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zxuno1010-board/out/bom_interactive.rev.A1.html
UzixLS d16b0b5c78 add pcb rev.A1 gerber, pdf, etc...
2021-12-27 14:07:54 +03:00

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<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<meta name="viewport" content="width=device-width, initial-scale=1.0">
<title>Interactive BOM for KiCAD</title>
<style type="text/css">
:root {
--pcb-edge-color: black;
--pad-color: #878787;
--pad-hole-color: #CCCCCC;
--pad-color-highlight: #D04040;
--pad-color-highlight-both: #D0D040;
--pad-color-highlight-marked: #44a344;
--pin1-outline-color: #ffb629;
--pin1-outline-color-highlight: #ffb629;
--pin1-outline-color-highlight-both: #fcbb39;
--pin1-outline-color-highlight-marked: #fdbe41;
--silkscreen-edge-color: #aa4;
--silkscreen-polygon-color: #4aa;
--silkscreen-text-color: #4aa;
--fabrication-edge-color: #907651;
--fabrication-polygon-color: #907651;
--fabrication-text-color: #a27c24;
--track-color: #def5f1;
--track-color-highlight: #D04040;
--zone-color: #def5f1;
--zone-color-highlight: #d0404080;
}
html,
body {
margin: 0px;
height: 100%;
font-family: Verdana, sans-serif;
}
.dark.topmostdiv {
--pcb-edge-color: #eee;
--pad-color: #808080;
--pin1-outline-color: #ffa800;
--pin1-outline-color-highlight: #ccff00;
--track-color: #42524f;
--zone-color: #42524f;
background-color: #252c30;
color: #eee;
}
button {
background-color: #eee;
border: 1px solid #888;
color: black;
height: 44px;
width: 44px;
text-align: center;
text-decoration: none;
display: inline-block;
font-size: 14px;
font-weight: bolder;
}
.dark button {
/* This will be inverted */
background-color: #c3b7b5;
}
button.depressed {
background-color: #0a0;
color: white;
}
.dark button.depressed {
/* This will be inverted */
background-color: #b3b;
}
button:focus {
outline: 0;
}
button#tb-btn {
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");
}
button#lr-btn {
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");
}
button#bom-btn {
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");
}
button#bom-grouped-btn {
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");
}
button#bom-ungrouped-btn {
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");
}
button#bom-netlist-btn {
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");
}
button#copy {
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");
background-position: 6px 6px;
background-repeat: no-repeat;
background-size: 26px 26px;
border-radius: 6px;
height: 40px;
width: 40px;
margin: 10px 5px;
}
button#copy:active {
box-shadow: inset 0px 0px 5px #6c6c6c;
}
textarea.clipboard-temp {
position: fixed;
top: 0;
left: 0;
width: 2em;
height: 2em;
padding: 0;
border: None;
outline: None;
box-shadow: None;
background: transparent;
}
.left-most-button {
border-right: 0;
border-top-left-radius: 6px;
border-bottom-left-radius: 6px;
}
.middle-button {
border-right: 0;
}
.right-most-button {
border-top-right-radius: 6px;
border-bottom-right-radius: 6px;
}
.button-container {
font-size: 0;
margin: 10px 10px 10px 0px;
}
.dark .button-container {
filter: invert(1);
}
.button-container button {
background-size: 32px 32px;
background-position: 5px 5px;
background-repeat: no-repeat;
}
@media print {
.hideonprint {
display: none;
}
}
canvas {
cursor: crosshair;
}
canvas:active {
cursor: grabbing;
}
.fileinfo {
width: 100%;
max-width: 1000px;
border: none;
padding: 5px;
}
.fileinfo .title {
font-size: 20pt;
font-weight: bold;
}
.fileinfo td {
overflow: hidden;
white-space: nowrap;
max-width: 1px;
width: 50%;
text-overflow: ellipsis;
}
.bom {
border-collapse: collapse;
font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
font-size: 10pt;
table-layout: fixed;
width: 100%;
margin-top: 1px;
position: relative;
}
.bom th,
.bom td {
border: 1px solid black;
padding: 5px;
word-wrap: break-word;
text-align: center;
position: relative;
}
.dark .bom th,
.dark .bom td {
border: 1px solid #777;
}
.bom th {
background-color: #CCCCCC;
background-clip: padding-box;
}
.dark .bom th {
background-color: #3b4749;
}
.bom tr.highlighted:nth-child(n) {
background-color: #cfc;
}
.dark .bom tr.highlighted:nth-child(n) {
background-color: #226022;
}
.bom tr:nth-child(even) {
background-color: #f2f2f2;
}
.dark .bom tr:nth-child(even) {
background-color: #313b40;
}
.bom tr.checked {
color: #1cb53d;
}
.dark .bom tr.checked {
color: #2cce54;
}
.bom tr {
transition: background-color 0.2s;
}
.bom .numCol {
width: 30px;
}
.bom .value {
width: 15%;
}
.bom .quantity {
width: 65px;
}
.bom th .sortmark {
position: absolute;
right: 1px;
top: 1px;
margin-top: -5px;
border-width: 5px;
border-style: solid;
border-color: transparent transparent #221 transparent;
transform-origin: 50% 85%;
transition: opacity 0.2s, transform 0.4s;
}
.dark .bom th .sortmark {
filter: invert(1);
}
.bom th .sortmark.none {
opacity: 0;
}
.bom th .sortmark.desc {
transform: rotate(180deg);
}
.bom th:hover .sortmark.none {
opacity: 0.5;
}
.bom .bom-checkbox {
width: 30px;
position: relative;
user-select: none;
-moz-user-select: none;
}
.bom .bom-checkbox:before {
content: "";
position: absolute;
border-width: 15px;
border-style: solid;
border-color: #51829f transparent transparent transparent;
visibility: hidden;
top: -15px;
}
.bom .bom-checkbox:after {
content: "Double click to set/unset all";
position: absolute;
color: white;
top: -35px;
left: -26px;
background: #51829f;
padding: 5px 15px;
border-radius: 8px;
white-space: nowrap;
visibility: hidden;
}
.bom .bom-checkbox:hover:before,
.bom .bom-checkbox:hover:after {
visibility: visible;
transition: visibility 0.2s linear 1s;
}
.split {
-webkit-box-sizing: border-box;
-moz-box-sizing: border-box;
box-sizing: border-box;
overflow-y: auto;
overflow-x: hidden;
background-color: inherit;
}
.split.split-horizontal,
.gutter.gutter-horizontal {
height: 100%;
float: left;
}
.gutter {
background-color: #ddd;
background-repeat: no-repeat;
background-position: 50%;
transition: background-color 0.3s;
}
.dark .gutter {
background-color: #777;
}
.gutter.gutter-horizontal {
background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAeCAYAAADkftS9AAAAIklEQVQoU2M4c+bMfxAGAgYYmwGrIIiDjrELjpo5aiZeMwF+yNnOs5KSvgAAAABJRU5ErkJggg==');
cursor: ew-resize;
width: 5px;
}
.gutter.gutter-vertical {
background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAFAQMAAABo7865AAAABlBMVEVHcEzMzMzyAv2sAAAAAXRSTlMAQObYZgAAABBJREFUeF5jOAMEEAIEEFwAn3kMwcB6I2AAAAAASUVORK5CYII=');
cursor: ns-resize;
height: 5px;
}
.searchbox {
float: left;
height: 40px;
margin: 10px 5px;
padding: 12px 32px;
font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
font-size: 18px;
box-sizing: border-box;
border: 1px solid #888;
border-radius: 6px;
outline: none;
background-color: #eee;
transition: background-color 0.2s, border 0.2s;
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;
}
.dark .searchbox {
background-color: #111;
color: #eee;
}
.searchbox::placeholder {
color: #ccc;
}
.dark .searchbox::placeholder {
color: #666;
}
.filter {
width: calc(60% - 64px);
}
.reflookup {
width: calc(40% - 10px);
}
input[type=text]:focus {
background-color: white;
border: 1px solid #333;
}
.dark input[type=text]:focus {
background-color: #333;
border: 1px solid #ccc;
}
mark.highlight {
background-color: #5050ff;
color: #fff;
padding: 2px;
border-radius: 6px;
}
.dark mark.highlight {
background-color: #76a6da;
color: #111;
}
.menubtn {
background-color: white;
border: none;
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
background-position: center;
background-repeat: no-repeat;
}
.statsbtn {
background-color: white;
border: none;
background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
background-position: center;
background-repeat: no-repeat;
}
.iobtn {
background-color: white;
border: none;
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
background-position: center;
background-repeat: no-repeat;
}
.visbtn {
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E");
background-position: center;
background-repeat: no-repeat;
padding: 15px;
}
#vismenu-content {
left: 0px;
font-family: Verdana, sans-serif;
}
.dark .statsbtn,
.dark .savebtn,
.dark .menubtn,
.dark .iobtn,
.dark .visbtn {
filter: invert(1);
}
.flexbox {
display: flex;
align-items: center;
justify-content: space-between;
width: 100%;
}
.savebtn {
background-color: #d6d6d6;
width: auto;
height: 30px;
flex-grow: 1;
margin: 5px;
border-radius: 4px;
}
.savebtn:active {
background-color: #0a0;
color: white;
}
.dark .savebtn:active {
/* This will be inverted */
background-color: #b3b;
}
.stats {
border-collapse: collapse;
font-size: 12pt;
table-layout: fixed;
width: 100%;
min-width: 450px;
}
.dark .stats td {
border: 1px solid #bbb;
}
.stats td {
border: 1px solid black;
padding: 5px;
word-wrap: break-word;
text-align: center;
position: relative;
}
#checkbox-stats div {
position: absolute;
left: 0;
top: 0;
height: 100%;
width: 100%;
display: flex;
align-items: center;
justify-content: center;
}
#checkbox-stats .bar {
background-color: rgba(28, 251, 0, 0.6);
}
.menu {
position: relative;
display: inline-block;
margin: 10px 10px 10px 0px;
}
.menu-content {
font-size: 12pt !important;
text-align: left !important;
font-weight: normal !important;
display: none;
position: absolute;
background-color: white;
right: 0;
min-width: 300px;
box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
z-index: 100;
padding: 8px;
}
.dark .menu-content {
background-color: #111;
}
.menu:hover .menu-content {
display: block;
}
.menu:hover .menubtn,
.menu:hover .iobtn,
.menu:hover .statsbtn {
background-color: #eee;
}
.menu-label {
display: inline-block;
padding: 8px;
border: 1px solid #ccc;
border-top: 0;
width: calc(100% - 18px);
}
.menu-label-top {
border-top: 1px solid #ccc;
}
.menu-textbox {
float: left;
height: 24px;
margin: 10px 5px;
padding: 5px 5px;
font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
font-size: 14px;
box-sizing: border-box;
border: 1px solid #888;
border-radius: 4px;
outline: none;
background-color: #eee;
transition: background-color 0.2s, border 0.2s;
width: calc(100% - 10px);
}
.menu-textbox.invalid,
.dark .menu-textbox.invalid {
color: red;
}
.dark .menu-textbox {
background-color: #222;
color: #eee;
}
.radio-container {
margin: 4px;
}
.topmostdiv {
width: 100%;
height: 100%;
background-color: white;
transition: background-color 0.3s;
}
#top {
height: 78px;
border-bottom: 2px solid black;
}
.dark #top {
border-bottom: 2px solid #ccc;
}
#dbg {
display: block;
}
::-webkit-scrollbar {
width: 8px;
}
::-webkit-scrollbar-track {
background: #aaa;
}
::-webkit-scrollbar-thumb {
background: #666;
border-radius: 3px;
}
::-webkit-scrollbar-thumb:hover {
background: #555;
}
.slider {
-webkit-appearance: none;
width: 100%;
margin: 3px 0;
padding: 0;
outline: none;
opacity: 0.7;
-webkit-transition: .2s;
transition: opacity .2s;
border-radius: 3px;
}
.slider:hover {
opacity: 1;
}
.slider:focus {
outline: none;
}
.slider::-webkit-slider-runnable-track {
-webkit-appearance: none;
width: 100%;
height: 8px;
background: #d3d3d3;
border-radius: 3px;
border: none;
}
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-webkit-appearance: none;
width: 15px;
height: 15px;
border-radius: 50%;
background: #0a0;
cursor: pointer;
margin-top: -4px;
}
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background: #3d3;
}
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width: 15px;
height: 15px;
border-radius: 50%;
background: #0a0;
cursor: pointer;
}
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background: #d3d3d3;
border-radius: 3px;
}
.dark .slider::-moz-range-thumb {
background: #3d3;
}
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width: 100%;
height: 8px;
border-width: 3px 0;
background: transparent;
border-color: transparent;
color: transparent;
transition: opacity .2s;
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background: #d3d3d3;
border: none;
border-radius: 3px;
}
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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;
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border: 1px dashed #9f9fda !important;
background-color: #edf2f7 !important;
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left: 0;
width: calc(100% - 4px);
position: absolute;
cursor: pointer;
user-select: none;
height: 100%;
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right: 0;
width: 4px;
position: absolute;
cursor: col-resize;
user-select: none;
height: 100%;
}
.column-width-handle:hover {
background-color: #4f99bd;
}
</style>
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///////////////////////////////////////////////
/*
Split.js - v1.3.5
MIT License
https://github.com/nathancahill/Split.js
*/
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///////////////////////////////////////////////
///////////////////////////////////////////////
// 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
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///////////////////////////////////////////////
///////////////////////////////////////////////
/*!
