Эхлэл Бүгдийг харах Тусламж
Нэвтрэх
RISCI_ATOM
/
reform
-ын хуулбар https://github.com/mntmn/reform.git
1
0
Салаа 0
Файлууд Асуудлууд 0 Мэдлэгийн сан
Салаа: master
Салаанууд Тагууд
reform
/
reform2-ibom
/
reform2-keyboard
/
ibom.html

ibom.html 864 KB
Байнгын холболт Түүх Анхны өгөгдөл

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  1. <!DOCTYPE html>
    2. 

  2. <html lang="en">
    3. 

  3. 

  4. <head>
    5. 

  5.   <meta charset="UTF-8">
    6. 

  6.   <meta name="viewport" content="width=device-width, initial-scale=1.0">
    7. 

  7.   <title>Interactive BOM for KiCAD</title>
    8. 

  8.   <style type="text/css">
    9. 

  9. :root {
    10. 

  10.   --pcb-edge-color: black;
    11. 

  11.   --pad-color: #878787;
    12. 

  12.   --pad-color-highlight: #D04040;
    13. 

  13.   --pin1-outline-color: #ffb629;
    14. 

  14.   --pin1-outline-color-highlight: #b4ff03;
    15. 

  15.   --silkscreen-edge-color: #aa4;
    16. 

  16.   --silkscreen-polygon-color: #4aa;
    17. 

  17.   --silkscreen-text-color: #4aa;
    18. 

  18.   --fabrication-edge-color: #907651;
    19. 

  19.   --fabrication-polygon-color: #907651;
    20. 

  20.   --fabrication-text-color: #a27c24;
    21. 

  21.   --track-color: #def5f1;
    22. 

  22.   --track-color-highlight: #D04040;
    23. 

  23.   --zone-color: #def5f1;
    24. 

  24.   --zone-color-highlight: #d0404080;
    25. 

  25. }
    26. 

  26. 

  27. html, body {
    28. 

  28.   margin: 0px;
    29. 

  29.   height: 100%;
    30. 

  30.   font-family: Verdana, sans-serif;
    31. 

  31. }
    32. 

  32. 

  33. .dark.topmostdiv {
    34. 

  34.   --pcb-edge-color: #eee;
    35. 

  35.   --pad-color: #808080;
    36. 

  36.   --pin1-outline-color: #ffa800;
    37. 

  37.   --pin1-outline-color-highlight: #ccff00;
    38. 

  38.   --track-color: #42524f;
    39. 

  39.   --zone-color: #42524f;
    40. 

  40.   background-color: #252c30;
    41. 

  41.   color: #eee;
    42. 

  42. }
    43. 

  43. 

  44. button {
    45. 

  45.   background-color: #eee;
    46. 

  46.   border: 1px solid #888;
    47. 

  47.   color: black;
    48. 

  48.   height: 44px;
    49. 

  49.   width: 44px;
    50. 

  50.   text-align: center;
    51. 

  51.   text-decoration: none;
    52. 

  52.   display: inline-block;
    53. 

  53.   font-size: 14px;
    54. 

  54.   font-weight: bolder;
    55. 

  55. }
    56. 

  56. 

  57. .dark button {
    58. 

  58.   /* This will be inverted */
    59. 

  59.   background-color: #c3b7b5;
    60. 

  60. }
    61. 

  61. 

  62. button.depressed {
    63. 

  63.   background-color: #0a0;
    64. 

  64.   color: white;
    65. 

  65. }
    66. 

  66. 

  67. .dark button.depressed {
    68. 

  68.   /* This will be inverted */
    69. 

  69.   background-color: #b3b;
    70. 

  70. }
    71. 

  71. 

  72. button:focus {
    73. 

  73.   outline: 0;
    74. 

  74. }
    75. 

  75. 

  76. button#tb-btn {
    77. 

  77.   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");
    78. 

  78. }
    79. 

  79. 

  80. button#lr-btn {
    81. 

  81.   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");
    82. 

  82. }
    83. 

  83. 

  84. button#bom-btn {
    85. 

  85.   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");
    86. 

  86. }
    87. 

  87. 

  88. button#bom-grouped-btn {
    89. 

  89.   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");
    90. 

  90. }
    91. 

  91. 

  92. button#bom-ungrouped-btn {
    93. 

  93.   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");
    94. 

  94. }
    95. 

  95. 

  96. button#bom-netlist-btn {
    97. 

  97.   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");
    98. 

  98. }
    99. 

  99. 

  100. button#copy {
    101. 

  101.   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");
    102. 

  102.   background-position: 6px 6px;
    103. 

  103.   background-repeat: no-repeat;
    104. 

  104.   background-size: 26px 26px;
    105. 

  105.   border-radius: 6px;
    106. 

  106.   height: 40px;
    107. 

  107.   width: 40px;
    108. 

  108.   margin: 10px 5px;
    109. 

  109. }
    110. 

  110. 

  111. button#copy:active {
    112. 

  112.     box-shadow: inset 0px 0px 5px #6c6c6c;
    113. 

  113. }
    114. 

  114. 

  115. textarea.clipboard-temp {
    116. 

  116.   position: fixed;
    117. 

  117.   top: 0;
    118. 

  118.   left: 0;
    119. 

  119.   width: 2em;
    120. 

  120.   height: 2em;
    121. 

  121.   padding: 0;
    122. 

  122.   border: None;
    123. 

  123.   outline: None;
    124. 

  124.   box-shadow: None;
    125. 

  125.   background: transparent;
    126. 

  126. }
    127. 

  127. 

  128. .left-most-button {
    129. 

  129.   border-right: 0;
    130. 

  130.   border-top-left-radius: 6px;
    131. 

  131.   border-bottom-left-radius: 6px;
    132. 

  132. }
    133. 

  133. 

  134. .middle-button {
    135. 

  135.   border-right: 0;
    136. 

  136. }
    137. 

  137. 

  138. .right-most-button {
    139. 

  139.   border-top-right-radius: 6px;
    140. 

  140.   border-bottom-right-radius: 6px;
    141. 

  141. }
    142. 

  142. 

  143. .button-container {
    144. 

  144.   font-size: 0;
    145. 

  145.   margin: 10px 10px 10px 0px;
    146. 

  146. }
    147. 

  147. 

  148. .dark .button-container {
    149. 

  149.   filter: invert(1);
    150. 

  150. }
    151. 

  151. 

  152. .button-container button {
    153. 

  153.   background-size: 32px 32px;
    154. 

  154.   background-position: 5px 5px;
    155. 

  155.   background-repeat: no-repeat;
    156. 

  156. }
    157. 

  157. 

  158. @media print {
    159. 

  159.   .hideonprint {
    160. 

  160.     display: none;
    161. 

  161.   }
    162. 

  162. }
    163. 

  163. 

  164. canvas {
    165. 

  165.   cursor: crosshair;
    166. 

  166. }
    167. 

  167. 

  168. canvas:active {
    169. 

  169.   cursor: grabbing;
    170. 

  170. }
    171. 

  171. 

  172. .fileinfo {
    173. 

  173.   width: 100%;
    174. 

  174.   max-width: 1000px;
    175. 

  175.   border: none;
    176. 

  176.   padding: 5px;
    177. 

  177. }
    178. 

  178. 

  179. .fileinfo .title {
    180. 

  180.   font-size: 20pt;
    181. 

  181.   font-weight: bold;
    182. 

  182. }
    183. 

  183. 

  184. .fileinfo td {
    185. 

  185.   overflow: hidden;
    186. 

  186.   white-space: nowrap;
    187. 

  187.   max-width: 1px;
    188. 

  188.   width: 50%;
    189. 

  189.   text-overflow: ellipsis;
    190. 

  190. }
    191. 

  191. 

  192. .bom {
    193. 

  193.   border-collapse: collapse;
    194. 

  194.   font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
    195. 

  195.   font-size: 10pt;
    196. 

  196.   table-layout: fixed;
    197. 

  197.   width: 100%;
    198. 

  198.   margin-top: 1px;
    199. 

  199. }
    200. 

  200. 

  201. .bom th, .bom td {
    202. 

  202.   border: 1px solid black;
    203. 

  203.   padding: 5px;
    204. 

  204.   word-wrap: break-word;
    205. 

  205.   text-align: center;
    206. 

  206.   position: relative;
    207. 

  207. }
    208. 

  208. 

  209. .dark .bom th, .dark .bom td {
    210. 

  210.   border: 1px solid #777;
    211. 

  211. }
    212. 

  212. 

  213. .bom th {
    214. 

