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c738cd8b984151c529dd4bc3393a06ca8b703b20
mist1010-board/release/bom_interactive.rev.C1.html
Eugene Lozovoy c738cd8b98 add pcb rev C1 + release
2025-05-18 18:01:33 +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: 0.4rem 0.4rem 0.4rem 0;
}
.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: 3px;
}
.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: 0.4rem 0.4rem 0.4rem 0;
}
.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 {
display: flex;
flex-direction: column;
width: 100%;
background-color: white;
transition: background-color 0.3s;
}
#top {
display: flex;
flex-wrap: wrap;
justify-content: flex-end;
align-items: center;
}
#topdivider {
border-bottom: 2px solid black;
display: flex;
justify-content: center;
align-items: center;
}
.dark #topdivider {
border-bottom: 2px solid #ccc;
}
#topdivider>div {
position: relative;
}
#toptoggle {
cursor: pointer;
user-select: none;
position: absolute;
padding: 0.1rem 0.3rem;
top: -0.4rem;
left: -1rem;
font-size: 1.4rem;
line-height: 60%;
border: 1px solid black;
border-radius: 1rem;
background-color: #fff;
z-index: 100;
}
.flipped {
transform: rotate(0.5turn);
}
.dark #toptoggle {
border: 1px solid #fff;
background-color: #222;
}
#fileinfodiv {
flex: 20rem 1 0;
overflow: auto;
}
#bomcontrols {
display: flex;
flex-direction: row-reverse;
}
#bomcontrols>* {
flex-shrink: 0;
}
#dbg {
display: block;
}
::-webkit-scrollbar {
width: 8px;
}
::-webkit-scrollbar-track {
background: #aaa;
}
::-webkit-scrollbar-thumb {
background: #666;
border-radius: 3px;
}
::-webkit-scrollbar-thumb:hover {
background: #555;
}
.slider {
-webkit-appearance: none;
width: 100%;
margin: 3px 0;
padding: 0;
outline: none;
opacity: 0.7;
-webkit-transition: .2s;
transition: opacity .2s;
border-radius: 3px;
}
.slider:hover {
opacity: 1;
}
.slider:focus {
outline: none;
}
.slider::-webkit-slider-runnable-track {
-webkit-appearance: none;
width: 100%;
height: 8px;
background: #d3d3d3;
border-radius: 3px;
border: none;
}
.slider::-webkit-slider-thumb {
-webkit-appearance: none;
width: 15px;
height: 15px;
border-radius: 50%;
background: #0a0;
cursor: pointer;
margin-top: -4px;
}
.dark .slider::-webkit-slider-thumb {
background: #3d3;
}
.slider::-moz-range-thumb {
width: 15px;
height: 15px;
border-radius: 50%;
background: #0a0;
cursor: pointer;
}
.slider::-moz-range-track {
height: 8px;
background: #d3d3d3;
border-radius: 3px;
}
.dark .slider::-moz-range-thumb {
background: #3d3;
}
.slider::-ms-track {
width: 100%;
height: 8px;
border-width: 3px 0;
background: transparent;
border-color: transparent;
color: transparent;
transition: opacity .2s;
}
.slider::-ms-fill-lower {
background: #d3d3d3;
border: none;
border-radius: 3px;
}
.slider::-ms-fill-upper {
background: #d3d3d3;
border: none;
border-radius: 3px;
}
.slider::-ms-thumb {
width: 15px;
height: 15px;
border-radius: 50%;
background: #0a0;
cursor: pointer;
margin: 0;
}
.shameless-plug {
font-size: 0.8em;
text-align: center;
display: block;
}
a {
color: #0278a4;
}
.dark a {
color: #00b9fd;
}
#frontcanvas,
#backcanvas {
touch-action: none;
}
.placeholder {
border: 1px dashed #9f9fda !important;
background-color: #edf2f7 !important;
}
.dragging {
z-index: 999;
}
.dark .dragging>table>tbody>tr {
background-color: #252c30;
}
.dark .placeholder {
filter: invert(1);
}
.column-spacer {
top: 0;
left: 0;
width: calc(100% - 4px);
position: absolute;
cursor: pointer;
user-select: none;
height: 100%;
}
.column-width-handle {
top: 0;
right: 0;
width: 4px;
position: absolute;
cursor: col-resize;
user-select: none;
height: 100%;
}
.column-width-handle:hover {
background-color: #4f99bd;
}
.help-link {
border: 1px solid #0278a4;
padding-inline: 0.3rem;
border-radius: 3px;
cursor: pointer;
}
.dark .help-link {
border: 1px solid #00b9fd;
}
.bom-color {
width: 20%;
}
.color-column input {
width: 1.6rem;
height: 1rem;
border: 1px solid black;
cursor: pointer;
padding: 0;
}
/* removes default styling from input color element */
::-webkit-color-swatch {
border: none;
}
::-webkit-color-swatch-wrapper {
padding: 0;
}
::-moz-color-swatch,
::-moz-focus-inner {
border: none;
}
::-moz-focus-inner {
padding: 0;
}
/* #bomhead {
position: sticky;
top: 0px;
z-index: 1;
} */
</style>
<script type="text/javascript" >
///////////////////////////////////////////////
/*
Split.js - v1.3.5
MIT License
https://github.com/nathancahill/Split.js
*/
!function(e,t){"object"==typeof exports&&"undefined"!=typeof module?module.exports=t():"function"==typeof define&&define.amd?define(t):e.Split=t()}(this,function(){"use strict";var e=window,t=e.document,n="addEventListener",i="removeEventListener",r="getBoundingClientRect",s=function(){return!1},o=e.attachEvent&&!e[n],a=["","-webkit-","-moz-","-o-"].filter(function(e){var n=t.createElement("div");return n.style.cssText="width:"+e+"calc(9px)",!!n.style.length}).shift()+"calc",l=function(e){return"string"==typeof e||e instanceof String?t.querySelector(e):e};return function(u,c){function z(e,t,n){var i=A(y,t,n);Object.keys(i).forEach(function(t){return e.style[t]=i[t]})}function h(e,t){var n=B(y,t);Object.keys(n).forEach(function(t){return e.style[t]=n[t]})}function f(e){var t=E[this.a],n=E[this.b],i=t.size+n.size;t.size=e/this.size*i,n.size=i-e/this.size*i,z(t.element,t.size,this.aGutterSize),z(n.element,n.size,this.bGutterSize)}function