* PEP v0.4.3 | https://github.com/jquery/PEP
* Copyright jQuery Foundation and other contributors | http://jquery.org/license
*/
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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, "fields": ["Value", "Footprint"], "dark_mode": false, "bom_view": "left-right", "board_rotation": 0, "checkboxes": "Sourced,Placed", "show_silkscreen": true, "show_pads": true, "layer_view": "FB"}
///////////////////////////////////////////////
///////////////////////////////////////////////
var pcbdata = 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"))
///////////////////////////////////////////////
///////////////////////////////////////////////
/* Utility functions */
var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
pcbdata.metadata.revision + '__#';
var storage;
function initStorage(key) {
try {
window.localStorage.getItem("blank");
storage = window.localStorage;
} catch (e) {
// localStorage not available
}
if (!storage) {
try {
window.sessionStorage.getItem("blank");
storage = window.sessionStorage;
} catch (e) {
// sessionStorage also not available
}
}
}
function readStorage(key) {
if (storage) {
return storage.getItem(storagePrefix + key);
} else {
return null;
}
}
function writeStorage(key, value) {
if (storage) {
storage.setItem(storagePrefix + key, value);
}
}
function fancyDblClickHandler(el, onsingle, ondouble) {
return function() {
if (el.getAttribute("data-dblclick") == null) {
el.setAttribute("data-dblclick", 1);
setTimeout(function() {
if (el.getAttribute("data-dblclick") == 1) {
onsingle();
}
el.removeAttribute("data-dblclick");
}, 200);
} else {
el.removeAttribute("data-dblclick");
ondouble();
}
}
}
function smoothScrollToRow(rowid) {
document.getElementById(rowid).scrollIntoView({
behavior: "smooth",
block: "center",
inline: "nearest"
});
}
function focusInputField(input) {
input.scrollIntoView(false);
input.focus();
input.select();
}
function 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.*)?$", "");
if (config.fields.includes("Value")) {
var index = config.fields.indexOf("Value");
pcbdata.bom["parsedValues"] = {};
for (var id in pcbdata.bom.fields) {
pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index])
}
}
}
function parseValue(val, ref) {
var inferUnit = (unit, ref) => {
if (unit) {
unit = unit.toLowerCase();
if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
unit = 'r';
}
unit = unit[0];
} else {
ref = /^([a-z]+)\d+$/i.exec(ref);
if (ref) {
ref = ref[1].toLowerCase();
if (ref == "c") unit = 'f';
else if (ref == "l") unit = 'h';
else if (ref == "r" || ref == "rv") unit = 'r';
else unit = null;
}
}
return unit;
};
val = val.replace(/,/g, "");
var match = units.valueRegex.exec(val);
var unit;
if (match) {
val = parseFloat(match[1]);
if (match[2]) {
val = val * units.getMultiplier(match[2]);
}
unit = inferUnit(match[3], ref);
if (!unit) return null;
else return {
val: val,
unit: unit,
extra: match[4],
}
}
match = units.valueAltRegex.exec(val);
if (match && (match[1] || match[4])) {
val = parseFloat(match[1] + "." + match[4]);
if (match[3]) {
val = val * units.getMultiplier(match[3]);
}
unit = inferUnit(match[2], ref);
if (!unit) return null;
else return {
val: val,
unit: unit,
extra: match[5],
}
}
return null;
}
function valueCompare(a, b, stra, strb) {
if (a === null && b === null) {
// Failed to parse both values, compare them as strings.
if (stra != strb) return stra > strb ? 1 : -1;
else return 0;
} else if (a === null) {
return 1;
} else if (b === null) {
return -1;
} else {
if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
else if (a.val != b.val) return a.val > b.val ? 1 : -1;
else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
else return 0;
}
}
function validateSaveImgDimension(element) {
var valid = false;
var intValue = 0;
if (/^[1-9]\d*$/.test(element.value)) {
intValue = parseInt(element.value);
if (intValue <= 16000) {
valid = true;
}
}
if (valid) {
element.classList.remove("invalid");
} else {
element.classList.add("invalid");
}
return intValue;
}
function saveImage(layer) {
var width = validateSaveImgDimension(document.getElementById("render-save-width"));
var height = validateSaveImgDimension(document.getElementById("render-save-height"));
var bgcolor = null;
if (!document.getElementById("render-save-transparent").checked) {
var style = getComputedStyle(topmostdiv);
bgcolor = style.getPropertyValue("background-color");
}
if (!width || !height) return;
// Prepare image
var canvas = document.createElement("canvas");
var layerdict = {
transform: {
x: 0,
y: 0,
s: 1,
panx: 0,
pany: 0,
zoom: 1,
},
bg: canvas,
fab: canvas,
silk: canvas,
highlight: canvas,
layer: layer,
}
// Do the rendering
recalcLayerScale(layerdict, width, height);
prepareLayer(layerdict);
clearCanvas(canvas, bgcolor);
drawBackground(layerdict, false);
drawHighlightsOnLayer(layerdict, false);
// Save image
var imgdata = canvas.toDataURL("image/png");
var filename = pcbdata.metadata.title;
if (pcbdata.metadata.revision) {
filename += `.${pcbdata.metadata.revision}`;
}
filename += `.${layer}.png`;
saveFile(filename, dataURLtoBlob(imgdata));
}
function saveSettings() {
var data = {
type: "InteractiveHtmlBom settings",
version: 1,
pcbmetadata: pcbdata.metadata,
settings: settings,
}
var blob = new Blob([JSON.stringify(data, null, 4)], {
type: "application/json"
});
saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
}
function loadSettings() {
var input = document.createElement("input");
input.type = "file";
input.accept = ".settings.json";
input.onchange = function(e) {
var file = e.target.files[0];
var reader = new FileReader();
reader.onload = readerEvent => {
var content = readerEvent.target.result;
var newSettings;
try {
newSettings = JSON.parse(content);
} catch (e) {
alert("Selected file is not InteractiveHtmlBom settings file.");
return;
}
if (newSettings.type != "InteractiveHtmlBom settings") {
alert("Selected file is not InteractiveHtmlBom settings file.");
return;
}
var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
if (metadataMatches) {
for (var k in pcbdata.metadata) {
if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
metadataMatches = false;
}
}
}
if (!metadataMatches) {
var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
if (!confirm(
`Settins file metadata does not match current metadata.\n\n` +
`Page metadata:\n${currentMetadata}\n\n` +
`Settings file metadata:\n${fileMetadata}\n\n` +
`Press OK if you would like to import settings anyway.`)) {
return;
}
}
overwriteSettings(newSettings.settings);
}
reader.readAsText(file, 'UTF-8');
}
input.click();
}
function overwriteSettings(newSettings) {
initDone = false;
Object.assign(settings, newSettings);
writeStorage("bomlayout", settings.bomlayout);
writeStorage("bommode", settings.bommode);
writeStorage("canvaslayout", settings.canvaslayout);
writeStorage("bomCheckboxes", settings.checkboxes.join(","));
document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
for (var checkbox of settings.checkboxes) {
writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
}
writeStorage("markWhenChecked", settings.markWhenChecked);
padsVisible(settings.renderPads);
document.getElementById("padsCheckbox").checked = settings.renderPads;
fabricationVisible(settings.renderFabrication);
document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
silkscreenVisible(settings.renderSilkscreen);
document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
referencesVisible(settings.renderReferences);
document.getElementById("referencesCheckbox").checked = settings.renderReferences;
valuesVisible(settings.renderValues);
document.getElementById("valuesCheckbox").checked = settings.renderValues;
tracksVisible(settings.renderTracks);
document.getElementById("tracksCheckbox").checked = settings.renderTracks;
zonesVisible(settings.renderZones);
document.getElementById("zonesCheckbox").checked = settings.renderZones;
dnpOutline(settings.renderDnpOutline);
document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
setRedrawOnDrag(settings.redrawOnDrag);
document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
setDarkMode(settings.darkMode);
document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
setHighlightPin1(settings.highlightpin1);
document.getElementById("highlightpin1Checkbox").checked = settings.highlightpin1;
showFootprints(settings.show_footprints);
writeStorage("boardRotation", settings.boardRotation);
document.getElementById("boardRotation").value = settings.boardRotation / 5;
document.getElementById("rotationDegree").textContent = settings.boardRotation;
initDone = true;
prepCheckboxes();
changeBomLayout(settings.bomlayout);
}
function saveFile(filename, blob) {
var link = document.createElement("a");
var objurl = URL.createObjectURL(blob);
link.download = filename;
link.href = objurl;
link.click();
}
function dataURLtoBlob(dataurl) {
var arr = dataurl.split(','),
mime = arr[0].match(/:(.*?);/)[1],
bstr = atob(arr[1]),
n = bstr.length,
u8arr = new Uint8Array(n);
while (n--) {
u8arr[n] = bstr.charCodeAt(n);
}
return new Blob([u8arr], {
type: mime
});
}
var settings = {
canvaslayout: "default",
bomlayout: "default",
bommode: "grouped",
checkboxes: [],
checkboxStoredRefs: {},
darkMode: false,
highlightpin1: false,
redrawOnDrag: true,
boardRotation: 0,
renderPads: true,
renderReferences: true,
renderValues: true,
renderSilkscreen: true,
renderFabrication: true,
renderDnpOutline: false,
renderTracks: true,
renderZones: true,
columnOrder: [],
hiddenColumns: [],
}
function initDefaults() {
settings.bomlayout = readStorage("bomlayout");
if (settings.bomlayout === null) {
settings.bomlayout = config.bom_view;
}
if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
settings.bomlayout = config.bom_view;
}
settings.bommode = readStorage("bommode");
if (settings.bommode === null) {
settings.bommode = "grouped";
}
if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
settings.bommode = "grouped";
}
settings.canvaslayout = readStorage("canvaslayout");
if (settings.canvaslayout === null) {
settings.canvaslayout = config.layer_view;
}
var bomCheckboxes = readStorage("bomCheckboxes");
if (bomCheckboxes === null) {
bomCheckboxes = config.checkboxes;
}
settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
document.getElementById("bomCheckboxes").value = bomCheckboxes;
settings.markWhenChecked = readStorage("markWhenChecked") || "";
populateMarkWhenCheckedOptions();
function initBooleanSetting(storageString, def, elementId, func) {
var b = readStorage(storageString);
if (b === null) {
b = def;
} else {
b = (b == "true");
}
document.getElementById(elementId).checked = b;
func(b);
}
initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
if ("tracks" in pcbdata) {
initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
} else {
document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
tracksVisible(false);
zonesVisible(false);
}
initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);
initBooleanSetting("highlightpin1", config.highlight_pin1, "highlightpin1Checkbox", setHighlightPin1);
var fields = ["checkboxes", "References"].concat(config.fields).concat(["Quantity"]);
var hcols = JSON.parse(readStorage("hiddenColumns"));
if (hcols === null) {
hcols = [];
}
settings.hiddenColumns = hcols.filter(e => fields.includes(e));
var cord = JSON.parse(readStorage("columnOrder"));
if (cord === null) {
cord = fields;
} else {
cord = cord.filter(e => fields.includes(e));
if (cord.length != fields.length)
cord = fields;
}
settings.columnOrder = cord;
settings.boardRotation = readStorage("boardRotation");
if (settings.boardRotation === null) {
settings.boardRotation = config.board_rotation * 5;
} else {
settings.boardRotation = parseInt(settings.boardRotation);
}
document.getElementById("boardRotation").value = settings.boardRotation / 5;
document.getElementById("rotationDegree").textContent = settings.boardRotation;
}
// Helper classes for user js callbacks.