  214.   background-color: #CCCCCC;
    215. 

  215.   background-clip: padding-box;
    216. 

  216. }
    217. 

  217. 

  218. .dark .bom th {
    219. 

  219.   background-color: #3b4749;
    220. 

  220. }
    221. 

  221. 

  222. .bom tr.highlighted:nth-child(n) {
    223. 

  223.   background-color: #cfc;
    224. 

  224. }
    225. 

  225. 

  226. .dark .bom tr.highlighted:nth-child(n) {
    227. 

  227.   background-color: #226022;
    228. 

  228. }
    229. 

  229. 

  230. .bom tr:nth-child(even) {
    231. 

  231.   background-color: #f2f2f2;
    232. 

  232. }
    233. 

  233. 

  234. .dark .bom tr:nth-child(even) {
    235. 

  235.   background-color: #313b40;
    236. 

  236. }
    237. 

  237. 

  238. .bom tr.checked {
    239. 

  239.   color: #aaa;
    240. 

  240. }
    241. 

  241. 

  242. .dark .bom tr.checked {
    243. 

  243.   color: #666;
    244. 

  244. }
    245. 

  245. 

  246. .bom tr {
    247. 

  247.   transition: background-color 0.2s;
    248. 

  248. }
    249. 

  249. 

  250. .bom .numCol {
    251. 

  251.   width: 25px;
    252. 

  252. }
    253. 

  253. 

  254. .bom .Description {
    255. 

  255.   width: 10%;
    256. 

  256. }
    257. 

  257. 

  258. .bom .Part {
    259. 

  259.   width: 10%;
    260. 

  260. }
    261. 

  261. 

  262. .bom .Value {
    263. 

  263.   width: 15%;
    264. 

  264. }
    265. 

  265. 

  266. .bom .Quantity {
    267. 

  267.   width: 65px;
    268. 

  268. }
    269. 

  269. 

  270. .bom th .sortmark {
    271. 

  271.   position: absolute;
    272. 

  272.   right: 1px;
    273. 

  273.   top: 1px;
    274. 

  274.   margin-top: -5px;
    275. 

  275.   border-width: 5px;
    276. 

  276.   border-style: solid;
    277. 

  277.   border-color: transparent transparent #221 transparent;
    278. 

  278.   transform-origin: 50% 85%;
    279. 

  279.   transition: opacity 0.2s, transform 0.4s;
    280. 

  280. }
    281. 

  281. 

  282. .dark .bom th .sortmark {
    283. 

  283.   filter: invert(1);
    284. 

  284. }
    285. 

  285. 

  286. .bom th .sortmark.none {
    287. 

  287.   opacity: 0;
    288. 

  288. }
    289. 

  289. 

  290. .bom th .sortmark.desc {
    291. 

  291.   transform: rotate(180deg);
    292. 

  292. }
    293. 

  293. 

  294. .bom th:hover .sortmark.none {
    295. 

  295.   opacity: 0.5;
    296. 

  296. }
    297. 

  297. 

  298. .bom .bom-checkbox {
    299. 

  299.   width: 30px;
    300. 

  300.   position: relative;
    301. 

  301.   user-select: none;
    302. 

  302.   -moz-user-select: none;
    303. 

  303. }
    304. 

  304. 

  305. .bom .bom-checkbox:before {
    306. 

  306.   content: "";
    307. 

  307.   position: absolute;
    308. 

  308.   border-width: 15px;
    309. 

  309.   border-style: solid;
    310. 

  310.   border-color: #51829f transparent transparent transparent;
    311. 

  311.   visibility: hidden;
    312. 

  312.   top: -15px;
    313. 

  313. }
    314. 

  314. 

  315. .bom .bom-checkbox:after {
    316. 

  316.   content: "Double click to set/unset all";
    317. 

  317.   position: absolute;
    318. 

  318.   color: white;
    319. 

  319.   top: -35px;
    320. 

  320.   left: -26px;
    321. 

  321.   background: #51829f;
    322. 

  322.   padding: 5px 15px;
    323. 

  323.   border-radius: 8px;
    324. 

  324.   white-space: nowrap;
    325. 

  325.   visibility: hidden;
    326. 

  326. }
    327. 

  327. 

  328. .bom .bom-checkbox:hover:before, .bom .bom-checkbox:hover:after {
    329. 

  329.   visibility: visible;
    330. 

  330.   transition: visibility 0.2s linear 1s;
    331. 

  331. }
    332. 

  332. 

  333. .split {
    334. 

  334.   -webkit-box-sizing: border-box;
    335. 

  335.   -moz-box-sizing: border-box;
    336. 

  336.   box-sizing: border-box;
    337. 

  337.   overflow-y: auto;
    338. 

  338.   overflow-x: hidden;
    339. 

  339.   background-color: inherit;
    340. 

  340. }
    341. 

  341. 

  342. .split.split-horizontal, .gutter.gutter-horizontal {
    343. 

  343.   height: 100%;
    344. 

  344.   float: left;
    345. 

  345. }
    346. 

  346. 

  347. .gutter {
    348. 

  348.   background-color: #ddd;
    349. 

  349.   background-repeat: no-repeat;
    350. 

  350.   background-position: 50%;
    351. 

  351.   transition: background-color 0.3s;
    352. 

  352. }
    353. 

  353. 

  354. .dark .gutter {
    355. 

  355.   background-color: #777;
    356. 

  356. }
    357. 

  357. 

  358. .gutter.gutter-horizontal {
    359. 

  359.   background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAeCAYAAADkftS9AAAAIklEQVQoU2M4c+bMfxAGAgYYmwGrIIiDjrELjpo5aiZeMwF+yNnOs5KSvgAAAABJRU5ErkJggg==');
    360. 

  360.   cursor: ew-resize;
    361. 

  361.   width: 5px;
    362. 

  362. }
    363. 

  363. 

  364. .gutter.gutter-vertical {
    365. 

  365.   background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAFAQMAAABo7865AAAABlBMVEVHcEzMzMzyAv2sAAAAAXRSTlMAQObYZgAAABBJREFUeF5jOAMEEAIEEFwAn3kMwcB6I2AAAAAASUVORK5CYII=');
    366. 

  366.   cursor: ns-resize;
    367. 

  367.   height: 5px;
    368. 

  368. }
    369. 

  369. 

  370. .searchbox {
    371. 

  371.   float: left;
    372. 

  372.   height: 40px;
    373. 

  373.   margin: 10px 5px;
    374. 

  374.   padding: 12px 32px;
    375. 

  375.   font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
    376. 

  376.   font-size: 18px;
    377. 

  377.   box-sizing: border-box;
    378. 

  378.   border: 1px solid #888;
    379. 

  379.   border-radius: 6px;
    380. 

  380.   outline: none;
    381. 

  381.   background-color: #eee;
    382. 

  382.   transition: background-color 0.2s, border 0.2s;
    383. 

  383.   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==');
    384. 

  384.   background-position: 10px 10px;
    385. 

  385.   background-repeat: no-repeat;
    386. 

  386. }
    387. 

  387. 

  388. .dark .searchbox {
    389. 

  389.   background-color: #111;
    390. 

  390.   color: #eee;
    391. 

  391. }
    392. 

  392. 

  393. .searchbox::placeholder {
    394. 

  394.   color: #ccc;
    395. 

  395. }
    396. 

  396. 

  397. .dark .searchbox::placeholder {
    398. 

  398.   color: #666;
    399. 

  399. }
    400. 

  400. 

  401. .filter {
    402. 

  402.   width: calc(60% - 64px);
    403. 

  403. }
    404. 

  404. 

  405. .reflookup {
    406. 

  406.   width: calc(40% - 10px);
    407. 

  407. }
    408. 

  408. 

  409. input[type=text]:focus {
    410. 

  410.   background-color: white;
    411. 

  411.   border: 1px solid #333;
    412. 

  412. }
    413. 

  413. 

  414. .dark input[type=text]:focus {
    415. 

  415.   background-color: #333;
    416. 

  416.   border: 1px solid #ccc;
    417. 

  417. }
    418. 

  418. 

  419. mark.highlight {
    420. 

  420.   background-color: #5050ff;
    421. 

  421.   color: #fff;
    422. 

  422.   padding: 2px;
    423. 

  423.   border-radius: 6px;
    424. 

  424. }
    425. 

  425. 

  426. .dark mark.highlight {
    427. 

  427.   background-color: #76a6da;
    428. 

  428.   color: #111;
    429. 

  429. }
    430. 

  430. 

  431. .menubtn {
    432. 