m(e){var t;this.dragging&&((t="touches"in e?e.touches[0][b]-this.start:e[b]-this.start)<=E[this.a].minSize+M+this.aGutterSize?t=E[this.a].minSize+this.aGutterSize:t>=this.size-(E[this.b].minSize+M+this.bGutterSize)&&(t=this.size-(E[this.b].minSize+this.bGutterSize)),f.call(this,t),c.onDrag&&c.onDrag())}function g(){var e=E[this.a].element,t=E[this.b].element;this.size=e[r]()[y]+t[r]()[y]+this.aGutterSize+this.bGutterSize,this.start=e[r]()[G]}function d(){var t=this,n=E[t.a].element,r=E[t.b].element;t.dragging&&c.onDragEnd&&c.onDragEnd(),t.dragging=!1,e[i]("mouseup",t.stop),e[i]("touchend",t.stop),e[i]("touchcancel",t.stop),t.parent[i]("mousemove",t.move),t.parent[i]("touchmove",t.move),delete t.stop,delete t.move,n[i]("selectstart",s),n[i]("dragstart",s),r[i]("selectstart",s),r[i]("dragstart",s),n.style.userSelect="",n.style.webkitUserSelect="",n.style.MozUserSelect="",n.style.pointerEvents="",r.style.userSelect="",r.style.webkitUserSelect="",r.style.MozUserSelect="",r.style.pointerEvents="",t.gutter.style.cursor="",t.parent.style.cursor=""}function S(t){var i=this,r=E[i.a].element,o=E[i.b].element;!i.dragging&&c.onDragStart&&c.onDragStart(),t.preventDefault(),i.dragging=!0,i.move=m.bind(i),i.stop=d.bind(i),e[n]("mouseup",i.stop),e[n]("touchend",i.stop),e[n]("touchcancel",i.stop),i.parent[n]("mousemove",i.move),i.parent[n]("touchmove",i.move),r[n]("selectstart",s),r[n]("dragstart",s),o[n]("selectstart",s),o[n]("dragstart",s),r.style.userSelect="none",r.style.webkitUserSelect="none",r.style.MozUserSelect="none",r.style.pointerEvents="none",o.style.userSelect="none",o.style.webkitUserSelect="none",o.style.MozUserSelect="none",o.style.pointerEvents="none",i.gutter.style.cursor=j,i.parent.style.cursor=j,g.call(i)}function v(e){e.forEach(function(t,n){if(n>0){var i=F[n-1],r=E[i.a],s=E[i.b];r.size=e[n-1],s.size=t,z(r.element,r.size,i.aGutterSize),z(s.element,s.size,i.bGutterSize)}})}function p(){F.forEach(function(e){e.parent.removeChild(e.gutter),E[e.a].element.style[y]="",E[e.b].element.style[y]=""})}void 0===c&&(c={});var y,b,G,E,w=l(u[0]).parentNode,D=e.getComputedStyle(w).flexDirection,U=c.sizes||u.map(function(){return 100/u.length}),k=void 0!==c.minSize?c.minSize:100,x=Array.isArray(k)?k:u.map(function(){return k}),L=void 0!==c.gutterSize?c.gutterSize:10,M=void 0!==c.snapOffset?c.snapOffset:30,O=c.direction||"horizontal",j=c.cursor||("horizontal"===O?"ew-resize":"ns-resize"),C=c.gutter||function(e,n){var i=t.createElement("div");return i.className="gutter gutter-"+n,i},A=c.elementStyle||function(e,t,n){var i={};return"string"==typeof t||t instanceof String?i[e]=t:i[e]=o?t+"%":a+"("+t+"% - "+n+"px)",i},B=c.gutterStyle||function(e,t){return n={},n[e]=t+"px",n;var n};"horizontal"===O?(y="width","clientWidth",b="clientX",G="left","paddingLeft"):"vertical"===O&&(y="height","clientHeight",b="clientY",G="top","paddingTop");var F=[];return E=u.map(function(e,t){var i,s={element:l(e),size:U[t],minSize:x[t]};if(t>0&&(i={a:t-1,b:t,dragging:!1,isFirst:1===t,isLast:t===u.length-1,direction:O,parent:w},i.aGutterSize=L,i.bGutterSize=L,i.isFirst&&(i.aGutterSize=L/2),i.isLast&&(i.bGutterSize=L/2),"row-reverse"===D||"column-reverse"===D)){var a=i.a;i.a=i.b,i.b=a}if(!o&&t>0){var c=C(t,O);h(c,L),c[n]("mousedown",S.bind(i)),c[n]("touchstart",S.bind(i)),w.insertBefore(c,s.element),i.gutter=c}0===t||t===u.length-1?z(s.element,s.size,L/2):z(s.element,s.size,L);var f=s.element[r]()[y];return f<s.minSize&&(s.minSize=f),t>0&&F.push(i),s}),o?{setSizes:v,destroy:p}:{setSizes:v,getSizes:function(){return E.map(function(e){return e.size})},collapse:function(e){if(e===F.length){var t=F[e-1];g.call(t),o||f.call(t,t.size-t.bGutterSize)}else{var n=F[e];g.call(n),o||f.call(n,n.aGutterSize)}},destroy:p}}});
///////////////////////////////////////////////
///////////////////////////////////////////////
// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
// This work is free. You can redistribute it and/or modify it
// under the terms of the WTFPL, Version 2
// For more information see LICENSE.txt or http://www.wtfpl.net/
//
// For more information, the home page:
// http://pieroxy.net/blog/pages/lz-string/testing.html
//
// LZ-based compression algorithm, version 1.4.4
var LZString=function(){var o=String.fromCharCode,i={};var n={decompressFromBase64:function(o){return null==o?"":""==o?null:n._decompress(o.length,32,function(n){return function(o,n){if(!i[o]){i[o]={};for(var t=0;t<o.length;t++)i[o][o.charAt(t)]=t}return i[o][n]}("ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",o.charAt(n))})},_decompress:function(i,n,t){var r,e,a,s,p,u,l,f=[],c=4,d=4,h=3,v="",g=[],m={val:t(0),position:n,index:1};for(r=0;r<3;r+=1)f[r]=r;for(a=0,p=Math.pow(2,2),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 2:return""}for(f[3]=l,e=l,g.push(l);;){if(m.index>i)return"";for(a=0,p=Math.pow(2,h),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(l=a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 2:return g.join("")}if(0==c&&(c=Math.pow(2,h),h++),f[l])v=f[l];else{if(l!==d)return null;v=e+e.charAt(0)}g.push(v),f[d++]=e+v.charAt(0),e=v,0==--c&&(c=Math.pow(2,h),h++)}}};return n}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
///////////////////////////////////////////////
///////////////////////////////////////////////
/*!