const IBOM_EVENT_TYPES = {
ALL: "all",
HIGHLIGHT_EVENT: "highlightEvent",
CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
}
const EventHandler = {
callbacks: {},
init: function() {
for (eventType of Object.values(IBOM_EVENT_TYPES))
this.callbacks[eventType] = [];
},
registerCallback: function(eventType, callback) {
this.callbacks[eventType].push(callback);
},
emitEvent: function(eventType, eventArgs) {
event = {
eventType: eventType,
args: eventArgs,
}
var callback;
for (callback of this.callbacks[eventType])
callback(event);
for (callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
callback(event);
}
}
EventHandler.init();
///////////////////////////////////////////////
///////////////////////////////////////////////
/* PCB rendering code */
var emptyContext2d = document.createElement("canvas").getContext("2d");
function deg2rad(deg) {
return deg * Math.PI / 180;
}
function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
var point = [
linepoint[0] * text.width + offsetx,
linepoint[1] * text.height + offsety
];
// This approximates pcbnew behavior with how text tilts depending on horizontal justification
point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
return point;
}
function drawText(ctx, text, color) {
if ("ref" in text && !settings.renderReferences) return;
if ("val" in text && !settings.renderValues) return;
ctx.save();
ctx.fillStyle = color;
ctx.strokeStyle = color;
ctx.lineCap = "round";
ctx.lineJoin = "round";
ctx.lineWidth = text.thickness;
if ("svgpath" in text) {
ctx.stroke(new Path2D(text.svgpath));
ctx.restore();
return;
}
ctx.translate(...text.pos);
ctx.translate(text.thickness * 0.5, 0);
var angle = -text.angle;
if (text.attr.includes("mirrored")) {
ctx.scale(-1, 1);
angle = -angle;
}
var tilt = 0;
if (text.attr.includes("italic")) {
tilt = 0.125;
}
var interline = text.height * 1.5 + text.thickness;
var txt = text.text.split("\n");
// KiCad ignores last empty line.
if (txt[txt.length - 1] == '') txt.pop();
ctx.rotate(deg2rad(angle));
var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
for (var i in txt) {
var lineWidth = text.thickness + interline / 2 * tilt;
for (var j = 0; j < txt[i].length; j++) {
if (txt[i][j] == '\t') {
var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
lineWidth += fourSpaces - lineWidth % fourSpaces;
} else {
if (txt[i][j] == '~') {
j++;
if (j == txt[i].length)
break;
}
lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
}
}
var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
var inOverbar = false;
for (var j = 0; j < txt[i].length; j++) {
if (txt[i][j] == '\t') {
var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
offsetx += fourSpaces - offsetx % fourSpaces;
continue;
} else if (txt[i][j] == '~') {
j++;
if (j == txt[i].length)
break;
if (txt[i][j] != '~') {
inOverbar = !inOverbar;
}
}
var glyph = pcbdata.font_data[txt[i][j]];
if (inOverbar) {
var overbarStart = [offsetx, -text.height * 1.4 + offsety];
var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];
if (!lastHadOverbar) {
overbarStart[0] += text.height * 1.4 * tilt;
lastHadOverbar = true;
}
ctx.beginPath();
ctx.moveTo(...overbarStart);
ctx.lineTo(...overbarEnd);
ctx.stroke();
} else {
lastHadOverbar = false;
}
for (var line of glyph.l) {
ctx.beginPath();
ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
for (var k = 1; k < line.length; k++) {
ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
}
ctx.stroke();
}
offsetx += glyph.w * text.width;
}
offsety += interline;
}
ctx.restore();
}
function drawedge(ctx, scalefactor, edge, color) {
ctx.strokeStyle = color;
ctx.fillStyle = color;
ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
ctx.lineCap = "round";
ctx.lineJoin = "round";
if ("svgpath" in edge) {
ctx.stroke(new Path2D(edge.svgpath));
} else {
ctx.beginPath();
if (edge.type == "segment") {
ctx.moveTo(...edge.start);
ctx.lineTo(...edge.end);
}
if (edge.type == "rect") {
ctx.moveTo(...edge.start);
ctx.lineTo(edge.start[0], edge.end[1]);
ctx.lineTo(...edge.end);
ctx.lineTo(edge.end[0], edge.start[1]);
ctx.lineTo(...edge.start);
}
if (edge.type == "arc") {
ctx.arc(
...edge.start,
edge.radius,
deg2rad(edge.startangle),
deg2rad(edge.endangle));
}
if (edge.type == "circle") {
ctx.arc(
...edge.start,
edge.radius,
0, 2 * Math.PI);
ctx.closePath();
}
if (edge.type == "curve") {
ctx.moveTo(...edge.start);
ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
}
if("filled" in edge && edge.filled)
ctx.fill();
else
ctx.stroke();
}
}
function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
// chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
var path = new Path2D();
var width = size[0];
var height = size[1];
var x = width * -0.5;
var y = height * -0.5;
var chamfOffset = Math.min(width, height) * chamfratio;
path.moveTo(x, 0);
if (chamfpos & 4) {
path.lineTo(x, y + height - chamfOffset);
path.lineTo(x + chamfOffset, y + height);
path.lineTo(0, y + height);
} else {
path.arcTo(x, y + height, x + width, y + height, radius);
}
if (chamfpos & 8) {
path.lineTo(x + width - chamfOffset, y + height);
path.lineTo(x + width, y + height - chamfOffset);
path.lineTo(x + width, 0);
} else {
path.arcTo(x + width, y + height, x + width, y, radius);
}
if (chamfpos & 2) {
path.lineTo(x + width, y + chamfOffset);
path.lineTo(x + width - chamfOffset, y);
path.lineTo(0, y);
} else {
path.arcTo(x + width, y, x, y, radius);
}
if (chamfpos & 1) {
path.lineTo(x + chamfOffset, y);
path.lineTo(x, y + chamfOffset);
path.lineTo(x, 0);
} else {
path.arcTo(x, y, x, y + height, radius);
}
path.closePath();
return path;
}
function getOblongPath(size) {
return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
}
function getPolygonsPath(shape) {
if (shape.path2d) {
return shape.path2d;
}
if ("svgpath" in shape) {
shape.path2d = new Path2D(shape.svgpath);
} else {
var path = new Path2D();
for (var polygon of shape.polygons) {
path.moveTo(...polygon[0]);
for (var i = 1; i < polygon.length; i++) {
path.lineTo(...polygon[i]);
}
path.closePath();
}
shape.path2d = path;
}
return shape.path2d;
}
function drawPolygonShape(ctx, scalefactor, shape, color) {
ctx.save();
if (!("svgpath" in shape)) {
ctx.translate(...shape.pos);
ctx.rotate(deg2rad(-shape.angle));
}
if("filled" in shape && !shape.filled) {
ctx.strokeStyle = color;
ctx.lineWidth = Math.max(1 / scalefactor, shape.width);
ctx.lineCap = "round";
ctx.lineJoin = "round";
ctx.stroke(getPolygonsPath(shape));
} else {
ctx.fillStyle = color;
ctx.fill(getPolygonsPath(shape));
}
ctx.restore();
}
function drawDrawing(ctx, scalefactor, drawing, color) {
if (["segment", "arc", "circle", "curve", "rect"].includes(drawing.type)) {
drawedge(ctx, scalefactor, drawing, color);
} else if (drawing.type == "polygon") {
drawPolygonShape(ctx, scalefactor, drawing, color);
} else {
drawText(ctx, drawing, color);
}
}
function getCirclePath(radius) {
var path = new Path2D();
path.arc(0, 0, radius, 0, 2 * Math.PI);
path.closePath();
return path;
}
function getCachedPadPath(pad) {
if (!pad.path2d) {
// if path2d is not set, build one and cache it on pad object
if (pad.shape == "rect") {
pad.path2d = new Path2D();
pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
} else if (pad.shape == "oval") {
pad.path2d = getOblongPath(pad.size);
} else if (pad.shape == "circle") {
pad.path2d = getCirclePath(pad.size[0] / 2);
} else if (pad.shape == "roundrect") {
pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
} else if (pad.shape == "chamfrect") {
pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
} else if (pad.shape == "custom") {
pad.path2d = getPolygonsPath(pad);
}
}
return pad.path2d;
}
function drawPad(ctx, pad, color, outline) {
ctx.save();
ctx.translate(...pad.pos);
ctx.rotate(deg2rad(pad.angle));
if (pad.offset) {
ctx.translate(...pad.offset);
}
ctx.fillStyle = color;
ctx.strokeStyle = color;
var path = getCachedPadPath(pad);
if (outline) {
ctx.stroke(path);
} else {
ctx.fill(path);
}
ctx.restore();
}
function drawPadHole(ctx, pad, padHoleColor) {
if (pad.type != "th") return;
ctx.save();
ctx.translate(...pad.pos);
ctx.rotate(deg2rad(pad.angle));
ctx.fillStyle = padHoleColor;
if (pad.drillshape == "oblong") {
ctx.fill(getOblongPath(pad.drillsize));
} else {
ctx.fill(getCirclePath(pad.drillsize[0] / 2));
}
ctx.restore();
}
function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, outline) {
if (highlight) {
// draw bounding box
if (footprint.layer == layer) {
ctx.save();
ctx.globalAlpha = 0.2;
ctx.translate(...footprint.bbox.pos);
ctx.rotate(deg2rad(-footprint.bbox.angle));
ctx.translate(...footprint.bbox.relpos);
ctx.fillStyle = colors.pad;
ctx.fillRect(0, 0, ...footprint.bbox.size);
ctx.globalAlpha = 1;
ctx.strokeStyle = colors.pad;
ctx.strokeRect(0, 0, ...footprint.bbox.size);
ctx.restore();
}
}
// draw drawings
for (var drawing of footprint.drawings) {
if (drawing.layer == layer) {
drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad);
}
}
// draw pads
if (settings.renderPads) {
for (var pad of footprint.pads) {
if (pad.layers.includes(layer)) {
drawPad(ctx, pad, colors.pad, outline);
if (pad.pin1 && settings.highlightpin1) {
drawPad(ctx, pad, colors.outline, true);
}
}
}
for (var pad of footprint.pads) {
drawPadHole(ctx, pad, colors.padHole);
}
}
}
function drawEdgeCuts(canvas, scalefactor) {
var ctx = canvas.getContext("2d");
var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
for (var edge of pcbdata.edges) {
drawDrawing(ctx, scalefactor, edge, edgecolor);
}
}
function drawFootprints(canvas, layer, scalefactor, highlight) {
var ctx = canvas.getContext("2d");
ctx.lineWidth = 3 / scalefactor;
var style = getComputedStyle(topmostdiv);
var colors = {
pad: style.getPropertyValue('--pad-color'),
padHole: style.getPropertyValue('--pad-hole-color'),
outline: style.getPropertyValue('--pin1-outline-color'),
}
for (var i = 0; i < pcbdata.footprints.length; i++) {
var mod = pcbdata.footprints[i];
var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
var h = highlightedFootprints.includes(i);
var d = markedFootprints.has(i);
if (highlight) {
if(h && d) {
colors.pad = style.getPropertyValue('--pad-color-highlight-both');
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-both');
} else if (h) {
colors.pad = style.getPropertyValue('--pad-color-highlight');
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight');
} else if (d) {
colors.pad = style.getPropertyValue('--pad-color-highlight-marked');
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-marked');
}
}
if( h || d || !highlight) {
drawFootprint(ctx, layer, scalefactor, mod, colors, highlight, outline);
}
}
}
function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
var ctx = canvas.getContext("2d");
for (var d of pcbdata.drawings[layername][layer]) {
if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