  432.   background-color: white;
    433. 

  433.   border: none;
    434. 

  434.   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");
    435. 

  435.   background-position: center;
    436. 

  436.   background-repeat: no-repeat;
    437. 

  437. }
    438. 

  438. 

  439. .statsbtn {
    440. 

  440.   background-color: white;
    441. 

  441.   border: none;
    442. 

  442.   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");
    443. 

  443.   background-position: center;
    444. 

  444.   background-repeat: no-repeat;
    445. 

  445. }
    446. 

  446. 

  447. .iobtn {
    448. 

  448.   background-color: white;
    449. 

  449.   border: none;
    450. 

  450.   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");
    451. 

  451.   background-position: center;
    452. 

  452.   background-repeat: no-repeat;
    453. 

  453. }
    454. 

  454. 

  455. .dark .statsbtn, .dark .savebtn, .dark .menubtn, .dark .iobtn {
    456. 

  456.   filter: invert(1);
    457. 

  457. }
    458. 

  458. 

  459. .flexbox {
    460. 

  460.   display: flex;
    461. 

  461.   align-items: center;
    462. 

  462.   justify-content: space-between;
    463. 

  463.   width: 100%;
    464. 

  464. }
    465. 

  465. 

  466. .savebtn {
    467. 

  467.   background-color: #d6d6d6;
    468. 

  468.   width: auto;
    469. 

  469.   height: 30px;
    470. 

  470.   flex-grow: 1;
    471. 

  471.   margin: 5px;
    472. 

  472.   border-radius: 4px;
    473. 

  473. }
    474. 

  474. 

  475. .savebtn:active {
    476. 

  476.   background-color: #0a0;
    477. 

  477.   color: white;
    478. 

  478. }
    479. 

  479. 

  480. .dark .savebtn:active {
    481. 

  481.   /* This will be inverted */
    482. 

  482.   background-color: #b3b;
    483. 

  483. }
    484. 

  484. 

  485. .stats {
    486. 

  486.   border-collapse: collapse;
    487. 

  487.   font-size: 12pt;
    488. 

  488.   table-layout: fixed;
    489. 

  489.   width: 100%;
    490. 

  490.   min-width: 450px;
    491. 

  491. }
    492. 

  492. 

  493. .dark .stats td {
    494. 

  494.   border: 1px solid #bbb;
    495. 

  495. }
    496. 

  496. 

  497. .stats td {
    498. 

  498.   border: 1px solid black;
    499. 

  499.   padding: 5px;
    500. 

  500.   word-wrap: break-word;
    501. 

  501.   text-align: center;
    502. 

  502.   position: relative;
    503. 

  503. }
    504. 

  504. 

  505. #checkbox-stats div {
    506. 

  506.   position: absolute;
    507. 

  507.   left: 0;
    508. 

  508.   top: 0;
    509. 

  509.   height: 100%;
    510. 

  510.   width: 100%;
    511. 

  511.   display: flex;
    512. 

  512.   align-items: center;
    513. 

  513.   justify-content: center;
    514. 

  514. }
    515. 

  515. 

  516. #checkbox-stats .bar {
    517. 

  517.   background-color: rgba(28, 251, 0, 0.6);
    518. 

  518. }
    519. 

  519. 

  520. .menu {
    521. 

  521.   position: relative;
    522. 

  522.   display: inline-block;
    523. 

  523.   margin: 10px 10px 10px 0px;
    524. 

  524. }
    525. 

  525. 

  526. .menu-content {
    527. 

  527.   display: none;
    528. 

  528.   position: absolute;
    529. 

  529.   background-color: white;
    530. 

  530.   right: 0;
    531. 

  531.   min-width: 300px;
    532. 

  532.   box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
    533. 

  533.   z-index: 100;
    534. 

  534.   padding: 8px;
    535. 

  535. }
    536. 

  536. 

  537. .dark .menu-content {
    538. 

  538.   background-color: #111;
    539. 

  539. }
    540. 

  540. 

  541. .menu:hover .menu-content {
    542. 

  542.   display: block;
    543. 

  543. }
    544. 

  544. 

  545. .menu:hover .menubtn, .menu:hover .iobtn, .menu:hover .statsbtn {
    546. 

  546.   background-color: #eee;
    547. 

  547. }
    548. 

  548. 

  549. .menu-label {
    550. 

  550.   display: inline-block;
    551. 

  551.   padding: 8px;
    552. 

  552.   border: 1px solid #ccc;
    553. 

  553.   border-top: 0;
    554. 

  554.   width: calc(100% - 18px);
    555. 

  555. }
    556. 

  556. 

  557. .menu-label-top {
    558. 

  558.   border-top: 1px solid #ccc;
    559. 

  559. }
    560. 

  560. 

  561. .menu-textbox {
    562. 

  562.   float: left;
    563. 

  563.   height: 24px;
    564. 

  564.   margin: 10px 5px;
    565. 

  565.   padding: 5px 5px;
    566. 

  566.   font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
    567. 

  567.   font-size: 14px;
    568. 

  568.   box-sizing: border-box;
    569. 

  569.   border: 1px solid #888;
    570. 

  570.   border-radius: 4px;
    571. 

  571.   outline: none;
    572. 

  572.   background-color: #eee;
    573. 

  573.   transition: background-color 0.2s, border 0.2s;
    574. 

  574.   width: calc(100% - 10px);
    575. 

  575. }
    576. 

  576. 

  577. .menu-textbox.invalid, .dark .menu-textbox.invalid {
    578. 

  578.   color: red;
    579. 

  579. }
    580. 

  580. 

  581. .dark .menu-textbox {
    582. 

  582.   background-color: #222;
    583. 

  583.   color: #eee;
    584. 

  584. }
    585. 

  585. 

  586. .radio-container {
    587. 

  587.   margin: 4px;
    588. 

  588. }
    589. 

  589. 

  590. .topmostdiv {
    591. 

  591.   width: 100%;
    592. 

  592.   height: 100%;
    593. 

  593.   background-color: white;
    594. 

  594.   transition: background-color 0.3s;
    595. 

  595. }
    596. 

  596. 

  597. #top {
    598. 

  598.   height: 78px;
    599. 

  599.   border-bottom: 2px solid black;
    600. 

  600. }
    601. 

  601. 

  602. .dark #top {
    603. 

  603.   border-bottom: 2px solid #ccc;
    604. 

  604. }
    605. 

  605. 

  606. #dbg {
    607. 

  607.   display: block;
    608. 

  608. }
    609. 

  609. 

  610. ::-webkit-scrollbar {
    611. 

  611.   width: 8px;
    612. 

  612. }
    613. 

  613. 

  614. ::-webkit-scrollbar-track {
    615. 

  615.   background: #aaa;
    616. 

  616. }
    617. 

  617. 

  618. ::-webkit-scrollbar-thumb {
    619. 

  619.   background: #666;
    620. 

  620.   border-radius: 3px;
    621. 

  621. }
    622. 

  622. 

  623. ::-webkit-scrollbar-thumb:hover {
    624. 

  624.   background: #555;
    625. 

  625. }
    626. 

  626. 

  627. .slider {
    628. 

  628.   -webkit-appearance: none;
    629. 

  629.   width: 100%;
    630. 

  630.   margin: 3px 0;
    631. 

  631.   padding: 0;
    632. 

  632.   outline: none;
    633. 

  633.   opacity: 0.7;
    634. 

  634.   -webkit-transition: .2s;
    635. 

  635.   transition: opacity .2s;
    636. 

  636.   border-radius: 3px;
    637. 

  637. }
    638. 

  638. 

  639. .slider:hover {
    640. 

  640.   opacity: 1;
    641. 

  641. }
    642. 

  642. 

  643. .slider:focus {
    644. 

  644.   outline: none;
    645. 

  645. }
    646. 

  646. 

  647. .slider::-webkit-slider-runnable-track {
    648. 

  648.   -webkit-appearance: none;
    649. 

  649.   width: 100%;
    650. 

  650.   height: 8px;
    651. 

  651.   background: #d3d3d3;
    652. 

  652.   border-radius: 3px;
    653. 

  653.   border: none;
    654. 

  654. }
    655. 

  655. 

  656. .slider::-webkit-slider-thumb {
    657. 

  657.   -webkit-appearance: none;
    658. 

  658.   width: 15px;
    659. 

  659.   height: 15px;
    660. 

  660.   border-radius: 50%;
    661. 

  661.   background: #0a0;
    662. 

  662.   cursor: pointer;
    663. 

  663.   margin-top: -4px;
    664. 