* PEP v0.4.3 | https://github.com/jquery/PEP
* Copyright jQuery Foundation and other contributors | http://jquery.org/license
*/
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//
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installOnLoad:function(){document.addEventListener("readystatechange",function(){"complete"===document.readyState&&this.installNewSubtree(document)}.bind(this))},isElement:function(a){return a.nodeType===Node.ELEMENT_NODE},flattenMutationTree:function(a){
var b=x(a,this.findElements,this);
return b.push(z(a,this.isElement)),b.reduce(this.concatLists,[])},mutationWatcher:function(a){a.forEach(this.mutationHandler,this)},mutationHandler:function(a){if("childList"===a.type){var b=this.flattenMutationTree(a.addedNodes);b.forEach(this.addElement,this);var c=this.flattenMutationTree(a.removedNodes);c.forEach(this.removeElement,this)}else"attributes"===a.type&&this.elementChanged(a.target,a.oldValue)}};var D=["none","auto","pan-x","pan-y",{rule:"pan-x pan-y",selectors:["pan-x pan-y","pan-y pan-x"]}],E="",F=window.PointerEvent||window.MSPointerEvent,G=!window.ShadowDOMPolyfill&&document.head.createShadowRoot,H=u.pointermap,I=25,J=[1,4,2,8,16],K=!1;try{K=1===new MouseEvent("test",{buttons:1}).buttons}catch(L){}
var M,N={POINTER_ID:1,POINTER_TYPE:"mouse",events:["mousedown","mousemove","mouseup","mouseover","mouseout"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},lastTouches:[],
isEventSimulatedFromTouch:function(a){for(var b,c=this.lastTouches,d=a.clientX,e=a.clientY,f=0,g=c.length;f<g&&(b=c[f]);f++){
var h=Math.abs(d-b.x),i=Math.abs(e-b.y);if(h<=I&&i<=I)return!0}},prepareEvent:function(a){var b=u.cloneEvent(a),c=b.preventDefault;return b.preventDefault=function(){a.preventDefault(),c()},b.pointerId=this.POINTER_ID,b.isPrimary=!0,b.pointerType=this.POINTER_TYPE,b},prepareButtonsForMove:function(a,b){var c=H.get(this.POINTER_ID);
0!==b.which&&c?a.buttons=c.buttons:a.buttons=0,b.buttons=a.buttons},mousedown:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);K||(c.buttons=J[c.button],b&&(c.buttons|=b.buttons),a.buttons=c.buttons),H.set(this.POINTER_ID,a),b&&0!==b.buttons?u.move(c):u.down(c)}},mousemove:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.move(b)}},mouseup:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);if(!K){var d=J[c.button];
c.buttons=b?b.buttons&~d:0,a.buttons=c.buttons}H.set(this.POINTER_ID,a),
c.buttons&=~J[c.button],0===c.buttons?u.up(c):u.move(c)}},mouseover:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.enterOver(b)}},mouseout:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,u.leaveOut(b)}},cancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.deactivateMouse()},deactivateMouse:function(){H["delete"](this.POINTER_ID)}},O=u.captureInfo,P=v.findTarget.bind(v),Q=v.allShadows.bind(v),R=u.pointermap,S=2500,T=200,U="touch-action",V={events:["touchstart","touchmove","touchend","touchcancel"],register:function(a){M.enableOnSubtree(a)},unregister:function(){},elementAdded:function(a){var b=a.getAttribute(U),c=this.touchActionToScrollType(b);c&&(a._scrollType=c,u.listen(a,this.events),
Q(a).forEach(function(a){a._scrollType=c,u.listen(a,this.events)},this))},elementRemoved:function(a){a._scrollType=void 0,u.unlisten(a,this.events),
Q(a).forEach(function(a){a._scrollType=void 0,u.unlisten(a,this.events)},this)},elementChanged:function(a,b){var c=a.getAttribute(U),d=this.touchActionToScrollType(c),e=this.touchActionToScrollType(b);
d&&e?(a._scrollType=d,Q(a).forEach(function(a){a._scrollType=d},this)):e?this.elementRemoved(a):d&&this.elementAdded(a)},scrollTypes:{EMITTER:"none",XSCROLLER:"pan-x",YSCROLLER:"pan-y",SCROLLER:/^(?:pan-x pan-y)|(?:pan-y pan-x)|auto$/},touchActionToScrollType:function(a){var b=a,c=this.scrollTypes;return"none"===b?"none":b===c.XSCROLLER?"X":b===c.YSCROLLER?"Y":c.SCROLLER.exec(b)?"XY":void 0},POINTER_TYPE:"touch",firstTouch:null,isPrimaryTouch:function(a){return this.firstTouch===a.identifier},setPrimaryTouch:function(a){
(0===R.size||1===R.size&&R.has(1))&&(this.firstTouch=a.identifier,this.firstXY={X:a.clientX,Y:a.clientY},this.scrolling=!1,this.cancelResetClickCount())},removePrimaryPointer:function(a){a.isPrimary&&(this.firstTouch=null,this.firstXY=null,this.resetClickCount())},clickCount:0,resetId:null,resetClickCount:function(){var a=function(){this.clickCount=0,this.resetId=null}.bind(this);this.resetId=setTimeout(a,T)},cancelResetClickCount:function(){this.resetId&&clearTimeout(this.resetId)},typeToButtons:function(a){var b=0;return"touchstart"!==a&&"touchmove"!==a||(b=1),b},touchToPointer:function(a){var b=this.currentTouchEvent,c=u.cloneEvent(a),d=c.pointerId=a.identifier+2;c.target=O[d]||P(c),c.bubbles=!0,c.cancelable=!0,c.detail=this.clickCount,c.button=0,c.buttons=this.typeToButtons(b.type),c.width=2*(a.radiusX||a.webkitRadiusX||0),c.height=2*(a.radiusY||a.webkitRadiusY||0),c.pressure=a.force||a.webkitForce||.5,c.isPrimary=this.isPrimaryTouch(a),c.pointerType=this.POINTER_TYPE,
c.altKey=b.altKey,c.ctrlKey=b.ctrlKey,c.metaKey=b.metaKey,c.shiftKey=b.shiftKey;
var e=this;return c.preventDefault=function(){e.scrolling=!1,e.firstXY=null,b.preventDefault()},c},processTouches:function(a,b){var c=a.changedTouches;this.currentTouchEvent=a;for(var d,e=0;e<c.length;e++)d=c[e],b.call(this,this.touchToPointer(d))},
shouldScroll:function(a){if(this.firstXY){var b,c=a.currentTarget._scrollType;if("none"===c)
b=!1;else if("XY"===c)
b=!0;else{var d=a.changedTouches[0],e=c,f="Y"===c?"X":"Y",g=Math.abs(d["client"+e]-this.firstXY[e]),h=Math.abs(d["client"+f]-this.firstXY[f]);
b=g>=h}return this.firstXY=null,b}},findTouch:function(a,b){for(var c,d=0,e=a.length;d<e&&(c=a[d]);d++)if(c.identifier===b)return!0},
vacuumTouches:function(a){var b=a.touches;
if(R.size>=b.length){var c=[];R.forEach(function(a,d){
if(1!==d&&!this.findTouch(b,d-2)){var e=a.out;c.push(e)}},this),c.forEach(this.cancelOut,this)}},touchstart:function(a){this.vacuumTouches(a),this.setPrimaryTouch(a.changedTouches[0]),this.dedupSynthMouse(a),this.scrolling||(this.clickCount++,this.processTouches(a,this.overDown))},overDown:function(a){R.set(a.pointerId,{target:a.target,out:a,outTarget:a.target}),u.enterOver(a),u.down(a)},touchmove:function(a){this.scrolling||(this.shouldScroll(a)?(this.scrolling=!0,this.touchcancel(a)):(a.preventDefault(),this.processTouches(a,this.moveOverOut)))},moveOverOut:function(a){var b=a,c=R.get(b.pointerId);
if(c){var d=c.out,e=c.outTarget;u.move(b),d&&e!==b.target&&(d.relatedTarget=b.target,b.relatedTarget=e,
d.target=e,b.target?(u.leaveOut(d),u.enterOver(b)):(
b.target=e,b.relatedTarget=null,this.cancelOut(b))),c.out=b,c.outTarget=b.target}},touchend:function(a){this.dedupSynthMouse(a),this.processTouches(a,this.upOut)},upOut:function(a){this.scrolling||(u.up(a),u.leaveOut(a)),this.cleanUpPointer(a)},touchcancel:function(a){this.processTouches(a,this.cancelOut)},cancelOut:function(a){u.cancel(a),u.leaveOut(a),this.cleanUpPointer(a)},cleanUpPointer:function(a){R["delete"](a.pointerId),this.removePrimaryPointer(a)},
