqlVqra5VsjGmMCMtu2NDdrwWR1v6Ji3/RBHtOMtbGD75lzHAKIQsAE7svag37a36a35hXS0+gIAAAAAlJKyP3YLARbR6gsAAHvUNnnk9C2v3vpaH+EaABCDib72wR503YduMVyj0VX247p6fqJ2qc+vuUM2jj9TQ8t1bc/nMq1UfQm5+iT0daTRtR/v3b1vH/8fYx32QcgGQDsBG1ChthuXtnCHNiluXte+AY5WX9KI/KbTyHUHAACAPYn8jB+57qVtpT82VeBxtPoCAAD/6ArX6HP872MnppgUmZZwDQCIoaZ7qLFlOQ5mG/PDfhy3keNju8dwjcaYOhzvi5o+05CrPS4N2bjz6knr37RdM3KFbPisTrO0T0GfRN3GHJ85fVE10yb3b24/6Vbb9JA5bd4cU4hFwAbs0NyL+fdvn6+WDPYtJVp9MQHjcLAPAAAAYOs829sHW7Xky+QtfhFdsr57HcQAAAAljJ3kOHZC5I/3n0xMSUy4BgBQo7mBGVPuK9mPPYRr9PG9RVzNM3Dt56zc5UsRsnH6M2dbfdsjrXt370/uX5izDOuacnwcS2qVur/UdQWISMAGVGrJW/UOh2nhEd+/fU4ysHnJg0O0+gIAAAAA1GRqf+yUdU/pv51alrmi1RcAACJL/Qbx2icUbZFwDQCIo7Z7qb57xRT3kanvRVnXcXs9PpYRJiB2hYUc1/14n9T22SaNtlCNGo/1muEfS0M2xi4ztFzXskPXnQjnrxzGhGYI1tiGtmN0eX5xdvxToFjFGKuwbUI2pqu1zW/xhUWwB7dLFwCY5unHd5PSbXNcYNe8mYhWX4ZFe2Dtc3l+cfbg9XM30QAAALAx+jf+pX+jjHt37y/+Yvy4L/bR42etbXpOf21Xf+zSgOet1bcxptxbHOSwxTIDALAdfz58vfbfKe8/T9fduPPqSdbtRiVcAwD2pcZJ2V1SBmM8fPOit+4/3n8SxLEDU8a7z5Hyu4mxvrx8axw9rWo5b5W6rvR99/jr98/W59I5ywwtN7RsymX4h/22P23jd07HsaQYb8A0wgaWm3ttcY0AIhGwARXrumGZGjqRUo7BzcfriFRfAAAAAICazO2LzT24IVd/bK31BQAA6nUapHHn1ZOCpdk34RoAMOx4YnENE5371ByuUfu+o4yuz9eaE2y7QjW6/qb09xe1hC4Qw9TrylDY0VRCNmD7lrwcJ9Jn6Pu3z1dj7kkoo2mHbdcJIRvzaPMQx63SBQC2I1oCbbT6boG3u95knwAAAMC2eJa/yT4po+vL8JL9ojm3XWN9/+t//1/oQQkAALBVd149+ftDHsI1AGDY6SThWgMsfrz/VG3Z1iR0YN9Sv0jy0eNnZ3Mm9c1drk9b3Y7vy7VtSpgTrpFD33No1/PrnGWGlhtaNuUyALmNCQxrG+exdt/gr98/O39KSN2fuqQete2b2m2lzcMeCdiAytUy6LdveykvyNHqCwAAAABQSi39sX3b3GP/8+HwT7hGQ58zAADkIwRje4RrAMCwronFNQVZCNaA6VIFZHjjNvwrdwiMkA1gS9rOI2PGS4wJANi7KUERpYIlSoRsTK3r2vtGmwf6CNiADegb9LvGwN+1wyai1ZdxvMm0m30DAAAA2+AZvpt9U581QyfWCNeYW4YcjsM1GvqeAQAAhGsAwB4I1mAPjtvw8eT8tvvSLy/fJtlm6lCMVGEdh0N7HY/3Re4AA5hrrbYpZAO26cHr56Mm0Ld9RiL2R60ROFBbqEHKEIiSgRLN9qcu07dcyrqsHUQyVsQ2D9HcLl0AYJx7d+933ig8/fguWedc27r7ypRLtPoCAAAAAJRQqi+2Wf/aaqhvV1/z3D7oLfZdb7HMAABsU8l7T/e9aQjXAIB9e/jmhUAOwksdrlHSj/efBG5QXIk22Pcd5K/fP1ufX+csM7Tcnw9fZ5Wzb3uwZw9eP786fiHM2NCNvck9VmKMsUEDbeNMUp+/cgc9NOvPdd6dc64fc01aIwAj975paPPA4XA43CpdAGC8vovf04/vkg5GHlrfGhfiaPWl2+X5RekiAAAAACyif4OardkXe7zePrkDnrusUd/a3roBAABQK+EaALAtU4MyTMKH/PYU3gGNruvHwzcvil5b+p5Tu55v5ywztFyXZt90Les7TCJoa+cPXj+