  664. }
    665. 

  665. 

  666. .dark .slider::-webkit-slider-thumb {
    667. 

  667.   background: #3d3;
    668. 

  668. }
    669. 

  669. 

  670. .slider::-moz-range-thumb {
    671. 

  671.   width: 15px;
    672. 

  672.   height: 15px;
    673. 

  673.   border-radius: 50%;
    674. 

  674.   background: #0a0;
    675. 

  675.   cursor: pointer;
    676. 

  676. }
    677. 

  677. 

  678. .slider::-moz-range-track {
    679. 

  679.   height: 8px;
    680. 

  680.   background: #d3d3d3;
    681. 

  681.   border-radius: 3px;
    682. 

  682. }
    683. 

  683. 

  684. .dark .slider::-moz-range-thumb {
    685. 

  685.   background: #3d3;
    686. 

  686. }
    687. 

  687. 

  688. .slider::-ms-track {
    689. 

  689.   width: 100%;
    690. 

  690.   height: 8px;
    691. 

  691.   border-width: 3px 0;
    692. 

  692.   background: transparent;
    693. 

  693.   border-color: transparent;
    694. 

  694.   color: transparent;
    695. 

  695.   transition: opacity .2s;
    696. 

  696. }
    697. 

  697. 

  698. .slider::-ms-fill-lower {
    699. 

  699.   background: #d3d3d3;
    700. 

  700.   border: none;
    701. 

  701.   border-radius: 3px;
    702. 

  702. }
    703. 

  703. 

  704. .slider::-ms-fill-upper {
    705. 

  705.   background: #d3d3d3;
    706. 

  706.   border: none;
    707. 

  707.   border-radius: 3px;
    708. 

  708. }
    709. 

  709. 

  710. .slider::-ms-thumb {
    711. 

  711.   width: 15px;
    712. 

  712.   height: 15px;
    713. 

  713.   border-radius: 50%;
    714. 

  714.   background: #0a0;
    715. 

  715.   cursor: pointer;
    716. 

  716.   margin: 0;
    717. 

  717. }
    718. 

  718. 

  719. .shameless-plug {
    720. 

  720.   font-size: 0.8em;
    721. 

  721.   text-align: center;
    722. 

  722.   display: block;
    723. 

  723. }
    724. 

  724. 

  725. a {
    726. 

  726.   color: #0278a4;
    727. 

  727. }
    728. 

  728. 

  729. .dark a {
    730. 

  730.   color: #00b9fd;
    731. 

  731. }
    732. 

  732. 

  733. #frontcanvas, #backcanvas {
    734. 

  734.     touch-action: none;
    735. 

  735. }
    736. 

  736. 

  737. 

  738.   </style>
    739. 

  739.   <script type="text/javascript" >
    740. 

  740. ///////////////////////////////////////////////
    741. 

  741. /*
    742. 

  742.   Split.js - v1.3.5
    743. 

  743.   MIT License
    744. 

  744.   https://github.com/nathancahill/Split.js
    745. 

  745. */
    746. 

  746. !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}}});
    747. 

  747. 

  748. ///////////////////////////////////////////////
    749. 

  749. 

  750. ///////////////////////////////////////////////
    751. 

  751. // Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
    752. 

  752. // This work is free. You can redistribute it and/or modify it
    753. 

  753. // under the terms of the WTFPL, Version 2
    754. 

  754. // For more information see LICENSE.txt or http://www.wtfpl.net/
    755. 

  755. //
    756. 

  756. // For more information, the home page:
    757. 

  757. // http://pieroxy.net/blog/pages/lz-string/testing.html
    758. 

  758. //
    759. 

  759. // LZ-based compression algorithm, version 1.4.4
    760. 

  760. 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});
    761. 

  761. ///////////////////////////////////////////////
    762. 

  762. 

  763. ///////////////////////////////////////////////
    764. 

  764. /*!
    765. 

  765.  * PEP v0.4.3 | https://github.com/jquery/PEP
    766. 

  766.  * Copyright jQuery Foundation and other contributors | http://jquery.org/license
    767. 

  767.  */
    768. 

  768. !function(a,b){"object"==typeof exports&&"undefined"!=typeof module?module.exports=b():"function"==typeof define&&define.amd?define(b):a.PointerEventsPolyfill=b()}(this,function(){"use strict";function a(a,b){b=b||Object.create(null);var c=document.createEvent("Event");c.initEvent(a,b.bubbles||!1,b.cancelable||!1);
    769. 

  769. for(var d,e=2;e<m.length;e++)d=m[e],c[d]=b[d]||n[e];c.buttons=b.buttons||0;
    770. 

  770. var f=0;return f=b.pressure&&c.buttons?b.pressure:c.buttons?.5:0,c.x=c.clientX,c.y=c.clientY,c.pointerId=b.pointerId||0,c.width=b.width||0,c.height=b.height||0,c.pressure=f,c.tiltX=b.tiltX||0,c.tiltY=b.tiltY||0,c.twist=b.twist||0,c.tangentialPressure=b.tangentialPressure||0,c.pointerType=b.pointerType||"",c.hwTimestamp=b.hwTimestamp||0,c.isPrimary=b.isPrimary||!1,c}function b(){this.array=[],this.size=0}function c(a,b,c,d){this.addCallback=a.bind(d),this.removeCallback=b.bind(d),this.changedCallback=c.bind(d),A&&(this.observer=new A(this.mutationWatcher.bind(this)))}function d(a){return"body /shadow-deep/ "+e(a)}function e(a){return'[touch-action="'+a+'"]'}function f(a){return"{ -ms-touch-action: "+a+"; touch-action: "+a+"; }"}function g(){if(F){D.forEach(function(a){String(a)===a?(E+=e(a)+f(a)+"\n",G&&(E+=d(a)+f(a)+"\n")):(E+=a.selectors.map(e)+f(a.rule)+"\n",G&&(E+=a.selectors.map(d)+f(a.rule)+"\n"))});var a=document.createElement("style");a.textContent=E,document.head.appendChild(a)}}function h(){if(!window.PointerEvent){if(window.PointerEvent=a,window.navigator.msPointerEnabled){var b=window.navigator.msMaxTouchPoints;Object.defineProperty(window.navigator,"maxTouchPoints",{value:b,enumerable:!0}),u.registerSource("ms",_)}else Object.defineProperty(window.navigator,"maxTouchPoints",{value:0,enumerable:!0}),u.registerSource("mouse",N),void 0!==window.ontouchstart&&u.registerSource("touch",V);u.register(document)}}function i(a){if(!u.pointermap.has(a)){var b=new Error("InvalidPointerId");throw b.name="InvalidPointerId",b}}function j(a){for(var b=a.parentNode;b&&b!==a.ownerDocument;)b=b.parentNode;if(!b){var c=new Error("InvalidStateError");throw c.name="InvalidStateError",c}}function k(a){var b=u.pointermap.get(a);return 0!==b.buttons}function l(){window.Element&&!Element.prototype.setPointerCapture&&Object.defineProperties(Element.prototype,{setPointerCapture:{value:W},releasePointerCapture:{value:X},hasPointerCapture:{value:Y}})}
    771. 

  771. var m=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","pageX","pageY"],n=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0],o=window.Map&&window.Map.prototype.forEach,p=o?Map:b;b.prototype={set:function(a,b){return void 0===b?this["delete"](a):(this.has(a)||this.size++,void(this.array[a]=b))},has:function(a){return void 0!==this.array[a]},"delete":function(a){this.has(a)&&(delete this.array[a],this.size--)},get:function(a){return this.array[a]},clear:function(){this.array.length=0,this.size=0},forEach:function(a,b){return this.array.forEach(function(c,d){a.call(b,c,d,this)},this)}};var q=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","buttons","pointerId","width","height","pressure","tiltX","tiltY","pointerType","hwTimestamp","isPrimary","type","target","currentTarget","which","pageX","pageY","timeStamp"],r=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0,0,0,0,0,0,"",0,!1,"",null,null,0,0,0,0],s={pointerover:1,pointerout:1,pointerenter:1,pointerleave:1},t="undefined"!=typeof SVGElementInstance,u={pointermap:new p,eventMap:Object.create(null),captureInfo:Object.create(null),eventSources:Object.create(null),eventSourceList:[],registerSource:function(a,b){var c=b,d=c.events;d&&(d.forEach(function(a){c[a]&&(this.eventMap[a]=c[a].bind(c))},this),this.eventSources[a]=c,this.eventSourceList.push(c))},register:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
    772. 