drawedge(ctx, scalefactor, d, edgeColor);
} else if (d.type == "polygon") {
drawPolygonShape(ctx, scalefactor, d, polygonColor);
} else {
drawText(ctx, d, textColor);
}
}
}
function drawTracks(canvas, layer, color, highlight) {
ctx = canvas.getContext("2d");
ctx.strokeStyle = color;
ctx.lineCap = "round";
for (var track of pcbdata.tracks[layer]) {
if (highlight && highlightedNet != track.net) continue;
ctx.lineWidth = track.width;
ctx.beginPath();
if ('radius' in track) {
ctx.arc(
...track.center,
track.radius,
deg2rad(track.startangle),
deg2rad(track.endangle));
} else {
ctx.moveTo(...track.start);
ctx.lineTo(...track.end);
}
ctx.stroke();
}
}
function drawZones(canvas, layer, color, highlight) {
ctx = canvas.getContext("2d");
ctx.strokeStyle = color;
ctx.fillStyle = color;
ctx.lineJoin = "round";
for (var zone of pcbdata.zones[layer]) {
if (!zone.path2d) {
zone.path2d = getPolygonsPath(zone);
}
if (highlight && highlightedNet != zone.net) continue;
ctx.fill(zone.path2d);
if (zone.width > 0) {
ctx.lineWidth = zone.width;
ctx.stroke(zone.path2d);
}
}
}
function clearCanvas(canvas, color = null) {
var ctx = canvas.getContext("2d");
ctx.save();
ctx.setTransform(1, 0, 0, 1, 0, 0);
if (color) {
ctx.fillStyle = color;
ctx.fillRect(0, 0, canvas.width, canvas.height);
} else {
if (!window.matchMedia("print").matches)
ctx.clearRect(0, 0, canvas.width, canvas.height);
}
ctx.restore();
}
function drawNets(canvas, layer, highlight) {
var style = getComputedStyle(topmostdiv);
if (settings.renderTracks) {
var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
drawTracks(canvas, layer, trackColor, highlight);
}
if (settings.renderZones) {
var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
drawZones(canvas, layer, zoneColor, highlight);
}
if (highlight && settings.renderPads) {
var padColor = style.getPropertyValue('--pad-color-highlight');
var padHoleColor = style.getPropertyValue('--pad-hole-color');
var ctx = canvas.getContext("2d");
for (var footprint of pcbdata.footprints) {
// draw pads
var padDrawn = false;
for (var pad of footprint.pads) {
if (highlightedNet != pad.net) continue;
if (pad.layers.includes(layer)) {
drawPad(ctx, pad, padColor, false);
padDrawn = true;
}
}
if (padDrawn) {
// redraw all pad holes because some pads may overlap
for (var pad of footprint.pads) {
drawPadHole(ctx, pad, padHoleColor);
}
}
}
}
}
function drawHighlightsOnLayer(canvasdict, clear = true) {
if (clear) {
clearCanvas(canvasdict.highlight);
}
if (markedFootprints.size > 0 || highlightedFootprints.length > 0) {
drawFootprints(canvasdict.highlight, canvasdict.layer,
canvasdict.transform.s * canvasdict.transform.zoom, true);
}
if (highlightedNet !== null) {
drawNets(canvasdict.highlight, canvasdict.layer, true);
}
}
function drawHighlights() {
drawHighlightsOnLayer(allcanvas.front);
drawHighlightsOnLayer(allcanvas.back);
}
function drawBackground(canvasdict, clear = true) {
if (clear) {
clearCanvas(canvasdict.bg);
clearCanvas(canvasdict.fab);
clearCanvas(canvasdict.silk);
}
drawNets(canvasdict.bg, canvasdict.layer, false);
drawFootprints(canvasdict.bg, canvasdict.layer,
canvasdict.transform.s * canvasdict.transform.zoom, false);
drawEdgeCuts(canvasdict.bg, canvasdict.transform.s * canvasdict.transform.zoom);
var style = getComputedStyle(topmostdiv);
var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
var textColor = style.getPropertyValue('--silkscreen-text-color');
if (settings.renderSilkscreen) {
drawBgLayer(
"silkscreen", canvasdict.silk, canvasdict.layer,
canvasdict.transform.s * canvasdict.transform.zoom,
edgeColor, polygonColor, textColor);
}
edgeColor = style.getPropertyValue('--fabrication-edge-color');
polygonColor = style.getPropertyValue('--fabrication-polygon-color');
textColor = style.getPropertyValue('--fabrication-text-color');
if (settings.renderFabrication) {
drawBgLayer(
"fabrication", canvasdict.fab, canvasdict.layer,
canvasdict.transform.s * canvasdict.transform.zoom,
edgeColor, polygonColor, textColor);
}
}
function prepareCanvas(canvas, flip, transform) {
var ctx = canvas.getContext("2d");
ctx.setTransform(1, 0, 0, 1, 0, 0);
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 modulo(n, mod) {
return ((n % mod) + mod) % mod;
}
function pointWithinDistanceToArc(x, y, xc, yc, radius, startangle, endangle, d) {
var dx = x - xc;
var dy = y - yc;
var r_sq = dx * dx + dy * dy;
var rmin = Math.max(0, radius - d);
var rmax = radius + d;
if (r_sq < rmin * rmin || r_sq > rmax * rmax)
return false;
var angle1 = modulo(deg2rad(startangle), 2 * Math.PI);
var dx1 = xc + radius * Math.cos(angle1) - x;
var dy1 = yc + radius * Math.sin(angle1) - y;
if (dx1 * dx1 + dy1 * dy1 <= d * d)
return true;
var angle2 = modulo(deg2rad(endangle), 2 * Math.PI);
var dx2 = xc + radius * Math.cos(angle2) - x;
var dy2 = yc + radius * Math.sin(angle2) - y;
if (dx2 * dx2 + dy2 * dy2 <= d * d)
return true;
var angle = modulo(Math.atan2(dy, dx), 2 * Math.PI);
if (angle1 > angle2)
return (angle >= angle2 || angle <= angle1);
else
return (angle >= angle1 && angle <= angle2);
}
function pointWithinPad(x, y, pad) {
var v = [x - pad.pos[0], y - pad.pos[1]];
v = rotateVector(v, -pad.angle);
if (pad.offset) {
v[0] -= pad.offset[0];
v[1] -= pad.offset[1];
}
return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
}
function netHitScan(layer, x, y) {
// Check track segments
if (settings.renderTracks && pcbdata.tracks) {
for (var track of pcbdata.tracks[layer]) {
if ('radius' in track) {
if (pointWithinDistanceToArc(x, y, ...track.center, track.radius, track.startangle, track.endangle, track.width / 2)) {
return track.net;
}
} else {
if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
return track.net;
}
}
}
}
// Check pads
if (settings.renderPads) {
for (var footprint of pcbdata.footprints) {
for (var pad of footprint.pads) {
if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
return pad.net;
}
}
}
}
return null;
}
function pointWithinFootprintBbox(x, y, bbox) {
var v = [x - bbox.pos[0], y - bbox.pos[1]];
v = rotateVector(v, bbox.angle);
return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
}
function bboxHitScan(layer, x, y) {
var result = [];
for (var i = 0; i < pcbdata.footprints.length; i++) {
var footprint = pcbdata.footprints[i];
if (footprint.layer == layer) {
if (pointWithinFootprintBbox(x, y, footprint.bbox)) {
result.push(i);
}
}
}
return result;
}
function handlePointerDown(e, layerdict) {
if (e.button != 0 && e.button != 1) {
return;
}
e.preventDefault();
e.stopPropagation();
if (!e.hasOwnProperty("offsetX")) {
// The polyfill doesn't set this properly
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
e.offsetY = e.pageY - e.currentTarget.offsetTop;
}
layerdict.pointerStates[e.pointerId] = {
distanceTravelled: 0,
lastX: e.offsetX,
lastY: e.offsetY,
downTime: Date.now(),
};
}
function handleMouseClick(e, layerdict) {
if (!e.hasOwnProperty("offsetX")) {
// The polyfill doesn't set this properly
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
e.offsetY = e.pageY - e.currentTarget.offsetTop;
}
var x = e.offsetX;
var y = e.offsetY;
var t = layerdict.transform;
if (layerdict.layer == "B") {
x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
} else {
x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
}
y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
var v = rotateVector([x, y], -settings.boardRotation);
if ("nets" in pcbdata) {
var net = netHitScan(layerdict.layer, ...v);
if (net !== highlightedNet) {
netClicked(net);
}
}
if (highlightedNet === null) {
var footprints = bboxHitScan(layerdict.layer, ...v);
if (footprints.length > 0) {
footprintsClicked(footprints);
}
}
}
function handlePointerLeave(e, layerdict) {
e.preventDefault();
e.stopPropagation();
if (!settings.redrawOnDrag) {
redrawCanvas(layerdict);
}
delete layerdict.pointerStates[e.pointerId];
}
function resetTransform(layerdict) {
layerdict.transform.panx = 0;
layerdict.transform.pany = 0;
layerdict.transform.zoom = 1;
redrawCanvas(layerdict);
}
function handlePointerUp(e, layerdict) {
if (!e.hasOwnProperty("offsetX")) {
// The polyfill doesn't set this properly
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
e.offsetY = e.pageY - e.currentTarget.offsetTop;
}
e.preventDefault();
e.stopPropagation();
if (e.button == 2) {
// Reset pan and zoom on right click.
resetTransform(layerdict);
layerdict.anotherPointerTapped = false;
return;
}
// We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
var ptr = layerdict.pointerStates[e.pointerId];
ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);
if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
if (Object.keys(layerdict.pointerStates).length == 1) {
if (layerdict.anotherPointerTapped) {
// This is the second pointer coming off of a two-finger tap
resetTransform(layerdict);
} else {
// This is just a regular tap
handleMouseClick(e, layerdict);
}
layerdict.anotherPointerTapped = false;
} else {
// This is the first finger coming off of what could become a two-finger tap
layerdict.anotherPointerTapped = true;
}
} else {
if (!settings.redrawOnDrag) {
redrawCanvas(layerdict);
}
layerdict.anotherPointerTapped = false;
}
delete layerdict.pointerStates[e.pointerId];
}
function handlePointerMove(e, layerdict) {
if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
return;
}
e.preventDefault();
e.stopPropagation();
if (!e.hasOwnProperty("offsetX")) {
// The polyfill doesn't set this properly
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
e.offsetY = e.pageY - e.currentTarget.offsetTop;
}
var thisPtr = layerdict.pointerStates[e.pointerId];
var dx = e.offsetX - thisPtr.lastX;
var dy = e.offsetY - thisPtr.lastY;
// If this number is low on pointer up, we count the action as a click
thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);
if (Object.keys(layerdict.pointerStates).length == 1) {
// This is a simple drag
layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
} else if (Object.keys(layerdict.pointerStates).length == 2) {
var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];
var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2) + Math.pow(e.offsetY - otherPtr.lastY, 2));
var scaleFactor = newDist / oldDist;
if (scaleFactor != NaN) {
layerdict.transform.zoom *= scaleFactor;
var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
}
}
thisPtr.lastX = e.offsetX;
thisPtr.lastY = e.offsetY;
if (settings.redrawOnDrag) {
redrawCanvas(layerdict);
}
}
function handleMouseWheel(e, layerdict) {
e.preventDefault();
e.stopPropagation();
var t = layerdict.transform;
var wheeldelta = e.deltaY;
if (e.deltaMode == 1) {
// FF only, scroll by lines
wheeldelta *= 30;
} else if (e.deltaMode == 2) {
wheeldelta *= 300;
}
var m = Math.pow(1.1, -wheeldelta / 40);
// Limit amount of zoom per tick.