dedupSynthMouse:function(a){var b=N.lastTouches,c=a.changedTouches[0];
if(this.isPrimaryTouch(c)){
var d={x:c.clientX,y:c.clientY};b.push(d);var e=function(a,b){var c=a.indexOf(b);c>-1&&a.splice(c,1)}.bind(null,b,d);setTimeout(e,S)}}};M=new c(V.elementAdded,V.elementRemoved,V.elementChanged,V);var W,X,Y,Z=u.pointermap,$=window.MSPointerEvent&&"number"==typeof window.MSPointerEvent.MSPOINTER_TYPE_MOUSE,_={events:["MSPointerDown","MSPointerMove","MSPointerUp","MSPointerOut","MSPointerOver","MSPointerCancel","MSGotPointerCapture","MSLostPointerCapture"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},POINTER_TYPES:["","unavailable","touch","pen","mouse"],prepareEvent:function(a){var b=a;return $&&(b=u.cloneEvent(a),b.pointerType=this.POINTER_TYPES[a.pointerType]),b},cleanup:function(a){Z["delete"](a)},MSPointerDown:function(a){Z.set(a.pointerId,a);var b=this.prepareEvent(a);u.down(b)},MSPointerMove:function(a){var b=this.prepareEvent(a);u.move(b)},MSPointerUp:function(a){var b=this.prepareEvent(a);u.up(b),this.cleanup(a.pointerId)},MSPointerOut:function(a){var b=this.prepareEvent(a);u.leaveOut(b)},MSPointerOver:function(a){var b=this.prepareEvent(a);u.enterOver(b)},MSPointerCancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.cleanup(a.pointerId)},MSLostPointerCapture:function(a){var b=u.makeEvent("lostpointercapture",a);u.dispatchEvent(b)},MSGotPointerCapture:function(a){var b=u.makeEvent("gotpointercapture",a);u.dispatchEvent(b)}},aa=window.navigator;aa.msPointerEnabled?(W=function(a){i(a),j(this),k(a)&&(u.setCapture(a,this,!0),this.msSetPointerCapture(a))},X=function(a){i(a),u.releaseCapture(a,!0),this.msReleasePointerCapture(a)}):(W=function(a){i(a),j(this),k(a)&&u.setCapture(a,this)},X=function(a){i(a),u.releaseCapture(a)}),Y=function(a){return!!u.captureInfo[a]},g(),h(),l();var ba={dispatcher:u,Installer:c,PointerEvent:a,PointerMap:p,targetFinding:v};return ba});
///////////////////////////////////////////////
///////////////////////////////////////////////
var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": "none", "redraw_on_drag": true, "board_rotation": 0.0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "offset_back_rotation": false, "kicad_text_formatting": true, "fields": ["Value", "Footprint"]}
///////////////////////////////////////////////
///////////////////////////////////////////////
var pcbdata = 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"))
///////////////////////////////////////////////
///////////////////////////////////////////////
/* Utility functions */
var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
pcbdata.metadata.revision + '__#';
var storage;
function initStorage(key) {
try {
window.localStorage.getItem("blank");
storage = window.localStorage;
} catch (e) {
// localStorage not available
}
if (!storage) {
try {
window.sessionStorage.getItem("blank");
storage = window.sessionStorage;
} catch (e) {
// sessionStorage also not available
}
}
}
function readStorage(key) {
if (storage) {
return storage.getItem(storagePrefix + key);
} else {
return null;
}
}
function writeStorage(key, value) {
if (storage) {
storage.setItem(storagePrefix + key, value);
}
}
function fancyDblClickHandler(el, onsingle, ondouble) {
return function () {
if (el.getAttribute("data-dblclick") == null) {
el.setAttribute("data-dblclick", 1);
setTimeout(function () {
if (el.getAttribute("data-dblclick") == 1) {
onsingle();
}
el.removeAttribute("data-dblclick");
}, 200);
} else {
el.removeAttribute("data-dblclick");
ondouble();
}
}
}
function smoothScrollToRow(rowid) {
document.getElementById(rowid).scrollIntoView({
behavior: "smooth",
block: "center",
inline: "nearest"
});
}
function focusInputField(input) {
input.scrollIntoView(false);
input.focus();
input.select();
}
function saveBomTable(output) {
var text = '';
for (var node of bomhead.childNodes[0].childNodes) {
if (node.firstChild) {
text += (output == 'csv' ? `"${node.firstChild.nodeValue}"` : node.firstChild.nodeValue);
}
if (node != bomhead.childNodes[0].lastChild) {
text += (output == 'csv' ? ',' : '\t');
}
}
text += '\n';
for (var row of bombody.childNodes) {
for (var cell of row.childNodes) {
let val = '';
for (var node of cell.childNodes) {
if (node.nodeName == "INPUT") {
if (node.checked) {
val += '✓';
}
} else if ((node.nodeName == "MARK") || (node.nodeName == "A")) {
val += node.firstChild.nodeValue;
} else {
val += node.nodeValue;
}
}
if (output == 'csv') {
val = val.replace(/\"/g, '\"\"'); // pair of double-quote characters
if (isNumeric(val)) {
val = +val; // use number
} else {
val = `"${val}"`; // enclosed within double-quote
}
}
text += val;
if (cell != row.lastChild) {
text += (output == 'csv' ? ',' : '\t');
}
}
text += '\n';
}
if (output != 'clipboard') {
// To file: csv or txt
var blob = new Blob([text], {
type: `text/${output}`
});
saveFile(`${pcbdata.metadata.title}.${output}`, blob);
} else {
// To clipboard
var textArea = document.createElement("textarea");
textArea.classList.add('clipboard-temp');
textArea.value = text;
document.body.appendChild(textArea);
textArea.focus();
textArea.select();
try {
if (document.execCommand('copy')) {
console.log('Bom copied to clipboard.');
}
} catch (err) {
console.log('Can not copy to clipboard.');
}
document.body.removeChild(textArea);
}
}
function isNumeric(str) {
/* https://stackoverflow.com/a/175787 */
return (typeof str != "string" ? false : !isNaN(str) && !isNaN(parseFloat(str)));
}
function removeGutterNode(node) {
for (var i = 0; i < node.childNodes.length; i++) {
if (node.childNodes[i].classList &&
node.childNodes[i].classList.contains("gutter")) {
node.removeChild(node.childNodes[i]);
break;
}
}
}
function cleanGutters() {
removeGutterNode(document.getElementById("bot"));
removeGutterNode(document.getElementById("canvasdiv"));
}
var units = {
prefixes: {
giga: ["G", "g", "giga", "Giga", "GIGA"],
mega: ["M", "mega", "Mega", "MEGA"],
kilo: ["K", "k", "kilo", "Kilo", "KILO"],
milli: ["m", "milli", "Milli", "MILLI"],
micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
nano: ["N", "n", "nano", "Nano", "NANO"],
pico: ["P", "p", "pico", "Pico", "PICO"],
},
unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
unitsLong: [
"OHM", "Ohm", "ohm", "ohms",
"FARAD", "Farad", "farad",
"HENRY", "Henry", "henry"
],
getMultiplier: function (s) {
if (this.prefixes.giga.includes(s)) return 1e9;
if (this.prefixes.mega.includes(s)) return 1e6;
if (this.prefixes.kilo.includes(s)) return 1e3;
if (this.prefixes.milli.includes(s)) return 1e-3;
if (this.prefixes.micro.includes(s)) return 1e-6;
if (this.prefixes.nano.includes(s)) return 1e-9;
if (this.prefixes.pico.includes(s)) return 1e-12;
return 1;
},
valueRegex: null,
}
function initUtils() {
var allPrefixes = units.prefixes.giga
.concat(units.prefixes.mega)
.concat(units.prefixes.kilo)
.concat(units.prefixes.milli)
.concat(units.prefixes.micro)
.concat(units.prefixes.nano)
.concat(units.prefixes.pico);
var allUnits = units.unitsShort.concat(units.unitsLong);