  772. b.register.call(b,a)},unregister:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
    773. 

  773. b.unregister.call(b,a)},contains:function(a,b){try{return a.contains(b)}catch(c){return!1}},down:function(a){a.bubbles=!0,this.fireEvent("pointerdown",a)},move:function(a){a.bubbles=!0,this.fireEvent("pointermove",a)},up:function(a){a.bubbles=!0,this.fireEvent("pointerup",a)},enter:function(a){a.bubbles=!1,this.fireEvent("pointerenter",a)},leave:function(a){a.bubbles=!1,this.fireEvent("pointerleave",a)},over:function(a){a.bubbles=!0,this.fireEvent("pointerover",a)},out:function(a){a.bubbles=!0,this.fireEvent("pointerout",a)},cancel:function(a){a.bubbles=!0,this.fireEvent("pointercancel",a)},leaveOut:function(a){this.out(a),this.propagate(a,this.leave,!1)},enterOver:function(a){this.over(a),this.propagate(a,this.enter,!0)},eventHandler:function(a){if(!a._handledByPE){var b=a.type,c=this.eventMap&&this.eventMap[b];c&&c(a),a._handledByPE=!0}},listen:function(a,b){b.forEach(function(b){this.addEvent(a,b)},this)},unlisten:function(a,b){b.forEach(function(b){this.removeEvent(a,b)},this)},addEvent:function(a,b){a.addEventListener(b,this.boundHandler)},removeEvent:function(a,b){a.removeEventListener(b,this.boundHandler)},makeEvent:function(b,c){this.captureInfo[c.pointerId]&&(c.relatedTarget=null);var d=new a(b,c);return c.preventDefault&&(d.preventDefault=c.preventDefault),d._target=d._target||c.target,d},fireEvent:function(a,b){var c=this.makeEvent(a,b);return this.dispatchEvent(c)},cloneEvent:function(a){for(var b,c=Object.create(null),d=0;d<q.length;d++)b=q[d],c[b]=a[b]||r[d],!t||"target"!==b&&"relatedTarget"!==b||c[b]instanceof SVGElementInstance&&(c[b]=c[b].correspondingUseElement);return a.preventDefault&&(c.preventDefault=function(){a.preventDefault()}),c},getTarget:function(a){var b=this.captureInfo[a.pointerId];return b?a._target!==b&&a.type in s?void 0:b:a._target},propagate:function(a,b,c){for(var d=a.target,e=[];d!==document&&!d.contains(a.relatedTarget);) if(e.push(d),d=d.parentNode,!d)return;c&&e.reverse(),e.forEach(function(c){a.target=c,b.call(this,a)},this)},setCapture:function(b,c,d){this.captureInfo[b]&&this.releaseCapture(b,d),this.captureInfo[b]=c,this.implicitRelease=this.releaseCapture.bind(this,b,d),document.addEventListener("pointerup",this.implicitRelease),document.addEventListener("pointercancel",this.implicitRelease);var e=new a("gotpointercapture");e.pointerId=b,e._target=c,d||this.asyncDispatchEvent(e)},releaseCapture:function(b,c){var d=this.captureInfo[b];if(d){this.captureInfo[b]=void 0,document.removeEventListener("pointerup",this.implicitRelease),document.removeEventListener("pointercancel",this.implicitRelease);var e=new a("lostpointercapture");e.pointerId=b,e._target=d,c||this.asyncDispatchEvent(e)}},dispatchEvent:/*scope.external.dispatchEvent || */function(a){var b=this.getTarget(a);if(b)return b.dispatchEvent(a)},asyncDispatchEvent:function(a){requestAnimationFrame(this.dispatchEvent.bind(this,a))}};u.boundHandler=u.eventHandler.bind(u);var v={shadow:function(a){if(a)return a.shadowRoot||a.webkitShadowRoot},canTarget:function(a){return a&&Boolean(a.elementFromPoint)},targetingShadow:function(a){var b=this.shadow(a);if(this.canTarget(b))return b},olderShadow:function(a){var b=a.olderShadowRoot;if(!b){var c=a.querySelector("shadow");c&&(b=c.olderShadowRoot)}return b},allShadows:function(a){for(var b=[],c=this.shadow(a);c;)b.push(c),c=this.olderShadow(c);return b},searchRoot:function(a,b,c){if(a){var d,e,f=a.elementFromPoint(b,c);for(e=this.targetingShadow(f);e;){if(d=e.elementFromPoint(b,c)){var g=this.targetingShadow(d);return this.searchRoot(g,b,c)||d} e=this.olderShadow(e)} return f}},owner:function(a){
    774. 

  774. for(var b=a;b.parentNode;)b=b.parentNode;
    775. 

  775. return b.nodeType!==Node.DOCUMENT_NODE&&b.nodeType!==Node.DOCUMENT_FRAGMENT_NODE&&(b=document),b},findTarget:function(a){var b=a.clientX,c=a.clientY,d=this.owner(a.target);
    776. 

  776. return d.elementFromPoint(b,c)||(d=document),this.searchRoot(d,b,c)}},w=Array.prototype.forEach.call.bind(Array.prototype.forEach),x=Array.prototype.map.call.bind(Array.prototype.map),y=Array.prototype.slice.call.bind(Array.prototype.slice),z=Array.prototype.filter.call.bind(Array.prototype.filter),A=window.MutationObserver||window.WebKitMutationObserver,B="[touch-action]",C={subtree:!0,childList:!0,attributes:!0,attributeOldValue:!0,attributeFilter:["touch-action"]};c.prototype={watchSubtree:function(a){
    777. 

  777. //
    778. 

  778. this.observer&&v.canTarget(a)&&this.observer.observe(a,C)},enableOnSubtree:function(a){this.watchSubtree(a),a===document&&"complete"!==document.readyState?this.installOnLoad():this.installNewSubtree(a)},installNewSubtree:function(a){w(this.findElements(a),this.addElement,this)},findElements:function(a){return a.querySelectorAll?a.querySelectorAll(B):[]},removeElement:function(a){this.removeCallback(a)},addElement:function(a){this.addCallback(a)},elementChanged:function(a,b){this.changedCallback(a,b)},concatLists:function(a,b){return a.concat(y(b))},
    779. 

  779. 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){
    780. 

  780. var b=x(a,this.findElements,this);
    781. 

  781. 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){}
    782. 

  782. 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:[],
    783. 

  783. 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++){
    784. 

  784. 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);
    785. 

  785. 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];
    786. 

  786. c.buttons=b?b.buttons&~d:0,a.buttons=c.buttons}H.set(this.POINTER_ID,a),
    787. 

  787. 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),
    788. 

  788. 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),
    789. 

  789. 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);
    790. 

  790. 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){
    791. 

  791. (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,
    792. 

  792. c.altKey=b.altKey,c.ctrlKey=b.ctrlKey,c.metaKey=b.metaKey,c.shiftKey=b.shiftKey;
    793. 

  793. 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))},
    794. 

  794. shouldScroll:function(a){if(this.firstXY){var b,c=a.currentTarget._scrollType;if("none"===c)
    795. 

  795. b=!1;else if("XY"===c)
    796. 

  796. 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]);
    797. 

  797. 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},
    798. 

  798. vacuumTouches:function(a){var b=a.touches;
    799. 

  799. if(R.size>=b.length){var c=[];R.forEach(function(a,d){
    800. 

  800. 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);
    801. 

  801. if(c){var d=c.out,e=c.outTarget;u.move(b),d&&e!==b.target&&(d.relatedTarget=b.target,b.relatedTarget=e,
    802. 

  802. d.target=e,b.target?(u.leaveOut(d),u.enterOver(b)):(
    803. 

  803. 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)},
    804. 

  804. dedupSynthMouse:function(a){var b=N.lastTouches,c=a.changedTouches[0];
    805. 

  805. if(this.isPrimaryTouch(c)){
    806. 

  806. 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});
    807. 

  807. 

  808. ///////////////////////////////////////////////
    809. 

  809. 

  810. ///////////////////////////////////////////////
    811. 

  811. var config = {"dark_mode": true, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": false, "redraw_on_drag": true, "board_rotation": 0.0, "checkboxes": "Sourced,Placed", "bom_view": "top-bottom", "layer_view": "F", "extra_fields": ["Manufacturer", "Manufacturer_No"]}
    812. 

  812. ///////////////////////////////////////////////
    813. 

  813. 

  814. ///////////////////////////////////////////////
    815. 

  815. var pcbdata = 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"))
    816. 

  816. ///////////////////////////////////////////////
    817. 

  817. 