if (m > 2) {
m = 2;
} else if (m < 0.5) {
m = 0.5;
}
t.zoom *= m;
var zoomd = (1 - m) / t.zoom;
t.panx += devicePixelRatio * e.offsetX * zoomd;
t.pany += devicePixelRatio * e.offsetY * zoomd;
redrawCanvas(layerdict);
}
function addMouseHandlers(div, layerdict) {
div.addEventListener("pointerdown", function(e) {
handlePointerDown(e, layerdict);
});
div.addEventListener("pointermove", function(e) {
handlePointerMove(e, layerdict);
});
div.addEventListener("pointerup", function(e) {
handlePointerUp(e, layerdict);
});
var pointerleave = function(e) {
handlePointerLeave(e, layerdict);
}
div.addEventListener("pointercancel", pointerleave);
div.addEventListener("pointerleave", pointerleave);
div.addEventListener("pointerout", pointerleave);
div.onwheel = function(e) {
handleMouseWheel(e, layerdict);
}
for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
element.addEventListener("contextmenu", function(e) {
e.preventDefault();
}, false);
}
}
function setRedrawOnDrag(value) {
settings.redrawOnDrag = value;
writeStorage("redrawOnDrag", value);
}
function setBoardRotation(value) {
settings.boardRotation = value * 5;
writeStorage("boardRotation", settings.boardRotation);
document.getElementById("rotationDegree").textContent = settings.boardRotation;
resizeAll();
}
function initRender() {
allcanvas = {
front: {
transform: {
x: 0,
y: 0,
s: 1,
panx: 0,
pany: 0,
zoom: 1,
},
pointerStates: {},
anotherPointerTapped: false,
bg: document.getElementById("F_bg"),
fab: document.getElementById("F_fab"),
silk: document.getElementById("F_slk"),
highlight: document.getElementById("F_hl"),
layer: "F",
},
back: {
transform: {
x: 0,
y: 0,
s: 1,
panx: 0,
pany: 0,
zoom: 1,
},
pointerStates: {},
anotherPointerTapped: false,
bg: document.getElementById("B_bg"),
fab: document.getElementById("B_fab"),
silk: document.getElementById("B_slk"),
highlight: document.getElementById("B_hl"),
layer: "B",
}
};
addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
}
///////////////////////////////////////////////
///////////////////////////////////////////////
/*
* Table reordering via Drag'n'Drop
* Inspired by: https://htmldom.dev/drag-and-drop-table-column
*/
function setBomHandlers() {
const bom = document.getElementById('bomtable');
let dragName;
let placeHolderElements;
let draggingElement;
let forcePopulation;
let xOffset;
let yOffset;
let wasDragged;
const mouseUpHandler = function(e) {
// Delete dragging element
draggingElement.remove();
// Make BOM selectable again
bom.style.removeProperty("userSelect");
// Remove listeners
document.removeEventListener('mousemove', mouseMoveHandler);
document.removeEventListener('mouseup', mouseUpHandler);
if (wasDragged) {
// Redraw whole BOM
populateBomTable();
}
}
const mouseMoveHandler = function(e) {
// Notice the dragging
wasDragged = true;
// Make the dragged element visible
draggingElement.style.removeProperty("display");
// Set elements position to mouse position
draggingElement.style.left = `${e.screenX - xOffset}px`;
draggingElement.style.top = `${e.screenY - yOffset}px`;
// Forced redrawing of BOM table
if (forcePopulation) {
forcePopulation = false;
// Copy array
phe = Array.from(placeHolderElements);
// populate BOM table again
populateBomHeader(dragName, phe);
populateBomBody(dragName, phe);
}
// Set up array of hidden columns
var hiddenColumns = Array.from(settings.hiddenColumns);
// In the ungrouped mode, quantity don't exist
if (settings.bommode === "ungrouped")
hiddenColumns.push("Quantity");
// If no checkbox fields can be found, we consider them hidden
if (settings.checkboxes.length == 0)
hiddenColumns.push("checkboxes");
// Get table headers and group them into checkboxes, extrafields and normal headers
const bh = document.getElementById("bomhead");
headers = Array.from(bh.querySelectorAll("th"))
headers.shift() // numCol is not part of the columnOrder
headerGroups = []
lastCompoundClass = null;
for (i = 0; i < settings.columnOrder.length; i++) {
cElem = settings.columnOrder[i];
if (hiddenColumns.includes(cElem)) {
// Hidden columns appear as a dummy element
headerGroups.push([]);
continue;
}
elem = headers.filter(e => getColumnOrderName(e) === cElem)[0];
if (elem.classList.contains("bom-checkbox")) {
if (lastCompoundClass === "bom-checkbox") {
cbGroup = headerGroups.pop();
cbGroup.push(elem);
headerGroups.push(cbGroup);
} else {
lastCompoundClass = "bom-checkbox";
headerGroups.push([elem])
}
} else {
headerGroups.push([elem])
}
}
// Copy settings.columnOrder
var columns = Array.from(settings.columnOrder)
// Set up array with indices of hidden columns
var hiddenIndices = hiddenColumns.map(e => settings.columnOrder.indexOf(e));
var dragIndex = columns.indexOf(dragName);
var swapIndex = dragIndex;
var swapDone = false;
// Check if the current dragged element is swapable with the left or right element
if (dragIndex > 0) {
// Get left headers boundingbox
swapIndex = dragIndex - 1;
while (hiddenIndices.includes(swapIndex) && swapIndex > 0)
swapIndex--;
if (!hiddenIndices.includes(swapIndex)) {
box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
if (e.clientX < box.left + window.scrollX + (box.width / 2)) {
swapElement = columns[dragIndex];
columns.splice(dragIndex, 1);
columns.splice(swapIndex, 0, swapElement);
forcePopulation = true;
swapDone = true;
}
}
}
if ((!swapDone) && dragIndex < headerGroups.length - 1) {
// Get right headers boundingbox
swapIndex = dragIndex + 1;
while (hiddenIndices.includes(swapIndex))
swapIndex++;
if (swapIndex < headerGroups.length) {
box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
if (e.clientX > box.left + window.scrollX + (box.width / 2)) {
swapElement = columns[dragIndex];
columns.splice(dragIndex, 1);
columns.splice(swapIndex, 0, swapElement);
forcePopulation = true;
swapDone = true;
}
}
}
// Write back change to storage
if (swapDone) {
settings.columnOrder = columns
writeStorage("columnOrder", JSON.stringify(columns));
}
}
const mouseDownHandler = function(e) {
var target = e.target;
if (target.tagName.toLowerCase() != "td")
target = target.parentElement;
// Used to check if a dragging has ever happened
wasDragged = false;
// Create new element which will be displayed as the dragged column
draggingElement = document.createElement("div")
draggingElement.classList.add("dragging");
draggingElement.style.display = "none";
draggingElement.style.position = "absolute";
draggingElement.style.overflow = "hidden";
// Get bomhead and bombody elements
const bh = document.getElementById("bomhead");
const bb = document.getElementById("bombody");
// Get all compound headers for the current column
var compoundHeaders;
if (target.classList.contains("bom-checkbox")) {
compoundHeaders = Array.from(bh.querySelectorAll("th.bom-checkbox"));
} else {
compoundHeaders = [target];
}
// Create new table which will display the column
var newTable = document.createElement("table");
newTable.classList.add("bom");
newTable.style.background = "white";
draggingElement.append(newTable);
// Create new header element
var newHeader = document.createElement("thead");
newTable.append(newHeader);
// Set up array for storing all placeholder elements
placeHolderElements = [];
// Add all compound headers to the new thead element and placeholders
compoundHeaders.forEach(function(h) {
clone = cloneElementWithDimensions(h);
newHeader.append(clone);
placeHolderElements.push(clone);
});
// Create new body element
var newBody = document.createElement("tbody");
newTable.append(newBody);
// Get indices for compound headers
var idxs = compoundHeaders.map(e => getBomTableHeaderIndex(e));
// For each row in the BOM body...
var rows = bb.querySelectorAll("tr");
rows.forEach(function(row) {
// ..get the cells for the compound column
const tds = row.querySelectorAll("td");
var copytds = idxs.map(i => tds[i]);
// Add them to the new element and the placeholders
var newRow = document.createElement("tr");
copytds.forEach(function(td) {
clone = cloneElementWithDimensions(td);
newRow.append(clone);
placeHolderElements.push(clone);
});
newBody.append(newRow);
});
// Compute width for compound header
var width = compoundHeaders.reduce((acc, x) => acc + x.clientWidth, 0);
draggingElement.style.width = `${width}px`;
// Insert the new dragging element and disable selection on BOM
bom.insertBefore(draggingElement, null);
bom.style.userSelect = "none";
// Determine the mouse position offset
xOffset = e.screenX - compoundHeaders.reduce((acc, x) => Math.min(acc, x.offsetLeft), compoundHeaders[0].offsetLeft);
yOffset = e.screenY - compoundHeaders[0].offsetTop;
// Get name for the column in settings.columnOrder
dragName = getColumnOrderName(target);
// Change text and class for placeholder elements
placeHolderElements = placeHolderElements.map(function(e) {
newElem = cloneElementWithDimensions(e);
newElem.textContent = "";
newElem.classList.add("placeholder");
return newElem;
});
// On next mouse move, the whole BOM needs to be redrawn to show the placeholders
forcePopulation = true;
// Add listeners for move and up on mouse
document.addEventListener('mousemove', mouseMoveHandler);
document.addEventListener('mouseup', mouseUpHandler);
}
// In netlist mode, there is nothing to reorder
if (settings.bommode === "netlist")
return;
// Add mouseDownHandler to every column except the numCol
bom.querySelectorAll("th")
.forEach(function(head) {
if (!head.classList.contains("numCol")) {
head.onmousedown = mouseDownHandler;
}
});
}
function getBoundingClientRectFromMultiple(elements) {
var elems = Array.from(elements);
if (elems.length == 0)
return null;
var box = elems.shift()
.getBoundingClientRect();
elems.forEach(function(elem) {
var elembox = elem.getBoundingClientRect();
box.left = Math.min(elembox.left, box.left);
box.top = Math.min(elembox.top, box.top);
box.width += elembox.width;
box.height = Math.max(elembox.height, box.height);
});
return box;
}
function cloneElementWithDimensions(elem) {
var newElem = elem.cloneNode(true);
newElem.style.height = window.getComputedStyle(elem).height;
newElem.style.width = window.getComputedStyle(elem).width;
return newElem;
}
function getBomTableHeaderIndex(elem) {
const bh = document.getElementById('bomhead');
const ths = Array.from(bh.querySelectorAll("th"));
return ths.indexOf(elem);
}
function getColumnOrderName(elem) {
var cname = elem.getAttribute("col_name");
if (cname === "bom-checkbox")
return "checkboxes";
else
return cname;
}
function resizableGrid(tablehead) {
var cols = tablehead.firstElementChild.children;
var rowWidth = tablehead.offsetWidth;
for (var i = 1; i < cols.length; i++) {
if (cols[i].classList.contains("bom-checkbox"))
continue;
cols[i].style.width = ((cols[i].clientWidth - paddingDiff(cols[i])) * 100 / rowWidth) + '%';
}
for (var i = 1; i < cols.length - 1; i++) {
var div = document.createElement('div');
div.className = "column-width-handle";
cols[i].appendChild(div);
setListeners(div);
}
function setListeners(div) {
var startX, curCol, nxtCol, curColWidth, nxtColWidth, rowWidth;
div.addEventListener('mousedown', function(e) {
e.preventDefault();
e.stopPropagation();
curCol = e.target.parentElement;
nxtCol = curCol.nextElementSibling;
startX = e.pageX;
var padding = paddingDiff(curCol);
rowWidth = curCol.parentElement.offsetWidth;
curColWidth = curCol.clientWidth - padding;
nxtColWidth = nxtCol.clientWidth - padding;
});
document.addEventListener('mousemove', function(e) {
if (startX) {
var diffX = e.pageX - startX;
diffX = -Math.min(-diffX, curColWidth - 20);
diffX = Math.min(diffX, nxtColWidth - 20);
curCol.style.width = ((curColWidth + diffX) * 100 / rowWidth) + '%';
nxtCol.style.width = ((nxtColWidth - diffX) * 100 / rowWidth) + '%';
console.log(`${curColWidth + nxtColWidth} ${(curColWidth + diffX) * 100 / rowWidth + (nxtColWidth - diffX) * 100 / rowWidth}`);
}
});
document.addEventListener('mouseup', function(e) {
curCol = undefined;
nxtCol = undefined;
startX = undefined;
nxtColWidth = undefined;
curColWidth = undefined
});
}
function paddingDiff(col) {
if (getStyleVal(col, 'box-sizing') == 'border-box') {
return 0;
}
var padLeft = getStyleVal(col, 'padding-left');