units.valueRegex = new RegExp("^([0-9\.]+)" +
"\\s*(" + allPrefixes.join("|") + ")?" +
"(" + allUnits.join("|") + ")?" +
"(\\b.*)?$", "");
units.valueAltRegex = new RegExp("^([0-9]*)" +
"(" + units.unitsShort.join("|") + ")?" +
"([GgMmKkUuNnPp])?" +
"([0-9]*)" +
"(\\b.*)?$", "");
if (config.fields.includes("Value")) {
var index = config.fields.indexOf("Value");
pcbdata.bom["parsedValues"] = {};
for (var id in pcbdata.bom.fields) {
pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index])
}
}
}
function parseValue(val, ref) {
var inferUnit = (unit, ref) => {
if (unit) {
unit = unit.toLowerCase();
if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
unit = 'r';
}
unit = unit[0];
} else {
ref = /^([a-z]+)\d+$/i.exec(ref);
if (ref) {
ref = ref[1].toLowerCase();
if (ref == "c") unit = 'f';
else if (ref == "l") unit = 'h';
else if (ref == "r" || ref == "rv") unit = 'r';
else unit = null;
}
}
return unit;
};
val = val.replace(/,/g, "");
var match = units.valueRegex.exec(val);
var unit;
if (match) {
val = parseFloat(match[1]);
if (match[2]) {
val = val * units.getMultiplier(match[2]);
}
unit = inferUnit(match[3], ref);
if (!unit) return null;
else return {
val: val,
unit: unit,
extra: match[4],
}
}
match = units.valueAltRegex.exec(val);
if (match && (match[1] || match[4])) {
val = parseFloat(match[1] + "." + match[4]);
if (match[3]) {
val = val * units.getMultiplier(match[3]);
}
unit = inferUnit(match[2], ref);
if (!unit) return null;
else return {
val: val,
unit: unit,
extra: match[5],
}
}
return null;
}
function valueCompare(a, b, stra, strb) {
if (a === null && b === null) {
// Failed to parse both values, compare them as strings.
if (stra != strb) return stra > strb ? 1 : -1;
else return 0;
} else if (a === null) {
return 1;
} else if (b === null) {
return -1;
} else {
if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
else if (a.val != b.val) return a.val > b.val ? 1 : -1;
else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
else return 0;
}
}
function validateSaveImgDimension(element) {
var valid = false;
var intValue = 0;
if (/^[1-9]\d*$/.test(element.value)) {
intValue = parseInt(element.value);
if (intValue <= 16000) {
valid = true;
}
}
if (valid) {
element.classList.remove("invalid");
} else {
element.classList.add("invalid");
}
return intValue;
}
function saveImage(layer) {
var width = validateSaveImgDimension(document.getElementById("render-save-width"));
var height = validateSaveImgDimension(document.getElementById("render-save-height"));
var bgcolor = null;
if (!document.getElementById("render-save-transparent").checked) {
var style = getComputedStyle(topmostdiv);
bgcolor = style.getPropertyValue("background-color");
}
if (!width || !height) return;
// Prepare image
var canvas = document.createElement("canvas");
var layerdict = {
transform: {
x: 0,
y: 0,
s: 1,
panx: 0,
pany: 0,
zoom: 1,
},
bg: canvas,
fab: canvas,
silk: canvas,
highlight: canvas,
layer: layer,
}
// Do the rendering
recalcLayerScale(layerdict, width, height);
prepareLayer(layerdict);
clearCanvas(canvas, bgcolor);
drawBackground(layerdict, false);
drawHighlightsOnLayer(layerdict, false);
// Save image
var imgdata = canvas.toDataURL("image/png");
var filename = pcbdata.metadata.title;
if (pcbdata.metadata.revision) {
filename += `.${pcbdata.metadata.revision}`;
}
filename += `.${layer}.png`;
saveFile(filename, dataURLtoBlob(imgdata));
}
function saveSettings() {
var data = {
type: "InteractiveHtmlBom settings",
version: 1,
pcbmetadata: pcbdata.metadata,
settings: settings,
}
var blob = new Blob([JSON.stringify(data, null, 4)], {
type: "application/json"
});
saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
}
function loadSettings() {
var input = document.createElement("input");
input.type = "file";
input.accept = ".settings.json";
input.onchange = function (e) {
var file = e.target.files[0];
var reader = new FileReader();
reader.onload = readerEvent => {
var content = readerEvent.target.result;
var newSettings;
try {
newSettings = JSON.parse(content);
} catch (e) {
alert("Selected file is not InteractiveHtmlBom settings file.");
return;
}
if (newSettings.type != "InteractiveHtmlBom settings") {
alert("Selected file is not InteractiveHtmlBom settings file.");
return;
}
var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
if (metadataMatches) {
for (var k in pcbdata.metadata) {
if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
metadataMatches = false;
}
}
}
if (!metadataMatches) {
var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
if (!confirm(
`Settins file metadata does not match current metadata.\n\n` +
`Page metadata:\n${currentMetadata}\n\n` +
`Settings file metadata:\n${fileMetadata}\n\n` +
`Press OK if you would like to import settings anyway.`)) {
return;
}
}
overwriteSettings(newSettings.settings);
}
reader.readAsText(file, 'UTF-8');
}
input.click();
}
function resetSettings() {
if (!confirm(
`This will reset all checkbox states and other settings.\n\n` +
`Press OK if you want to continue.`)) {
return;
}
if (storage) {
var keys = [];
for (var i = 0; i < storage.length; i++) {
var key = storage.key(i);
if (key.startsWith(storagePrefix)) keys.push(key);
}
for (var key of keys) storage.removeItem(key);
}
location.reload();
}
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.forms.highlightpin1.highlightpin1.value = settings.highlightpin1;
writeStorage("boardRotation", settings.boardRotation);
document.getElementById("boardRotation").value = settings.boardRotation / 5;
document.getElementById("rotationDegree").textContent = settings.boardRotation;
setOffsetBackRotation(settings.offsetBackRotation);
document.getElementById("offsetBackRotationCheckbox").checked = settings.offsetBackRotation;
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: "FB",
bomlayout: "left-right",
bommode: "grouped",
checkboxes: [],
checkboxStoredRefs: {},
darkMode: false,
highlightpin1: "none",
redrawOnDrag: true,
boardRotation: 0,
offsetBackRotation: false,
renderPads: true,
renderReferences: true,
renderValues: true,
renderSilkscreen: true,
renderFabrication: true,
renderDnpOutline: false,
renderTracks: true,
renderZones: true,
columnOrder: [],
hiddenColumns: [],
netColors: {},
}
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 (settings.bommode == "netlist" && !pcbdata.nets) {
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;
var highlightpin1 = readStorage("highlightpin1") || config.highlight_pin1;
if (highlightpin1 === "false") highlightpin1 = "none";
if (highlightpin1 === "true") highlightpin1 = "all";
setHighlightPin1(highlightpin1);
document.forms.highlightpin1.highlightpin1.value = highlightpin1;
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);
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;
initBooleanSetting("offsetBackRotation", config.offset_back_rotation, "offsetBackRotationCheckbox", setOffsetBackRotation);
settings.netColors = JSON.parse(readStorage("netColors")) || {};
}
// Helper classes for user js callbacks.