  818. ///////////////////////////////////////////////
    819. 

  819. /* Utility functions */
    820. 

  820. 

  821. var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
    822. 

  822.   pcbdata.metadata.revision + '__#';
    823. 

  823. var storage;
    824. 

  824. 

  825. function initStorage(key) {
    826. 

  826.   try {
    827. 

  827.     window.localStorage.getItem("blank");
    828. 

  828.     storage = window.localStorage;
    829. 

  829.   } catch (e) {
    830. 

  830.     // localStorage not available
    831. 

  831.   }
    832. 

  832.   if (!storage) {
    833. 

  833.     try {
    834. 

  834.       window.sessionStorage.getItem("blank");
    835. 

  835.       storage = window.sessionStorage;
    836. 

  836.     } catch (e) {
    837. 

  837.       // sessionStorage also not available
    838. 

  838.     }
    839. 

  839.   }
    840. 

  840. }
    841. 

  841. 

  842. function readStorage(key) {
    843. 

  843.   if (storage) {
    844. 

  844.     return storage.getItem(storagePrefix + key);
    845. 

  845.   } else {
    846. 

  846.     return null;
    847. 

  847.   }
    848. 

  848. }
    849. 

  849. 

  850. function writeStorage(key, value) {
    851. 

  851.   if (storage) {
    852. 

  852.     storage.setItem(storagePrefix + key, value);
    853. 

  853.   }
    854. 

  854. }
    855. 

  855. 

  856. function fancyDblClickHandler(el, onsingle, ondouble) {
    857. 

  857.   return function() {
    858. 

  858.     if (el.getAttribute("data-dblclick") == null) {
    859. 

  859.       el.setAttribute("data-dblclick", 1);
    860. 

  860.       setTimeout(function() {
    861. 

  861.         if (el.getAttribute("data-dblclick") == 1) {
    862. 

  862.           onsingle();
    863. 

  863.         }
    864. 

  864.         el.removeAttribute("data-dblclick");
    865. 

  865.       }, 200);
    866. 

  866.     } else {
    867. 

  867.       el.removeAttribute("data-dblclick");
    868. 

  868.       ondouble();
    869. 

  869.     }
    870. 

  870.   }
    871. 

  871. }
    872. 

  872. 

  873. function smoothScrollToRow(rowid) {
    874. 

  874.   document.getElementById(rowid).scrollIntoView({
    875. 

  875.     behavior: "smooth",
    876. 

  876.     block: "center",
    877. 

  877.     inline: "nearest"
    878. 

  878.   });
    879. 

  879. }
    880. 

  880. 

  881. function focusInputField(input) {
    882. 

  882.   input.scrollIntoView(false);
    883. 

  883.   input.focus();
    884. 

  884.   input.select();
    885. 

  885. }
    886. 

  886. 

  887. function copyToClipboard() {
    888. 

  888.   var text = '';
    889. 

  889.   for (var node of bomhead.childNodes[0].childNodes) {
    890. 

  890.     if (node.firstChild) {
    891. 

  891.       text = text + node.firstChild.nodeValue;
    892. 

  892.     }
    893. 

  893.     if (node != bomhead.childNodes[0].lastChild) {
    894. 

  894.       text += '\t';
    895. 

  895.     }
    896. 

  896.   }
    897. 

  897.   text += '\n';
    898. 

  898.   for (var row of bombody.childNodes) {
    899. 

  899.     for (var cell of row.childNodes) {
    900. 

  900.       for (var node of cell.childNodes) {
    901. 

  901.         if (node.nodeName == "INPUT") {
    902. 

  902.           if (node.checked) {
    903. 

  903.             text = text + '✓';
    904. 

  904.           }
    905. 

  905.         } else if (node.nodeName == "MARK") {
    906. 

  906.           text = text + node.firstChild.nodeValue;
    907. 

  907.         } else {
    908. 

  908.           text = text + node.nodeValue;
    909. 

  909.         }
    910. 

  910.       }
    911. 

  911.       if (cell != row.lastChild) {
    912. 

  912.         text += '\t';
    913. 

  913.       }
    914. 

  914.     }
    915. 

  915.     text += '\n';
    916. 

  916.   }
    917. 

  917.   var textArea = document.createElement("textarea");
    918. 

  918.   textArea.classList.add('clipboard-temp');
    919. 

  919.   textArea.value = text;
    920. 

  920. 

  921.   document.body.appendChild(textArea);
    922. 

  922.   textArea.focus();
    923. 

  923.   textArea.select();
    924. 

  924. 

  925.   try {
    926. 

  926.     if (document.execCommand('copy')) {
    927. 

  927.       console.log('Bom copied to clipboard.');
    928. 

  928.     }
    929. 

  929.   } catch (err) {
    930. 

  930.     console.log('Can not copy to clipboard.');
    931. 

  931.   }
    932. 

  932. 

  933.   document.body.removeChild(textArea);
    934. 

  934. }
    935. 

  935. 

  936. function removeGutterNode(node) {
    937. 

  937.   for (var i = 0; i < node.childNodes.length; i++) {
    938. 

  938.     if (node.childNodes[i].classList &&
    939. 

  939.       node.childNodes[i].classList.contains("gutter")) {
    940. 

  940.       node.removeChild(node.childNodes[i]);
    941. 

  941.       break;
    942. 

  942.     }
    943. 

  943.   }
    944. 

  944. }
    945. 

  945. 

  946. function cleanGutters() {
    947. 

  947.   removeGutterNode(document.getElementById("bot"));
    948. 

  948.   removeGutterNode(document.getElementById("canvasdiv"));
    949. 

  949. }
    950. 

  950. 

  951. var units = {
    952. 

  952.   prefixes: {
    953. 

  953.     giga: ["G", "g", "giga", "Giga", "GIGA"],
    954. 

  954.     mega: ["M", "mega", "Mega", "MEGA"],
    955. 

  955.     kilo: ["K", "k", "kilo", "Kilo", "KILO"],
    956. 

  956.     milli: ["m", "milli", "Milli", "MILLI"],
    957. 

  957.     micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
    958. 

  958.     nano: ["N", "n", "nano", "Nano", "NANO"],
    959. 

  959.     pico: ["P", "p", "pico", "Pico", "PICO"],
    960. 

  960.   },
    961. 

  961.   unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
    962. 

  962.   unitsLong: [
    963. 

  963.     "OHM", "Ohm", "ohm", "ohms",
    964. 

  964.     "FARAD", "Farad", "farad",
    965. 

  965.     "HENRY", "Henry", "henry"
    966. 

  966.   ],
    967. 

  967.   getMultiplier: function(s) {
    968. 

  968.     if (this.prefixes.giga.includes(s)) return 1e9;
    969. 

  969.     if (this.prefixes.mega.includes(s)) return 1e6;
    970. 

  970.     if (this.prefixes.kilo.includes(s)) return 1e3;
    971. 

  971.     if (this.prefixes.milli.includes(s)) return 1e-3;
    972. 

  972.     if (this.prefixes.micro.includes(s)) return 1e-6;
    973. 

  973.     if (this.prefixes.nano.includes(s)) return 1e-9;
    974. 

  974.     if (this.prefixes.pico.includes(s)) return 1e-12;
    975. 

  975.     return 1;
    976. 

  976.   },
    977. 

  977.   valueRegex: null,
    978. 

  978. }
    979. 

  979. 

  980. function initUtils() {
    981. 

  981.   var allPrefixes = units.prefixes.giga
    982. 

  982.                     .concat(units.prefixes.mega)
    983. 

  983.                     .concat(units.prefixes.kilo)
    984. 

  984.                     .concat(units.prefixes.milli)
    985. 

  985.                     .concat(units.prefixes.micro)
    986. 

  986.                     .concat(units.prefixes.nano)
    987. 

  987.                     .concat(units.prefixes.pico);
    988. 

  988.   var allUnits = units.unitsShort.concat(units.unitsLong);
    989. 

  989.   units.valueRegex = new RegExp("^([0-9\.]+)" +
    990. 

  990.                          "\\s*(" + allPrefixes.join("|") + ")?" +
    991. 

  991.                          "(" + allUnits.join("|") + ")?" +
    992. 

  992.                          "(\\b.*)?$", "");
    993. 

  993.   units.valueAltRegex = new RegExp("^([0-9]*)" +
    994. 

  994.                          "(" + units.unitsShort.join("|") + ")?" +
    995. 

  995.                          "([GgMmKkUuNnPp])?" +
    996. 

  996.                          "([0-9]*)" +
    997. 