var padRight = getStyleVal(col, 'padding-right');
return (parseInt(padLeft) + parseInt(padRight));
}
function getStyleVal(elm, css) {
return (window.getComputedStyle(elm, null).getPropertyValue(css))
}
}
///////////////////////////////////////////////
///////////////////////////////////////////////
/* DOM manipulation and misc code */
var bomsplit;
var canvassplit;
var initDone = false;
var bomSortFunction = null;
var currentSortColumn = null;
var currentSortOrder = null;
var currentHighlightedRowId;
var highlightHandlers = [];
var footprintIndexToHandler = {};
var netsToHandler = {};
var markedFootprints = new Set();
var highlightedFootprints = [];
var highlightedNet = null;
var lastClicked;
function dbg(html) {
dbgdiv.innerHTML = html;
}
function redrawIfInitDone() {
if (initDone) {
redrawCanvas(allcanvas.front);
redrawCanvas(allcanvas.back);
}
}
function padsVisible(value) {
writeStorage("padsVisible", value);
settings.renderPads = value;
redrawIfInitDone();
}
function referencesVisible(value) {
writeStorage("referencesVisible", value);
settings.renderReferences = value;
redrawIfInitDone();
}
function valuesVisible(value) {
writeStorage("valuesVisible", value);
settings.renderValues = value;
redrawIfInitDone();
}
function tracksVisible(value) {
writeStorage("tracksVisible", value);
settings.renderTracks = value;
redrawIfInitDone();
}
function zonesVisible(value) {
writeStorage("zonesVisible", value);
settings.renderZones = value;
redrawIfInitDone();
}
function dnpOutline(value) {
writeStorage("dnpOutline", value);
settings.renderDnpOutline = value;
redrawIfInitDone();
}
function setDarkMode(value) {
if (value) {
topmostdiv.classList.add("dark");
} else {
topmostdiv.classList.remove("dark");
}
writeStorage("darkmode", value);
settings.darkMode = value;
redrawIfInitDone();
}
function setShowBOMColumn(field, value) {
if (field === "references") {
var rl = document.getElementById("reflookup");
rl.disabled = !value;
if (!value) {
rl.value = "";
updateRefLookup("");
}
}
var n = settings.hiddenColumns.indexOf(field);
if (value) {
if (n != -1) {
settings.hiddenColumns.splice(n, 1);
}
} else {
if (n == -1) {
settings.hiddenColumns.push(field);
}
}
writeStorage("hiddenColumns", JSON.stringify(settings.hiddenColumns));
if (initDone) {
populateBomTable();
}
redrawIfInitDone();
}
function setFullscreen(value) {
if (value) {
document.documentElement.requestFullscreen();
} else {
document.exitFullscreen();
}
}
function fabricationVisible(value) {
writeStorage("fabricationVisible", value);
settings.renderFabrication = value;
redrawIfInitDone();
}
function silkscreenVisible(value) {
writeStorage("silkscreenVisible", value);
settings.renderSilkscreen = value;
redrawIfInitDone();
}
function setHighlightPin1(value) {
writeStorage("highlightpin1", value);
settings.highlightpin1 = value;
redrawIfInitDone();
}
function getStoredCheckboxRefs(checkbox) {
function convert(ref) {
var intref = parseInt(ref);
if (isNaN(intref)) {
for (var i = 0; i < pcbdata.footprints.length; i++) {
if (pcbdata.footprints[i].ref == ref) {
return i;
}
}
return -1;
} else {
return intref;
}
}
if (!(checkbox in settings.checkboxStoredRefs)) {
var val = readStorage("checkbox_" + checkbox);
settings.checkboxStoredRefs[checkbox] = val ? val : "";
}
if (!settings.checkboxStoredRefs[checkbox]) {
return new Set();
} else {
return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
}
}
function getCheckboxState(checkbox, references) {
var storedRefsSet = getStoredCheckboxRefs(checkbox);
var currentRefsSet = new Set(references.map(r => r[1]));
// Get difference of current - stored
var difference = new Set(currentRefsSet);
for (ref of storedRefsSet) {
difference.delete(ref);
}
if (difference.size == 0) {
// All the current refs are stored
return "checked";
} else if (difference.size == currentRefsSet.size) {
// None of the current refs are stored
return "unchecked";
} else {
// Some of the refs are stored
return "indeterminate";
}
}
function setBomCheckboxState(checkbox, element, references) {
var state = getCheckboxState(checkbox, references);
element.checked = (state == "checked");
element.indeterminate = (state == "indeterminate");
}
function createCheckboxChangeHandler(checkbox, references, row) {
return function () {
refsSet = getStoredCheckboxRefs(checkbox);
var markWhenChecked = settings.markWhenChecked == checkbox;
eventArgs = {
checkbox: checkbox,
refs: references,
}
if (this.checked) {
// checkbox ticked
for (var ref of references) {
refsSet.add(ref[1]);
}
if (markWhenChecked) {
row.classList.add("checked");
for (var ref of references) {
markedFootprints.add(ref[1]);
}
drawHighlights();
}
eventArgs.state = 'checked';
} else {
// checkbox unticked
for (var ref of references) {
refsSet.delete(ref[1]);
}
if (markWhenChecked) {
row.classList.remove("checked");
for (var ref of references) {
markedFootprints.delete(ref[1]);
}
drawHighlights();
}
eventArgs.state = 'unchecked';
}
settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
updateCheckboxStats(checkbox);
EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
}
}
function clearHighlightedFootprints() {
if (currentHighlightedRowId) {
document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
currentHighlightedRowId = null;
highlightedFootprints = [];
highlightedNet = null;
}
}
function createRowHighlightHandler(rowid, refs, net) {
return function () {
if (currentHighlightedRowId) {
if (currentHighlightedRowId == rowid) {
return;
}
document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
}
document.getElementById(rowid).classList.add("highlighted");
currentHighlightedRowId = rowid;
highlightedFootprints = refs ? refs.map(r => r[1]) : [];
highlightedNet = net;
drawHighlights();
EventHandler.emitEvent(
IBOM_EVENT_TYPES.HIGHLIGHT_EVENT, {
rowid: rowid,
refs: refs,
net: net
});
}
}
function entryMatches(entry) {
if (settings.bommode == "netlist") {
// entry is just a net name
return entry.toLowerCase().indexOf(filter) >= 0;
}
// check refs
if (!settings.hiddenColumns.includes("references")) {
for (var ref of entry) {
if (ref[0].toLowerCase().indexOf(filter) >= 0) {
return true;
}
}
}
// check fields
for (var i in config.fields) {
var f = config.fields[i];
if (!settings.hiddenColumns.includes(f)) {
for (var ref of entry) {
if (pcbdata.bom.fields[ref[1]][i].toLowerCase().indexOf(filter) >= 0) {
return true;
}
}
}
}
return false;
}
function findRefInEntry(entry) {
return entry.filter(r => r[0].toLowerCase() == reflookup);
}
function highlightFilter(s) {
if (!filter) {
return s;
}
var parts = s.toLowerCase().split(filter);
if (parts.length == 1) {
return s;
}
var r = "";
var pos = 0;
for (var i in parts) {
if (i > 0) {
r += '<mark class="highlight">' +
s.substring(pos, pos + filter.length) +
'</mark>';
pos += filter.length;
}
r += s.substring(pos, pos + parts[i].length);
pos += parts[i].length;
}
return r;
}
function checkboxSetUnsetAllHandler(checkboxname) {
return function () {
var checkboxnum = 0;
while (checkboxnum < settings.checkboxes.length &&
settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
checkboxnum++;
}
if (checkboxnum >= settings.checkboxes.length) {
return;
}
var allset = true;
var checkbox;
var row;
for (row of bombody.childNodes) {
checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
if (!checkbox.checked || checkbox.indeterminate) {
allset = false;
break;
}
}
for (row of bombody.childNodes) {
checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
checkbox.checked = !allset;
checkbox.indeterminate = false;
checkbox.onchange();
}
}
}
function createColumnHeader(name, cls, comparator, is_checkbox = false) {
var th = document.createElement("TH");
th.innerHTML = name;
th.classList.add(cls);
if (is_checkbox)
th.setAttribute("col_name", "bom-checkbox");
else
th.setAttribute("col_name", name);
var span = document.createElement("SPAN");
span.classList.add("sortmark");
span.classList.add("none");
th.appendChild(span);
var spacer = document.createElement("div");
spacer.className = "column-spacer";
th.appendChild(spacer);
spacer.onclick = function () {
if (currentSortColumn && th !== currentSortColumn) {
// Currently sorted by another column
currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
currentSortColumn.childNodes[1].classList.add("none");
currentSortColumn = null;
currentSortOrder = null;
}
if (currentSortColumn && th === currentSortColumn) {
// Already sorted by this column
if (currentSortOrder == "asc") {
// Sort by this column, descending order
bomSortFunction = function (a, b) {
return -comparator(a, b);
}
currentSortColumn.childNodes[1].classList.remove("asc");
currentSortColumn.childNodes[1].classList.add("desc");
currentSortOrder = "desc";
} else {
// Unsort
bomSortFunction = null;
currentSortColumn.childNodes[1].classList.remove("desc");
currentSortColumn.childNodes[1].classList.add("none");
currentSortColumn = null;
currentSortOrder = null;
}
} else {
// Sort by this column, ascending order
bomSortFunction = comparator;
currentSortColumn = th;
currentSortColumn.childNodes[1].classList.remove("none");
currentSortColumn.childNodes[1].classList.add("asc");
currentSortOrder = "asc";
}
populateBomBody();
}
if (is_checkbox) {
spacer.onclick = fancyDblClickHandler(
spacer, spacer.onclick, checkboxSetUnsetAllHandler(name));
}
return th;
}
function populateBomHeader(placeHolderColumn = null, placeHolderElements = null) {
while (bomhead.firstChild) {
bomhead.removeChild(bomhead.firstChild);
}
var tr = document.createElement("TR");
var th = document.createElement("TH");
th.classList.add("numCol");
var vismenu = document.createElement("div");
vismenu.id = "vismenu";
vismenu.classList.add("menu");
var visbutton = document.createElement("div");
visbutton.classList.add("visbtn");
visbutton.classList.add("hideonprint");
var viscontent = document.createElement("div");
viscontent.classList.add("menu-content");
viscontent.id = "vismenu-content";
settings.columnOrder.forEach(column => {
if (typeof column !== "string")
return;
// Skip empty columns
if (column === "checkboxes" && settings.checkboxes.length == 0)
return;
else if (column === "Quantity" && settings.bommode == "ungrouped")
return;
var label = document.createElement("label");
label.classList.add("menu-label");
var input = document.createElement("input");
input.classList.add("visibility_checkbox");
input.type = "checkbox";
input.onchange = function (e) {
setShowBOMColumn(column, e.target.checked)
};
input.checked = !(settings.hiddenColumns.includes(column));
label.appendChild(input);
if (column.length > 0)
label.append(column[0].toUpperCase() + column.slice(1));
viscontent.appendChild(label);
});
viscontent.childNodes[0].classList.add("menu-label-top");
vismenu.appendChild(visbutton);
if (settings.bommode != "netlist") {
vismenu.appendChild(viscontent);
th.appendChild(vismenu);
}
tr.appendChild(th);
var checkboxCompareClosure = function (checkbox) {
return (a, b) => {
var stateA = getCheckboxState(checkbox, a);
var stateB = getCheckboxState(checkbox, b);
if (stateA > stateB) return -1;
if (stateA < stateB) return 1;
return 0;
}
}
var stringFieldCompareClosure = function (fieldIndex) {
return (a, b) => {
var fa = pcbdata.bom.fields[a[0][1]][fieldIndex];
var fb = pcbdata.bom.fields[b[0][1]][fieldIndex];
if (fa != fb) return fa > fb ? 1 : -1;
else return 0;
}
}
var referenceRegex = /(?<prefix>[^0-9]+)(?<number>[0-9]+)/;
var compareRefs = (a, b) => {
var ra = referenceRegex.exec(a);
var rb = referenceRegex.exec(b);
if (ra === null || rb === null) {
if (a != b) return a > b ? 1 : -1;
return 0;
} else {
if (ra.groups.prefix != rb.groups.prefix) {
return ra.groups.prefix > rb.groups.prefix ? 1 : -1;
}
if (ra.groups.number != rb.groups.number) {
return parseInt(ra.groups.number) > parseInt(rb.groups.number) ? 1 : -1;
}
return 0;
}
}
if (settings.bommode == "netlist") {
th = createColumnHeader("Net name", "bom-netname", (a, b) => {
if (a > b) return -1;
if (a < b) return 1;
return 0;
});
tr.appendChild(th);
} else {
// Filter hidden columns
var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
var valueIndex = config.fields.indexOf("Value");