const IBOM_EVENT_TYPES = {
ALL: "all",
HIGHLIGHT_EVENT: "highlightEvent",
CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
}
const EventHandler = {
callbacks: {},
init: function () {
for (eventType of Object.values(IBOM_EVENT_TYPES))
this.callbacks[eventType] = [];
},
registerCallback: function (eventType, callback) {
this.callbacks[eventType].push(callback);
},
emitEvent: function (eventType, eventArgs) {
event = {
eventType: eventType,
args: eventArgs,
}
var callback;
for (callback of this.callbacks[eventType])
callback(event);
for (callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
callback(event);
}
}
EventHandler.init();
///////////////////////////////////////////////
///////////////////////////////////////////////
/* PCB rendering code */
var emptyContext2d = document.createElement("canvas").getContext("2d");
function deg2rad(deg) {
return deg * Math.PI / 180;
}
function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
var point = [
linepoint[0] * text.width + offsetx,
linepoint[1] * text.height + offsety
];
// This approximates pcbnew behavior with how text tilts depending on horizontal justification
point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
return point;
}
function drawText(ctx, text, color) {
if ("ref" in text && !settings.renderReferences) return;
if ("val" in text && !settings.renderValues) return;
ctx.save();
ctx.fillStyle = color;
ctx.strokeStyle = color;
ctx.lineCap = "round";
ctx.lineJoin = "round";
ctx.lineWidth = text.thickness;
if ("svgpath" in text) {
ctx.stroke(new Path2D(text.svgpath));
ctx.restore();
return;
}
if ("polygons" in text) {
ctx.fill(getPolygonsPath(text));
ctx.restore();
return;
}
ctx.translate(...text.pos);
ctx.translate(text.thickness * 0.5, 0);
var angle = -text.angle;
if (text.attr.includes("mirrored")) {
ctx.scale(-1, 1);
angle = -angle;
}
var tilt = 0;
if (text.attr.includes("italic")) {
tilt = 0.125;
}
var interline = text.height * 1.5 + text.thickness;
var txt = text.text.split("\n");
// KiCad ignores last empty line.
if (txt[txt.length - 1] == '') txt.pop();
ctx.rotate(deg2rad(angle));
var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
for (var i in txt) {
var lineWidth = text.thickness + interline / 2 * tilt;
for (var j = 0; j < txt[i].length; j++) {
if (txt[i][j] == '\t') {
var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
lineWidth += fourSpaces - lineWidth % fourSpaces;
} else {
if (txt[i][j] == '~') {
j++;
if (j == txt[i].length)
break;
}
lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
}
}
var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
var inOverbar = false;
for (var j = 0; j < txt[i].length; j++) {
if (config.kicad_text_formatting) {
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.lineWidth = 3 / scalefactor;
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);
}
}
ctx.lineWidth = 3 / scalefactor;
// 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 == "all" ||
settings.highlightpin1 == "selected" && highlight)) {
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, defaultColor, highlight) {
ctx = canvas.getContext("2d");
ctx.lineCap = "round";
var hasHole = (track) => (
'drillsize' in track &&
track.start[0] == track.end[0] &&
track.start[1] == track.end[1]);
// First draw tracks and tented vias
for (var track of pcbdata.tracks[layer]) {
if (highlight && highlightedNet != track.net) continue;
if (!hasHole(track)) {
ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
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();
}
}
// Second pass to draw untented vias
var style = getComputedStyle(topmostdiv);
var holeColor = style.getPropertyValue('--pad-hole-color')
for (var track of pcbdata.tracks[layer]) {
if (highlight && highlightedNet != track.net) continue;
if (hasHole(track)) {
ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
ctx.lineWidth = track.width;
ctx.beginPath();
ctx.moveTo(...track.start);
ctx.lineTo(...track.end);
ctx.stroke();
ctx.strokeStyle = holeColor;
ctx.lineWidth = track.drillsize;
ctx.lineTo(...track.end);
ctx.stroke();
}
}
}
function drawZones(canvas, layer, defaultColor, highlight) {
ctx = canvas.getContext("2d");
ctx.lineJoin = "round";
for (var zone of pcbdata.zones[layer]) {
if (highlight && highlightedNet != zone.net) continue;
ctx.strokeStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
ctx.fillStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
if (!zone.path2d) {
zone.path2d = getPolygonsPath(zone);
}
ctx.fill(zone.path2d, zone.fillrule || "nonzero");
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.renderZones) {
var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
drawZones(canvas, layer, zoneColor, highlight);
}
if (settings.renderTracks) {
var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
drawTracks(canvas, layer, trackColor, highlight);
}
if (highlight && settings.renderPads) {
var padColor = style.getPropertyValue('--pad-color-highlight');
var padHoleColor = style.getPropertyValue('--pad-hole-color');
var ctx = canvas.getContext("2d");
for (var footprint of pcbdata.footprints) {
// draw pads
var padDrawn = false;
for (var pad of footprint.pads) {
if (highlightedNet != pad.net) continue;
if (pad.layers.includes(layer)) {
drawPad(ctx, pad, padColor, false);
padDrawn = true;
}
}
if (padDrawn) {
// redraw all pad holes because some pads may overlap
for (var pad of footprint.pads) {
drawPadHole(ctx, pad, padHoleColor);
}
}
}
}
}
function drawHighlightsOnLayer(canvasdict, clear = true) {
if (clear) {
clearCanvas(canvasdict.highlight);
}
if (markedFootprints.size > 0 || highlightedFootprints.length > 0) {
drawFootprints(canvasdict.highlight, canvasdict.layer,
canvasdict.transform.s * canvasdict.transform.zoom, true);
}
if (highlightedNet !== null) {
drawNets(canvasdict.highlight, canvasdict.layer, true);
}
}
function drawHighlights() {
drawHighlightsOnLayer(allcanvas.front);
drawHighlightsOnLayer(allcanvas.back);
}
function drawBackground(canvasdict, clear = true) {
if (clear) {
clearCanvas(canvasdict.bg);
clearCanvas(canvasdict.fab);
clearCanvas(canvasdict.silk);
}
drawNets(canvasdict.bg, canvasdict.layer, false);
drawFootprints(canvasdict.bg, canvasdict.layer,
canvasdict.transform.s * canvasdict.transform.zoom, false);
drawEdgeCuts(canvasdict.bg, canvasdict.transform.s * canvasdict.transform.zoom);
var style = getComputedStyle(topmostdiv);
var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
var textColor = style.getPropertyValue('--silkscreen-text-color');
if (settings.renderSilkscreen) {
drawBgLayer(
"silkscreen", canvasdict.silk, canvasdict.layer,
canvasdict.transform.s * canvasdict.transform.zoom,
edgeColor, polygonColor, textColor);
}
edgeColor = style.getPropertyValue('--fabrication-edge-color');
polygonColor = style.getPropertyValue('--fabrication-polygon-color');
textColor = style.getPropertyValue('--fabrication-text-color');
if (settings.renderFabrication) {
drawBgLayer(
"fabrication", canvasdict.fab, canvasdict.layer,
canvasdict.transform.s * canvasdict.transform.zoom,
edgeColor, polygonColor, textColor);
}
}
function prepareCanvas(canvas, flip, transform) {
var ctx = canvas.getContext("2d");
ctx.setTransform(1, 0, 0, 1, 0, 0);
ctx.scale(transform.zoom, transform.zoom);
ctx.translate(transform.panx, transform.pany);
if (flip) {
ctx.scale(-1, 1);
}
ctx.translate(transform.x, transform.y);
ctx.rotate(deg2rad(settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
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, flip) {
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 + (flip && settings.offsetBackRotation ? - 180 : 0)));
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 flip = (layerdict.layer === "B");
var bbox = applyRotation(pcbdata.edges_bbox, flip);