  997.                          "(\\b.*)?$", "");
    998. 

  998.   for (var bom_type of ["both", "F", "B"]) {
    999. 

  999.     for (var row of pcbdata.bom[bom_type]) {
    1000. 

  1000.       row.push(parseValue(row[1], row[3][0][0]));
    1001. 

  1001.     }
    1002. 

  1002.   }
    1003. 

  1003. }
    1004. 

  1004. 

  1005. function parseValue(val, ref) {
    1006. 

  1006.   var inferUnit = (unit, ref) => {
    1007. 

  1007.     if (unit) {
    1008. 

  1008.       unit = unit.toLowerCase();
    1009. 

  1009.       if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
    1010. 

  1010.         unit = 'r';
    1011. 

  1011.       }
    1012. 

  1012.       unit = unit[0];
    1013. 

  1013.     } else {
    1014. 

  1014.       ref = /^([a-z]+)\d+$/i.exec(ref);
    1015. 

  1015.       if (ref) {
    1016. 

  1016.         ref = ref[1].toLowerCase();
    1017. 

  1017.         if (ref == "c") unit = 'f';
    1018. 

  1018.         else if (ref == "l") unit = 'h';
    1019. 

  1019.         else if (ref == "r" || ref == "rv") unit = 'r';
    1020. 

  1020.         else unit = null;
    1021. 

  1021.       }
    1022. 

  1022.     }
    1023. 

  1023.     return unit;
    1024. 

  1024.   };
    1025. 

  1025.   val = val.replace(/,/g, "");
    1026. 

  1026.   var match = units.valueRegex.exec(val);
    1027. 

  1027.   var unit;
    1028. 

  1028.   if (match) {
    1029. 

  1029.     val = parseFloat(match[1]);
    1030. 

  1030.     if (match[2]) {
    1031. 

  1031.       val = val * units.getMultiplier(match[2]);
    1032. 

  1032.     }
    1033. 

  1033.     unit = inferUnit(match[3], ref);
    1034. 

  1034.     if (!unit) return null;
    1035. 

  1035.     else return {
    1036. 

  1036.       val: val,
    1037. 

  1037.       unit: unit,
    1038. 

  1038.       extra: match[4],
    1039. 

  1039.     }
    1040. 

  1040.   }
    1041. 

  1041.   match = units.valueAltRegex.exec(val);
    1042. 

  1042.   if (match && (match[1] || match[4])) {
    1043. 

  1043.     val = parseFloat(match[1] + "." + match[4]);
    1044. 

  1044.     if (match[3]) {
    1045. 

  1045.       val = val * units.getMultiplier(match[3]);
    1046. 

  1046.     }
    1047. 

  1047.     unit = inferUnit(match[2], ref);
    1048. 

  1048.     if (!unit) return null;
    1049. 

  1049.     else return {
    1050. 

  1050.       val: val,
    1051. 

  1051.       unit: unit,
    1052. 

  1052.       extra: match[5],
    1053. 

  1053.     }
    1054. 

  1054.   }
    1055. 

  1055.   return null;
    1056. 

  1056. }
    1057. 

  1057. 

  1058. function valueCompare(a, b, stra, strb) {
    1059. 

  1059.   if (a === null && b === null) {
    1060. 

  1060.     // Failed to parse both values, compare them as strings.
    1061. 

  1061.     if (stra != strb) return stra > strb ? 1 : -1;
    1062. 

  1062.     else return 0;
    1063. 

  1063.   } else if (a === null) {
    1064. 

  1064.     return 1;
    1065. 

  1065.   } else if (b === null) {
    1066. 

  1066.     return -1;
    1067. 

  1067.   } else {
    1068. 

  1068.     if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
    1069. 

  1069.     else if (a.val != b.val) return a.val > b.val ? 1 : -1;
    1070. 

  1070.     else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
    1071. 

  1071.     else return 0;
    1072. 

  1072.   }
    1073. 

  1073. }
    1074. 

  1074. 

  1075. function validateSaveImgDimension(element) {
    1076. 

  1076.   var valid = false;
    1077. 

  1077.   var intValue = 0;
    1078. 

  1078.   if (/^[1-9]\d*$/.test(element.value)) {
    1079. 

  1079.     intValue = parseInt(element.value);
    1080. 

  1080.     if (intValue <= 16000) {
    1081. 

  1081.       valid = true;
    1082. 

  1082.     }
    1083. 

  1083.   }
    1084. 

  1084.   if (valid) {
    1085. 

  1085.     element.classList.remove("invalid");
    1086. 

  1086.   } else {
    1087. 

  1087.     element.classList.add("invalid");
    1088. 

  1088.   }
    1089. 

  1089.   return intValue;
    1090. 

  1090. }
    1091. 

  1091. 

  1092. function saveImage(layer) {
    1093. 

  1093.   var width = validateSaveImgDimension(document.getElementById("render-save-width"));
    1094. 

  1094.   var height = validateSaveImgDimension(document.getElementById("render-save-height"));
    1095. 

  1095.   var bgcolor = null;
    1096. 

  1096.   if (!document.getElementById("render-save-transparent").checked) {
    1097. 

  1097.     var style = getComputedStyle(topmostdiv);
    1098. 

  1098.     bgcolor = style.getPropertyValue("background-color");
    1099. 

  1099.   }
    1100. 

  1100.   if (!width || !height) return;
    1101. 

  1101. 

  1102.   // Prepare image
    1103. 

  1103.   var canvas = document.createElement("canvas");
    1104. 

  1104.   var layerdict = {
    1105. 

  1105.     transform: {
    1106. 

  1106.       x: 0,
    1107. 

  1107.       y: 0,
    1108. 

  1108.       s: 1,
    1109. 

  1109.       panx: 0,
    1110. 

  1110.       pany: 0,
    1111. 

  1111.       zoom: 1,
    1112. 

  1112.     },
    1113. 

  1113.     bg: canvas,
    1114. 

  1114.     fab: canvas,
    1115. 

  1115.     silk: canvas,
    1116. 

  1116.     highlight: canvas,
    1117. 

  1117.     layer: layer,
    1118. 

  1118.   }
    1119. 

  1119.   // Do the rendering
    1120. 

  1120.   recalcLayerScale(layerdict, width, height);
    1121. 

  1121.   prepareLayer(layerdict);
    1122. 

  1122.   clearCanvas(canvas, bgcolor);
    1123. 

  1123.   drawBackground(layerdict, false);
    1124. 

  1124.   drawHighlightsOnLayer(layerdict, false);
    1125. 

  1125. 

  1126.   // Save image
    1127. 

  1127.   var imgdata = canvas.toDataURL("image/png");
    1128. 

  1128. 

  1129.   var filename = pcbdata.metadata.title;
    1130. 

  1130.   if (pcbdata.metadata.revision) {
    1131. 

  1131.     filename += `.${pcbdata.metadata.revision}`;
    1132. 

  1132.   }
    1133. 

  1133.   filename += `.${layer}.png`;
    1134. 

  1134.   saveFile(filename, dataURLtoBlob(imgdata));
    1135. 

  1135. }
    1136. 

  1136. 

  1137. function saveSettings() {
    1138. 

  1138.   var data = {
    1139. 

  1139.     type: "InteractiveHtmlBom settings",
    1140. 

  1140.     version: 1,
    1141. 

  1141.     pcbmetadata: pcbdata.metadata,
    1142. 

  1142.     settings: settings,
    1143. 

  1143.   }
    1144. 

  1144.   var blob = new Blob([JSON.stringify(data, null, 4)], {type: "application/json"});
    1145. 

  1145.   saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
    1146. 

  1146. }
    1147. 

  1147. 

  1148. function loadSettings() {
    1149. 

  1149.   var input = document.createElement("input");
    1150. 

  1150.   input.type = "file";
    1151. 

  1151.   input.accept = ".settings.json";
    1152. 

  1152.   input.onchange = function(e) {
    1153. 

  1153.     var file = e.target.files[0];
    1154. 

  1154.     var reader = new FileReader();
    1155. 

  1155.     reader.onload = readerEvent => {
    1156. 

  1156.       var content = readerEvent.target.result;
    1157. 

  1157.       var newSettings;
    1158. 

  1158.       try {
    1159. 

  1159.         newSettings = JSON.parse(content);
    1160. 

  1160.       } catch(e) {
    1161. 

  1161.         alert("Selected file is not InteractiveHtmlBom settings file.");
    1162. 

  1162.         return;
    1163. 

  1163.       }
    1164. 