var footprintIndex = config.fields.indexOf("Footprint");
columns.forEach((column) => {
if (column === placeHolderColumn) {
var n = 1;
if (column === "checkboxes")
n = settings.checkboxes.length;
for (i = 0; i < n; i++) {
td = placeHolderElements.shift();
tr.appendChild(td);
}
return;
} else if (column === "checkboxes") {
for (var checkbox of settings.checkboxes) {
th = createColumnHeader(
checkbox, "bom-checkbox", checkboxCompareClosure(checkbox), true);
tr.appendChild(th);
}
} else if (column === "References") {
tr.appendChild(createColumnHeader("References", "references", (a, b) => {
var i = 0;
while (i < a.length && i < b.length) {
if (a[i] != b[i]) return compareRefs(a[i][0], b[i][0]);
i++;
}
return a.length - b.length;
}));
} else if (column === "Value") {
tr.appendChild(createColumnHeader("Value", "value", (a, b) => {
var ra = a[0][1], rb = b[0][1];
return valueCompare(
pcbdata.bom.parsedValues[ra], pcbdata.bom.parsedValues[rb],
pcbdata.bom.fields[ra][valueIndex], pcbdata.bom.fields[rb][valueIndex]);
}));
return;
} else if (column === "Footprint") {
tr.appendChild(createColumnHeader(
"Footprint", "footprint", stringFieldCompareClosure(footprintIndex)));
} else if (column === "Quantity" && settings.bommode == "grouped") {
tr.appendChild(createColumnHeader("Quantity", "quantity", (a, b) => {
return a.length - b.length;
}));
} else {
// Other fields
var i = config.fields.indexOf(column);
if (i < 0)
return;
tr.appendChild(createColumnHeader(
column, `field${i + 1}`, stringFieldCompareClosure(i)));
}
});
}
bomhead.appendChild(tr);
}
function populateBomBody(placeholderColumn = null, placeHolderElements = null) {
while (bom.firstChild) {
bom.removeChild(bom.firstChild);
}
highlightHandlers = [];
footprintIndexToHandler = {};
netsToHandler = {};
currentHighlightedRowId = null;
var first = true;
if (settings.bommode == "netlist") {
bomtable = pcbdata.nets.slice();
} else {
switch (settings.canvaslayout) {
case 'F':
bomtable = pcbdata.bom.F.slice();
break;
case 'FB':
bomtable = pcbdata.bom.both.slice();
break;
case 'B':
bomtable = pcbdata.bom.B.slice();
break;
}
if (settings.bommode == "ungrouped") {
// expand bom table
expandedTable = []
for (var bomentry of bomtable) {
for (var ref of bomentry) {
expandedTable.push([ref]);
}
}
bomtable = expandedTable;
}
}
if (bomSortFunction) {
bomtable = bomtable.sort(bomSortFunction);
}
for (var i in bomtable) {
var bomentry = bomtable[i];
if (filter && !entryMatches(bomentry)) {
continue;
}
var references = null;
var netname = null;
var tr = document.createElement("TR");
var td = document.createElement("TD");
var rownum = +i + 1;
tr.id = "bomrow" + rownum;
td.textContent = rownum;
tr.appendChild(td);
if (settings.bommode == "netlist") {
netname = bomentry;
td = document.createElement("TD");
td.innerHTML = highlightFilter(netname ? netname : "&lt;no net&gt;");
tr.appendChild(td);
} else {
if (reflookup) {
references = findRefInEntry(bomentry);
if (references.length == 0) {
continue;
}
} else {
references = bomentry;
}
// Filter hidden columns
var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
columns.forEach((column) => {
if (column === placeholderColumn) {
var n = 1;
if (column === "checkboxes")
n = settings.checkboxes.length;
for (i = 0; i < n; i++) {
td = placeHolderElements.shift();
tr.appendChild(td);
}
return;
} else if (column === "checkboxes") {
for (var checkbox of settings.checkboxes) {
if (checkbox) {
td = document.createElement("TD");
var input = document.createElement("input");
input.type = "checkbox";
input.onchange = createCheckboxChangeHandler(checkbox, references, tr);
setBomCheckboxState(checkbox, input, references);
if (input.checked && settings.markWhenChecked == checkbox) {
tr.classList.add("checked");
}
td.appendChild(input);
tr.appendChild(td);
}
}
} else if (column === "References") {
td = document.createElement("TD");
td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
tr.appendChild(td);
} else if (column === "Quantity" && settings.bommode == "grouped") {
// Quantity
td = document.createElement("TD");
td.textContent = references.length;
tr.appendChild(td);
} else {
// All the other fields
var field_index = config.fields.indexOf(column)
if (field_index < 0)
return;
var valueSet = new Set();
references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index]));
td = document.createElement("TD");
td.innerHTML = highlightFilter(Array.from(valueSet).join(", "));
tr.appendChild(td);
}
});
}
bom.appendChild(tr);
var handler = createRowHighlightHandler(tr.id, references, netname);
tr.onmousemove = handler;
highlightHandlers.push({
id: tr.id,
handler: handler,
});
if (references !== null) {
for (var refIndex of references.map(r => r[1])) {
footprintIndexToHandler[refIndex] = handler;
}
}
if (netname !== null) {
netsToHandler[netname] = handler;
}
if ((filter || reflookup) && first) {
handler();
first = false;
}
}
EventHandler.emitEvent(
IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, {
filter: filter,
reflookup: reflookup,
checkboxes: settings.checkboxes,
bommode: settings.bommode,
});
}
function highlightPreviousRow() {
if (!currentHighlightedRowId) {
highlightHandlers[highlightHandlers.length - 1].handler();
} else {
if (highlightHandlers.length > 1 &&
highlightHandlers[0].id == currentHighlightedRowId) {
highlightHandlers[highlightHandlers.length - 1].handler();
} else {
for (var i = 0; i < highlightHandlers.length - 1; i++) {
if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
highlightHandlers[i].handler();
break;
}
}
}
}
smoothScrollToRow(currentHighlightedRowId);
}
function highlightNextRow() {
if (!currentHighlightedRowId) {
highlightHandlers[0].handler();
} else {
if (highlightHandlers.length > 1 &&
highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
highlightHandlers[0].handler();
} else {
for (var i = 1; i < highlightHandlers.length; i++) {
if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
highlightHandlers[i].handler();
break;
}
}
}
}
smoothScrollToRow(currentHighlightedRowId);
}
function populateBomTable() {
populateBomHeader();
populateBomBody();
setBomHandlers();
resizableGrid(bomhead);
}
function footprintsClicked(footprintIndexes) {
var lastClickedIndex = footprintIndexes.indexOf(lastClicked);
for (var i = 1; i <= footprintIndexes.length; i++) {
var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length];
if (refIndex in footprintIndexToHandler) {
lastClicked = refIndex;
footprintIndexToHandler[refIndex]();
smoothScrollToRow(currentHighlightedRowId);
break;
}
}
}
function netClicked(net) {
if (net in netsToHandler) {
netsToHandler[net]();
smoothScrollToRow(currentHighlightedRowId);
} else {
clearHighlightedFootprints();
highlightedNet = net;
drawHighlights();
}
}
function updateFilter(input) {
filter = input.toLowerCase();
populateBomTable();
}
function updateRefLookup(input) {
reflookup = input.toLowerCase();
populateBomTable();
}
function changeCanvasLayout(layout) {
document.getElementById("fl-btn").classList.remove("depressed");
document.getElementById("fb-btn").classList.remove("depressed");
document.getElementById("bl-btn").classList.remove("depressed");
switch (layout) {
case 'F':
document.getElementById("fl-btn").classList.add("depressed");
if (settings.bomlayout != "bom-only") {
canvassplit.collapse(1);
}
break;
case 'B':
document.getElementById("bl-btn").classList.add("depressed");
if (settings.bomlayout != "bom-only") {
canvassplit.collapse(0);
}
break;
default:
document.getElementById("fb-btn").classList.add("depressed");
if (settings.bomlayout != "bom-only") {
canvassplit.setSizes([50, 50]);
}
}
settings.canvaslayout = layout;
writeStorage("canvaslayout", layout);
resizeAll();
changeBomMode(settings.bommode);
}
function populateMetadata() {
document.getElementById("title").innerHTML = pcbdata.metadata.title;
document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
document.getElementById("company").innerHTML = pcbdata.metadata.company;
document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
if (pcbdata.metadata.title != "") {
document.title = pcbdata.metadata.title + " BOM";
}
// Calculate board stats
var fp_f = 0,
fp_b = 0,
pads_f = 0,
pads_b = 0,
pads_th = 0;
for (var i = 0; i < pcbdata.footprints.length; i++) {
if (pcbdata.bom.skipped.includes(i)) continue;
var mod = pcbdata.footprints[i];
if (mod.layer == "F") {
fp_f++;
} else {
fp_b++;
}
for (var pad of mod.pads) {
if (pad.type == "th") {
pads_th++;
} else {
if (pad.layers.includes("F")) {
pads_f++;
}
if (pad.layers.includes("B")) {
pads_b++;
}
}
}
}
document.getElementById("stats-components-front").innerHTML = fp_f;
document.getElementById("stats-components-back").innerHTML = fp_b;
document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
document.getElementById("stats-th-pads").innerHTML = pads_th;
// Update version string
document.getElementById("github-link").innerHTML = "InteractiveHtmlBom&nbsp;" +
/^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
}
function changeBomLayout(layout) {
document.getElementById("bom-btn").classList.remove("depressed");
document.getElementById("lr-btn").classList.remove("depressed");
document.getElementById("tb-btn").classList.remove("depressed");
switch (layout) {
case 'bom-only':
document.getElementById("bom-btn").classList.add("depressed");
if (bomsplit) {
bomsplit.destroy();
bomsplit = null;
canvassplit.destroy();
canvassplit = null;
}
document.getElementById("frontcanvas").style.display = "none";
document.getElementById("backcanvas").style.display = "none";
document.getElementById("bot").style.height = "";
break;
case 'top-bottom':
document.getElementById("tb-btn").classList.add("depressed");
document.getElementById("frontcanvas").style.display = "";
document.getElementById("backcanvas").style.display = "";
document.getElementById("bot").style.height = "calc(100% - 80px)";
document.getElementById("bomdiv").classList.remove("split-horizontal");
document.getElementById("canvasdiv").classList.remove("split-horizontal");
document.getElementById("frontcanvas").classList.add("split-horizontal");
document.getElementById("backcanvas").classList.add("split-horizontal");
if (bomsplit) {
bomsplit.destroy();
bomsplit = null;
canvassplit.destroy();
canvassplit = null;
}
bomsplit = Split(['#bomdiv', '#canvasdiv'], {
sizes: [50, 50],
onDragEnd: resizeAll,
direction: "vertical",
gutterSize: 5
});
canvassplit = Split(['#frontcanvas', '#backcanvas'], {
sizes: [50, 50],
gutterSize: 5,
onDragEnd: resizeAll
});
break;
case 'left-right':
document.getElementById("lr-btn").classList.add("depressed");
document.getElementById("frontcanvas").style.display = "";
document.getElementById("backcanvas").style.display = "";
document.getElementById("bot").style.height = "calc(100% - 80px)";
document.getElementById("bomdiv").classList.add("split-horizontal");
document.getElementById("canvasdiv").classList.add("split-horizontal");
document.getElementById("frontcanvas").classList.remove("split-horizontal");
document.getElementById("backcanvas").classList.remove("split-horizontal");
if (bomsplit) {
bomsplit.destroy();
bomsplit = null;
canvassplit.destroy();
canvassplit = null;
}
bomsplit = Split(['#bomdiv', '#canvasdiv'], {
sizes: [50, 50],
onDragEnd: resizeAll,
gutterSize: 5
});
canvassplit = Split(['#frontcanvas', '#backcanvas'], {
sizes: [50, 50],
gutterSize: 5,
direction: "vertical",
onDragEnd: resizeAll
});
}
settings.bomlayout = layout;
writeStorage("bomlayout", layout);
changeCanvasLayout(settings.canvaslayout);
}
function changeBomMode(mode) {
document.getElementById("bom-grouped-btn").classList.remove("depressed");
document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
document.getElementById("bom-netlist-btn").classList.remove("depressed");
var chkbxs = document.getElementsByClassName("visibility_checkbox");
switch (mode) {
case 'grouped':
document.getElementById("bom-grouped-btn").classList.add("depressed");
for (var i = 0; i < chkbxs.length; i++) {
chkbxs[i].disabled = false;
}
break;
case 'ungrouped':
document.getElementById("bom-ungrouped-btn").classList.add("depressed");
for (var i = 0; i < chkbxs.length; i++) {
chkbxs[i].disabled = false;