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;
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;
var flip = layerdict.layer === "B";
if (flip) {
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 + (flip && settings.offsetBackRotation ? - 180 : 0));
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 setOffsetBackRotation(value) {
settings.offsetBackRotation = value;
writeStorage("offsetBackRotation", value);
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();
if (initDone) {
populateBomTable();
}
}
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 updateNetColors() {
writeStorage("netColors", JSON.stringify(settings.netColors));
redrawIfInitDone();
}
function netColorChangeHandler(net) {
return (event) => {
settings.netColors[net] = event.target.value;
updateNetColors();
}
}
function netColorRightClick(net) {
return (event) => {
if (event.button == 2) {
event.preventDefault();
event.stopPropagation();
var style = getComputedStyle(topmostdiv);
var defaultNetColor = style.getPropertyValue('--track-color').trim();
event.target.value = defaultNetColor;
delete settings.netColors[net];
updateNetColors();
}
}
}
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 (String(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") {
tr.appendChild(createColumnHeader("Net name", "bom-netname", (a, b) => {
if (a > b) return -1;
if (a < b) return 1;
return 0;
}));
tr.appendChild(createColumnHeader("Color", "bom-color", (a, b) => {
return 0;
}));
} 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) {
const urlRegex = /^(https?:\/\/[^\s\/$.?#][^\s]*|file:\/\/([a-zA-Z]:|\/)[^\x00]+)$/;
while (bom.firstChild) {
bom.removeChild(bom.firstChild);
}
highlightHandlers = [];
footprintIndexToHandler = {};
netsToHandler = {};
currentHighlightedRowId = null;
var first = true;
var style = getComputedStyle(topmostdiv);
var defaultNetColor = style.getPropertyValue('--track-color').trim();
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);
var color = settings.netColors[netname] || defaultNetColor;
td = document.createElement("TD");
var colorBox = document.createElement("INPUT");
colorBox.type = "color";
colorBox.value = color;
colorBox.onchange = netColorChangeHandler(netname);
colorBox.onmouseup = netColorRightClick(netname);
colorBox.oncontextmenu = (e) => e.preventDefault();
td.appendChild(colorBox);
td.classList.add("color-column");
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");
var output = new Array();
for (let item of valueSet) {
const visible = highlightFilter(String(item));
if (typeof item === 'string' && item.match(urlRegex)) {
output.push(`<a href="${item}" target="_blank">${visible}</a>`);
} else {
output.push(visible);
}
}
td.innerHTML = output.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("topmostdiv").style.height = "";
document.getElementById("topmostdiv").style.display = "block";
break;
case 'top-bottom':
document.getElementById("tb-btn").classList.add("depressed");
document.getElementById("frontcanvas").style.display = "";
document.getElementById("backcanvas").style.display = "";
document.getElementById("topmostdiv").style.height = "100%";
document.getElementById("topmostdiv").style.display = "flex";
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("topmostdiv").style.height = "100%";
document.getElementById("topmostdiv").style.display = "flex";
document.getElementById("bomdiv").classList.add("split-horizontal");
document.getElementById("canvasdiv").classList.add("split-horizontal");
document.getElementById("frontcanvas").classList.remove("split-horizontal");
document.getElementById("backcanvas").classList.remove("split-horizontal");
if (bomsplit) {
bomsplit.destroy();
bomsplit = null;
canvassplit.destroy();
canvassplit = null;
}
bomsplit = Split(['#bomdiv', '#canvasdiv'], {
sizes: [50, 50],
onDragEnd: resizeAll,
gutterSize: 5
});
canvassplit = Split(['#frontcanvas', '#backcanvas'], {
sizes: [50, 50],
gutterSize: 5,
direction: "vertical",
onDragEnd: resizeAll
});
}
settings.bomlayout = layout;
writeStorage("bomlayout", layout);
changeCanvasLayout(settings.canvaslayout);
}
function changeBomMode(mode) {
document.getElementById("bom-grouped-btn").classList.remove("depressed");
document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
document.getElementById("bom-netlist-btn").classList.remove("depressed");
var chkbxs = document.getElementsByClassName("visibility_checkbox");
switch (mode) {
case 'grouped':
document.getElementById("bom-grouped-btn").classList.add("depressed");
for (var i = 0; i < chkbxs.length; i++) {
chkbxs[i].disabled = false;
}
break;
case 'ungrouped':
document.getElementById("bom-ungrouped-btn").classList.add("depressed");
for (var i = 0; i < chkbxs.length; i++) {
chkbxs[i].disabled = false;
}
break;
case 'netlist':
document.getElementById("bom-netlist-btn").classList.add("depressed");
for (var i = 0; i < chkbxs.length; i++) {
chkbxs[i].disabled = true;
}
}
writeStorage("bommode", mode);
if (mode != settings.bommode) {
settings.bommode = mode;
bomSortFunction = null;
currentSortColumn = null;
currentSortOrder = null;
clearHighlightedFootprints();
}
populateBomTable();
}
function focusFilterField() {
focusInputField(document.getElementById("filter"));
}
function focusRefLookupField() {
focusInputField(document.getElementById("reflookup"));
}
function toggleBomCheckbox(bomrowid, checkboxnum) {
if (!bomrowid || checkboxnum > settings.checkboxes.length) {
return;
}
var bomrow = document.getElementById(bomrowid);
var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
checkbox.checked = !checkbox.checked;
checkbox.indeterminate = false;
checkbox.onchange();
}
function checkBomCheckbox(bomrowid, checkboxname) {
var checkboxnum = 0;
while (checkboxnum < settings.checkboxes.length &&
settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
checkboxnum++;
}
if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
return;
}
var bomrow = document.getElementById(bomrowid);
var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
checkbox.checked = true;
checkbox.indeterminate = false;
checkbox.onchange();
}
function setBomCheckboxes(value) {
writeStorage("bomCheckboxes", value);
settings.checkboxes = value.split(",").map((e) => e.trim()).filter((e) => e);
prepCheckboxes();
populateMarkWhenCheckedOptions();
setMarkWhenChecked(settings.markWhenChecked);
}
function setMarkWhenChecked(value) {
writeStorage("markWhenChecked", value);
settings.markWhenChecked = value;
markedFootprints.clear();
for (var ref of (value ? getStoredCheckboxRefs(value) : [])) {
markedFootprints.add(ref);
}
populateBomTable();
drawHighlights();
}
function prepCheckboxes() {
var table = document.getElementById("checkbox-stats");
while (table.childElementCount > 1) {
table.removeChild(table.lastChild);
}
if (settings.checkboxes.length) {
table.style.display = "";
} else {
table.style.display = "none";
}
for (var checkbox of settings.checkboxes) {
var tr = document.createElement("TR");
var td = document.createElement("TD");
td.innerHTML = checkbox;
tr.appendChild(td);
td = document.createElement("TD");
td.id = "checkbox-stats-" + checkbox;
var progressbar = document.createElement("div");
progressbar.classList.add("bar");
td.appendChild(progressbar);
var text = document.createElement("div");
text.classList.add("text");
td.appendChild(text);
tr.appendChild(td);
table.appendChild(tr);
updateCheckboxStats(checkbox);
}
}
function populateMarkWhenCheckedOptions() {
var container = document.getElementById("markWhenCheckedContainer");
if (settings.checkboxes.length == 0) {
container.parentElement.style.display = "none";
return;
}
container.innerHTML = '';
container.parentElement.style.display = "inline-block";
function createOption(name, displayName) {