/an7G/P3WLelTGxsIUMt6p/r1++eqxzzn9uac6+dek3JIuW+0eaDL7dIFAKYZSvxqBunOTdEaM3B4zS+oo9WXTjp3B1yeX5xFTcsEAACAjdC/MUD/Rlm5+2JP1zNUltxK19dboAAAAPoJ1wCAfROuwda03Z+meOv1GgEYjx4/O1s6ie/Ly7dZAsphrlqvI33fQXZ9PzhnmaHl5pbTd5hEsLSd7/Uz8vTju1H3Ns09Rap7mCn3KG33IimOx9Rz6Zj9NOW+Kde5d865fsm15XDYzr5pyhG1zQP/ELABGzTmZuX0Atp1wZ/a0VXiIhytvgAAAAAAJUztix07cHRsv+za/bGl62uAGgAA5Pfj/adqJ93QTbgGAGzTwzcvDj/efxr8G6jZcRvO3V7XCNfI6fh7jjGff4iiVMjGnw9fk5TTd5hEMNTOlwQMbMHSEIXD4Z+QgKX3MkuDBlIYux+mBqud/v1Q+ZtypD7/rhGysYV9U0Obnxp4J9wO8hOwARs19cKe4qJa8iE5Wn0BAAAAAEpo+kXH9Mem/DK3VH9sqfo2UgzM2eLgni2WGQCA7Sp1/+m+Nz1jeQBgu6IHawgeoLRHj5+dTZ3UN5egQ1g/ZGNuwJWQDSKb03e398/F04/vJoUlNPcWU0MHUt2TLD0eQ21ganDEmHWNCZPYQsjGXvZNtDYPXCdgAzZsysDfFNspLVp9+cfl+cWm05kBAAAA9G+wRSne3jBlW6WtWV8AAACmq+HZEQAYZlL9dPZZTEvf+A7Ub62QjTEhTnMmUQvZYCvmBgSk2s5Wde2fqYEDh8PN8IDT+5yl4QIlXoaSMkCibb19dao9ZGOr+yZ6mwduulW6AMBy9+7ez3Kjnmu9S0WrL4xlsg4AAACwdfo36pK7z7S2PtnaygMAAMxz59WT0kUgMc9qAACwnFAPWF/f82zX5O4py4wJ1xjaXt82vaCA2g31GaUaA7DXvqmuei2d3P/92+er458l6+oqy5Jj0ndu+/LybbYAiSnbyXH+nXOuP15mzX3TZ8m+idrmgXYCNmBHmhv/JRfMFOtYS7T6AgAAAACUkLIfdQt9srnqW3u9AQBgr/58+Fq6CCzgOQoA2Lopk5/ZjjUmFwL7kCtkY+z15TiIVMgGe7JWn1HUvqmlgQM5y5AzXGNtWwnZWHvflAgg2WubB7oJ2ICdahu0e3wxHfr3rYlWXwAAAACAEub0r265TzZHfbe6LwAAYMvGhmz8+fBVIEdFPDsBAFs3NPn54ZsXK5UElhMqAvOlDtmYE64xtL2+bQrZoDZtbfXy/OKs+Rnz92O2EaFvqq+OJQMHcmy7tnCNUtueeq7/n//8d87i9MqxbyK1eaDf7dIFANYV4eb+WLT6AgAAAACsJVr/a+r6plrfFo/DFssMAMC2PHzz4sZkkz8fvvZOYDz++6G/HcN9LwBAbGMnP1M/E8uBFO7dvd95Pvn1+2drP0LbMmODQdvCNYa211fOvmWgtNNQjea/H7x+fjVm+ehtu+/89PTju1UDIIZCBnIcqxpCxL68fNta91zn3rHn+pLhGo0c+yZ6mwf+cat0AQAAAAAAAAAAACCltoCMH+8/XZvo2Py3yY8AAKTk/hKANn2TZLsm+h4vMzZc4+GbF4MTcvvCg7qWFThEjU7DNbr0hcrQvx+efnw3GAKQQs6gga7z19IghUePn50d/yxZV1dZ1j73NttbEq5xul9q3Dd7b/PAsNulCwAAAAAAAAAAAACpPXzzonVy49CEx7ZwjrHLDv1d37oBANi+sfeL7guB3HKG/Sxdd+Rz4L279zsnBP/6/bN1Mu29u/dnXV/6ttW3vb5l+5YBtm3onNGEASwNpehab59awjWGgiJO//37t89XU9b/5eXbVYIdDof+4z0nXGOL+2avbR4YR8AGAAAAAAAAAAAAu9QVstH39128iRwAgD7CNfZpaOId1GYLz64/3n8KfS6cGrKx5PoiZAO6acc3jbnvSRU6MDYsIcdxmlr2ofCIoeWmhkmcWvO8G23f1NbmnZdgPQI2AAAAAAAAAAAA2K1mgknfh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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>
|