}
break;
case 'netlist':
document.getElementById("bom-netlist-btn").classList.add("depressed");
for (var i = 0; i < chkbxs.length; i++) {
chkbxs[i].disabled = true;
}
}
writeStorage("bommode", mode);
if (mode != settings.bommode) {
settings.bommode = mode;
bomSortFunction = null;
currentSortColumn = null;
currentSortOrder = null;
clearHighlightedFootprints();
}
populateBomTable();
}
function focusFilterField() {
focusInputField(document.getElementById("filter"));
}
function focusRefLookupField() {
focusInputField(document.getElementById("reflookup"));
}
function toggleBomCheckbox(bomrowid, checkboxnum) {
if (!bomrowid || checkboxnum > settings.checkboxes.length) {
return;
}
var bomrow = document.getElementById(bomrowid);
var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
checkbox.checked = !checkbox.checked;
checkbox.indeterminate = false;
checkbox.onchange();
}
function checkBomCheckbox(bomrowid, checkboxname) {
var checkboxnum = 0;
while (checkboxnum < settings.checkboxes.length &&
settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
checkboxnum++;
}
if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
return;
}
var bomrow = document.getElementById(bomrowid);
var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
checkbox.checked = true;
checkbox.indeterminate = false;
checkbox.onchange();
}
function setBomCheckboxes(value) {
writeStorage("bomCheckboxes", value);
settings.checkboxes = value.split(",").map((e) => e.trim()).filter((e) => e);
prepCheckboxes();
populateMarkWhenCheckedOptions();
setMarkWhenChecked(settings.markWhenChecked);
}
function setMarkWhenChecked(value) {
writeStorage("markWhenChecked", value);
settings.markWhenChecked = value;
markedFootprints.clear();
for (var ref of (value ? getStoredCheckboxRefs(value) : [])) {
markedFootprints.add(ref);
}
populateBomTable();
drawHighlights();
}
function prepCheckboxes() {
var table = document.getElementById("checkbox-stats");
while (table.childElementCount > 1) {
table.removeChild(table.lastChild);
}
if (settings.checkboxes.length) {
table.style.display = "";
} else {
table.style.display = "none";
}
for (var checkbox of settings.checkboxes) {
var tr = document.createElement("TR");
var td = document.createElement("TD");
td.innerHTML = checkbox;
tr.appendChild(td);
td = document.createElement("TD");
td.id = "checkbox-stats-" + checkbox;
var progressbar = document.createElement("div");
progressbar.classList.add("bar");
td.appendChild(progressbar);
var text = document.createElement("div");
text.classList.add("text");
td.appendChild(text);
tr.appendChild(td);
table.appendChild(tr);
updateCheckboxStats(checkbox);
}
}
function populateMarkWhenCheckedOptions() {
var container = document.getElementById("markWhenCheckedContainer");
if (settings.checkboxes.length == 0) {
container.parentElement.style.display = "none";
return;
}
container.innerHTML = '';
container.parentElement.style.display = "inline-block";
function createOption(name, displayName) {
var id = "markWhenChecked-" + name;
var div = document.createElement("div");
div.classList.add("radio-container");
var input = document.createElement("input");
input.type = "radio";
input.name = "markWhenChecked";
input.value = name;
input.id = id;
input.onchange = () => setMarkWhenChecked(name);
div.appendChild(input);
// Preserve the selected element when the checkboxes change
if (name == settings.markWhenChecked) {
input.checked = true;
}
var label = document.createElement("label");
label.innerHTML = displayName;
label.htmlFor = id;
div.appendChild(label);
container.appendChild(div);
}
createOption("", "None");
for (var checkbox of settings.checkboxes) {
createOption(checkbox, checkbox);
}
}
function updateCheckboxStats(checkbox) {
var checked = getStoredCheckboxRefs(checkbox).size;
var total = pcbdata.footprints.length - pcbdata.bom.skipped.length;
var percent = checked * 100.0 / total;
var td = document.getElementById("checkbox-stats-" + checkbox);
td.firstChild.style.width = percent + "%";
td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
}
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));
e.preventDefault();
}
}
}
function hideNetlistButton() {
document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
document.getElementById("bom-netlist-btn").style.display = "none";
}
window.onload = function (e) {
initUtils();
initRender();
initStorage();
initDefaults();
cleanGutters();
populateMetadata();
dbgdiv = document.getElementById("dbg");
bom = document.getElementById("bombody");
bomhead = document.getElementById("bomhead");
filter = "";
reflookup = "";
if (!("nets" in pcbdata)) {
hideNetlistButton();
}
initDone = true;
setBomCheckboxes(document.getElementById("bomCheckboxes").value);
// Triggers render
changeBomLayout(settings.bomlayout);
// Users may leave fullscreen without touching the checkbox. Uncheck.
document.addEventListener('fullscreenchange', () => {
if (!document.fullscreenElement)
document.getElementById('fullscreenCheckbox').checked = false;
});
}
window.onresize = resizeAll;
window.matchMedia("print").addListener(resizeAll);
///////////////////////////////////////////////
///////////////////////////////////////////////
///////////////////////////////////////////////
</script>
</head>
<body>
<div id="topmostdiv" class="topmostdiv">
<div id="top">
<div style="float: right; height: 100%;">
<div class="hideonprint menu" style="float: right; top: 8px;">
<button class="menubtn"></button>
<div class="menu-content">
<label class="menu-label menu-label-top" style="width: calc(50% - 18px)">
<input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
Dark mode
</label><!-- This comment eats space! All of it!
--><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
<input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
Full Screen
</label>
<label class="menu-label" style="width: calc(50% - 18px)">
<input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
Fab layer
</label><!-- This comment eats space! All of it!
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
<input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
Silkscreen
</label>
<label class="menu-label" style="width: calc(50% - 18px)">
<input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
References
</label><!-- This comment eats space! All of it!
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
<input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
Values
</label>
<div id="tracksAndZonesCheckboxes">
<label class="menu-label" style="width: calc(50% - 18px)">
<input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
Tracks
</label><!-- This comment eats space! All of it!
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
<input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
Zones
</label>
</div>
<label class="menu-label" style="width: calc(50% - 18px)">
<input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
Pads
</label><!-- This comment eats space! All of it!
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
<input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
DNP outlined
</label>
<label class="menu-label">
<input id="highlightpin1Checkbox" type="checkbox" onchange="setHighlightPin1(this.checked)">
Highlight first pin
</label>
<label class="menu-label">
<input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
Continuous redraw on drag
</label>
<label class="menu-label">
<span>Board rotation</span>
<span style="float: right"><span id="rotationDegree">0</span>&#176;</span>
<input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
</label>
<label class="menu-label">
<div style="margin-left: 5px">Bom checkboxes</div>
<input id="bomCheckboxes" class="menu-textbox" type=text
oninput="setBomCheckboxes(this.value)">
</label>
<label class="menu-label">
<div style="margin-left: 5px">Mark when checked</div>
<div id="markWhenCheckedContainer"></div>
</label>
<label class="menu-label">
<span class="shameless-plug">
<span>Created using</span>
<a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
</span>
</label>
</div>
</div>
<div class="button-container hideonprint"
style="float: right; position: relative; top: 8px">
<button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')"
title="Front only">F
</button>
<button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')"
title="Front and Back">FB
</button>
<button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')"
title="Back only">B
</button>
</div>
<div class="button-container hideonprint"
style="float: right; position: relative; top: 8px">
<button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')"
title="BOM only"></button>
<button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')"
title="BOM left, drawings right"></button>
<button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')"
title="BOM top, drawings bot"></button>
</div>
<div class="button-container hideonprint"
style="float: right; position: relative; top: 8px">
<button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')"
title="Grouped BOM"></button>
<button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')"
title="Ungrouped BOM"></button>
<button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')"
title="Netlist"></button>
</div>
<div class="hideonprint menu" style="float: right; top: 8px;">
<button class="statsbtn"></button>
<div class="menu-content">
<table class="stats">
<tbody>
<tr>
<td width="40%">Board stats</td>
<td>Front</td>
<td>Back</td>
<td>Total</td>
</tr>
<tr>
<td>Components</td>
<td id="stats-components-front">~</td>
<td id="stats-components-back">~</td>
<td id="stats-components-total">~</td>
</tr>
<tr>
<td>Groups</td>
<td id="stats-groups-front">~</td>
<td id="stats-groups-back">~</td>
<td id="stats-groups-total">~</td>
</tr>
<tr>
<td>SMD pads</td>
<td id="stats-smd-pads-front">~</td>
<td id="stats-smd-pads-back">~</td>
<td id="stats-smd-pads-total">~</td>
</tr>
<tr>
<td>TH pads</td>
<td colspan=3 id="stats-th-pads">~</td>
</tr>
</tbody>
</table>
<table class="stats">
<col width="40%"/><col />
<tbody id="checkbox-stats">
<tr>
<td colspan=2 style="border-top: 0">Checkboxes</td>
</tr>
</tbody>
</table>
</div>
</div>
<div class="hideonprint menu" style="float: right; top: 8px;">
<button class="iobtn"></button>
<div class="menu-content">
<div class="menu-label menu-label-top">
<div style="margin-left: 5px;">Save board image</div>
<div class="flexbox">
<input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
<span>X</span>
<input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
</div>
<label>
<input id="render-save-transparent" type="checkbox">
Transparent background
</label>
<div class="flexbox">
<button class="savebtn" onclick="saveImage('F')">Front</button>
<button class="savebtn" onclick="saveImage('B')">Back</button>
</div>
</div>
<div class="menu-label">
<span style="margin-left: 5px;">Config and checkbox state</span>
<div class="flexbox">
<button class="savebtn" onclick="saveSettings()">Export</button>
<button class="savebtn" onclick="loadSettings()">Import</button>
</div>
</div>
</div>
</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" id="bomtable">
<thead id="bomhead">
</thead>
<tbody id="bombody">
</tbody>
</table>
</div>
<div id="canvasdiv" class="split split-horizontal">
<div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden">
<div style="position: relative; width: 100%; height: 100%;">
<canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
<canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
<canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
<canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
</div>
</div>
<div id="backcanvas" class="split" touch-action="none" style="overflow: hidden">
<div style="position: relative; width: 100%; height: 100%;">
<canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
<canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
<canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
<canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
</div>
</div>
</div>
</div>
</div>
</body>
</html>
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