var id = "markWhenChecked-" + name;
var div = document.createElement("div");
div.classList.add("radio-container");
var input = document.createElement("input");
input.type = "radio";
input.name = "markWhenChecked";
input.value = name;
input.id = id;
input.onchange = () => setMarkWhenChecked(name);
div.appendChild(input);
// Preserve the selected element when the checkboxes change
if (name == settings.markWhenChecked) {
input.checked = true;
}
var label = document.createElement("label");
label.innerHTML = displayName;
label.htmlFor = id;
div.appendChild(label);
container.appendChild(div);
}
createOption("", "None");
for (var checkbox of settings.checkboxes) {
createOption(checkbox, checkbox);
}
}
function updateCheckboxStats(checkbox) {
var checked = getStoredCheckboxRefs(checkbox).size;
var total = pcbdata.footprints.length - pcbdata.bom.skipped.length;
var percent = checked * 100.0 / total;
var td = document.getElementById("checkbox-stats-" + checkbox);
td.firstChild.style.width = percent + "%";
td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
}
function constrain(number, min, max) {
return Math.min(Math.max(parseInt(number), min), max);
}
document.onkeydown = function (e) {
switch (e.key) {
case "n":
if (document.activeElement.type == "text") {
return;
}
if (currentHighlightedRowId !== null) {
checkBomCheckbox(currentHighlightedRowId, "placed");
highlightNextRow();
e.preventDefault();
}
break;
case "ArrowUp":
highlightPreviousRow();
e.preventDefault();
break;
case "ArrowDown":
highlightNextRow();
e.preventDefault();
break;
case "ArrowLeft":
case "ArrowRight":
if (document.activeElement.type != "text") {
e.preventDefault();
let boardRotationElement = document.getElementById("boardRotation")
settings.boardRotation = parseInt(boardRotationElement.value); // degrees / 5
if (e.key == "ArrowLeft") {
settings.boardRotation += 3; // 15 degrees
}
else {
settings.boardRotation -= 3;
}
settings.boardRotation = constrain(settings.boardRotation, boardRotationElement.min, boardRotationElement.max);
boardRotationElement.value = settings.boardRotation
setBoardRotation(settings.boardRotation);
}
break;
default:
break;
}
if (e.altKey) {
switch (e.key) {
case "f":
focusFilterField();
e.preventDefault();
break;
case "r":
focusRefLookupField();
e.preventDefault();
break;
case "z":
changeBomLayout("bom-only");
e.preventDefault();
break;
case "x":
changeBomLayout("left-right");
e.preventDefault();
break;
case "c":
changeBomLayout("top-bottom");
e.preventDefault();
break;
case "v":
changeCanvasLayout("F");
e.preventDefault();
break;
case "b":
changeCanvasLayout("FB");
e.preventDefault();
break;
case "n":
changeCanvasLayout("B");
e.preventDefault();
break;
default:
break;
}
if (e.key >= '1' && e.key <= '9') {
toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key));
e.preventDefault();
}
}
}
function hideNetlistButton() {
document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
document.getElementById("bom-netlist-btn").style.display = "none";
}
function topToggle() {
var top = document.getElementById("top");
var toptoggle = document.getElementById("toptoggle");
if (top.style.display === "none") {
top.style.display = "flex";
toptoggle.classList.remove("flipped");
} else {
top.style.display = "none";
toptoggle.classList.add("flipped");
}
}
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);
///////////////////////////////////////////////
///////////////////////////////////////////////
// EventHandler.registerCallback(IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, () => {
// for(var tr of bom.childNodes) {
// tr.onclick = tr.onmousemove;
// tr.onmousemove = null;
// };
// });
///////////////////////////////////////////////
</script>
</head>
<body>
<div id="topmostdiv" class="topmostdiv">
<div id="top">
<div id="fileinfodiv">
<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 id="bomcontrols">
<div class="hideonprint menu">
<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="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
Continuous redraw on drag
</label>
<label class="menu-label">
Highlight first pin
<form id="highlightpin1">
<div class="flexbox">
<label>
<input type="radio" name="highlightpin1" value="none" onchange="setHighlightPin1('none')">
None
</label>
<label>
<input type="radio" name="highlightpin1" value="all" onchange="setHighlightPin1('all')">
All
</label>
<label>
<input type="radio" name="highlightpin1" value="selected" onchange="setHighlightPin1('selected')">
Selected
</label>
</div>
</form>
</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">
<input id="offsetBackRotationCheckbox" type="checkbox" onchange="setOffsetBackRotation(this.checked)">
Offset back rotation
</label>
<label class="menu-label">
<div style="margin-left: 5px">Bom checkboxes</div>
<input id="bomCheckboxes" class="menu-textbox" type=text
oninput="setBomCheckboxes(this.value)">
</label>
<label class="menu-label">
<div style="margin-left: 5px">Mark when checked</div>
<div id="markWhenCheckedContainer"></div>
</label>
<label class="menu-label">
<span class="shameless-plug">
<span>Created using</span>
<a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
<a target="blank" title="Mouse and keyboard help" href="https://github.com/openscopeproject/InteractiveHtmlBom/wiki/Usage#bom-page-mouse-actions" style="text-decoration: none;"><label class="help-link">?</label></a>
</span>
</label>
</div>
</div>
<div class="button-container hideonprint">
<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">
<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">
<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">
<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">
<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>
<button class="savebtn" onclick="resetSettings()">Reset</button>
</div>
</div>
<div class="menu-label">
<span style="margin-left: 5px;">Save bom table as</span>
<div class="flexbox">
<button class="savebtn" onclick="saveBomTable('csv')">csv</button>
<button class="savebtn" onclick="saveBomTable('txt')">txt</button>
</div>
</div>
</div>
</div>
</div>
</div>
<div id="topdivider">
<div class="hideonprint">
<div id="toptoggle" onclick="topToggle()">︽</div>
</div>
</div>
<div id="bot" class="split" style="flex: 1 1">
<div id="bomdiv" class="split split-horizontal">
<div style="width: 100%">
<input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup"
oninput="updateRefLookup(this.value)">
<input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter"
oninput="updateFilter(this.value)">
<div class="button-container hideonprint" style="float: left; margin: 0;">
<button id="copy" title="Copy bom table to clipboard"
onclick="saveBomTable('clipboard')"></button>
</div>
</div>
<div id="dbg"></div>
<table class="bom" id="bomtable">
<thead id="bomhead">
</thead>
<tbody id="bombody">
</tbody>
</table>
</div>
<div id="canvasdiv" class="split split-horizontal">
<div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden">
<div style="position: relative; width: 100%; height: 100%;">
<canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
<canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
<canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
<canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
</div>
</div>
<div id="backcanvas" class="split" touch-action="none" style="overflow: hidden">
<div style="position: relative; width: 100%; height: 100%;">
<canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
<canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
<canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
<canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
</div>
</div>
</div>
</div>
</div>
</body>
</html>
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