  1164.       if (newSettings.type != "InteractiveHtmlBom settings") {
    1165. 

  1165.         alert("Selected file is not InteractiveHtmlBom settings file.");
    1166. 

  1166.         return;
    1167. 

  1167.       }
    1168. 

  1168.       var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
    1169. 

  1169.       if (metadataMatches) {
    1170. 

  1170.         for (var k in pcbdata.metadata) {
    1171. 

  1171.           if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
    1172. 

  1172.             metadataMatches = false;
    1173. 

  1173.           }
    1174. 

  1174.         }
    1175. 

  1175.       }
    1176. 

  1176.       if (!metadataMatches) {
    1177. 

  1177.         var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
    1178. 

  1178.         var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
    1179. 

  1179.         if (!confirm(
    1180. 

  1180.           `Settins file metadata does not match current metadata.\n\n` +
    1181. 

  1181.           `Page metadata:\n${currentMetadata}\n\n` +
    1182. 

  1182.           `Settings file metadata:\n${fileMetadata}\n\n` +
    1183. 

  1183.           `Press OK if you would like to import settings anyway.`)) {
    1184. 

  1184.           return;
    1185. 

  1185.         }
    1186. 

  1186.       }
    1187. 

  1187.       overwriteSettings(newSettings.settings);
    1188. 

  1188.     }
    1189. 

  1189.     reader.readAsText(file, 'UTF-8');
    1190. 

  1190.   }
    1191. 

  1191.   input.click();
    1192. 

  1192. }
    1193. 

  1193. 

  1194. function overwriteSettings(newSettings) {
    1195. 

  1195.   initDone = false;
    1196. 

  1196.   Object.assign(settings, newSettings);
    1197. 

  1197.   writeStorage("bomlayout", settings.bomlayout);
    1198. 

  1198.   writeStorage("bommode", settings.bommode);
    1199. 

  1199.   writeStorage("canvaslayout", settings.canvaslayout);
    1200. 

  1200.   writeStorage("bomCheckboxes", settings.checkboxes.join(","));
    1201. 

  1201.   document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
    1202. 

  1202.   for (var checkbox of settings.checkboxes) {
    1203. 

  1203.     writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
    1204. 

  1204.   }
    1205. 

  1205.   writeStorage("darkenWhenChecked", settings.darkenWhenChecked);
    1206. 

  1206.   padsVisible(settings.renderPads);
    1207. 

  1207.   document.getElementById("padsCheckbox").checked = settings.renderPads;
    1208. 

  1208.   fabricationVisible(settings.renderFabrication);
    1209. 

  1209.   document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
    1210. 

  1210.   silkscreenVisible(settings.renderSilkscreen);
    1211. 

  1211.   document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
    1212. 

  1212.   referencesVisible(settings.renderReferences);
    1213. 

  1213.   document.getElementById("referencesCheckbox").checked = settings.renderReferences;
    1214. 

  1214.   valuesVisible(settings.renderValues);
    1215. 

  1215.   document.getElementById("valuesCheckbox").checked = settings.renderValues;
    1216. 

  1216.   tracksVisible(settings.renderTracks);
    1217. 

  1217.   document.getElementById("tracksCheckbox").checked = settings.renderTracks;
    1218. 

  1218.   zonesVisible(settings.renderZones);
    1219. 

  1219.   document.getElementById("zonesCheckbox").checked = settings.renderZones;
    1220. 

  1220.   dnpOutline(settings.renderDnpOutline);
    1221. 

  1221.   document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
    1222. 

  1222.   setRedrawOnDrag(settings.redrawOnDrag);
    1223. 

  1223.   document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
    1224. 

  1224.   setDarkMode(settings.darkMode);
    1225. 

  1225.   document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
    1226. 

  1226.   setHighlightPin1(settings.highlightpin1);
    1227. 

  1227.   document.getElementById("highlightpin1Checkbox").checked = settings.highlightpin1;
    1228. 

  1228.   writeStorage("boardRotation", settings.boardRotation);
    1229. 

  1229.   document.getElementById("boardRotation").value = settings.boardRotation / 5;
    1230. 

  1230.   document.getElementById("rotationDegree").textContent = settings.boardRotation;
    1231. 

  1231.   initDone = true;
    1232. 

  1232.   prepCheckboxes();
    1233. 

  1233.   changeBomLayout(settings.bomlayout);
    1234. 

  1234. }
    1235. 

  1235. 

  1236. function saveFile(filename, blob) {
    1237. 

  1237.   var link = document.createElement("a");
    1238. 

  1238.   var objurl = URL.createObjectURL(blob);
    1239. 

  1239.   link.download = filename;
    1240. 

  1240.   link.href = objurl;
    1241. 

  1241.   link.click();
    1242. 

  1242. }
    1243. 

  1243. 

  1244. function dataURLtoBlob(dataurl) {
    1245. 

  1245.   var arr = dataurl.split(','), mime = arr[0].match(/:(.*?);/)[1],
    1246. 

  1246.       bstr = atob(arr[1]), n = bstr.length, u8arr = new Uint8Array(n);
    1247. 

  1247.   while(n--){
    1248. 

  1248.       u8arr[n] = bstr.charCodeAt(n);
    1249. 

  1249.   }
    1250. 

  1250.   return new Blob([u8arr], {type:mime});
    1251. 

  1251. }
    1252. 

  1252. 

  1253. var settings = {
    1254. 

  1254.   canvaslayout: "default",
    1255. 

  1255.   bomlayout: "default",
    1256. 

  1256.   bommode: "grouped",
    1257. 

  1257.   checkboxes: [],
    1258. 

  1258.   checkboxStoredRefs: {},
    1259. 

  1259.   darkMode: false,
    1260. 

  1260.   highlightpin1: false,
    1261. 

  1261.   redrawOnDrag: true,
    1262. 

  1262.   boardRotation: 0,
    1263. 

  1263.   renderPads: true,
    1264. 

  1264.   renderReferences: true,
    1265. 

  1265.   renderValues: true,
    1266. 

  1266.   renderSilkscreen: true,
    1267. 

  1267.   renderFabrication: true,
    1268. 

  1268.   renderDnpOutline: false,
    1269. 

  1269.   renderTracks: true,
    1270. 

  1270.   renderZones: true,
    1271. 

  1271. }
    1272. 

  1272. 

  1273. function initDefaults() {
    1274. 

  1274.   settings.bomlayout = readStorage("bomlayout");
    1275. 

  1275.   if (settings.bomlayout === null) {
    1276. 

  1276.     settings.bomlayout = config.bom_view;
    1277. 

  1277.   }
    1278. 

  1278.   if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
    1279. 

  1279.     settings.bomlayout = config.bom_view;
    1280. 

  1280.   }
    1281. 

  1281.   settings.bommode = readStorage("bommode");
    1282. 

  1282.   if (settings.bommode === null) {
    1283. 

  1283.     settings.bommode = "grouped";
    1284. 

  1284.   }
    1285. 

  1285.   if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
    1286. 

  1286.     settings.bommode = "grouped";
    1287. 

  1287.   }
    1288. 

  1288.   settings.canvaslayout = readStorage("canvaslayout");
    1289. 

  1289.   if (settings.canvaslayout === null) {
    1290. 

  1290.     settings.canvaslayout = config.layer_view;
    1291. 

  1291.   }
    1292. 

  1292.   var bomCheckboxes = readStorage("bomCheckboxes");
    1293. 

  1293.   if (bomCheckboxes === null) {
    1294. 

  1294.     bomCheckboxes = config.checkboxes;
    1295. 

  1295.   }
    1296. 

  1296.   settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
    1297. 

  1297.   document.getElementById("bomCheckboxes").value = bomCheckboxes;
    1298. 

  1298. 

  1299.   settings.darkenWhenChecked = readStorage("darkenWhenChecked") || "";
    1300. 

  1300.   populateDarkenWhenCheckedOptions();
    1301. 

  1301. 

  1302.   function initBooleanSetting(storageString, def, elementId, func) {
    1303. 

  1303.     var b = readStorage(storageString);
    1304. 

  1304.     if (b === null) {
    1305. 

  1305.       b = def;
    1306. 

  1306.     } else {
    1307. 

  1307.       b = (b == "true");
    1308. 

  1308.     }
    1309. 

  1309.     document.getElementById(elementId).checked = b;
    1310. 

  1310.     func(b);
    1311. 

  1311.   }
    1312. 

  1312. 

  1313.   initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
    1314. 

  1314.   initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
    1315. 

  1315.   initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
    1316. 

  1316.   initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
    1317. 

  1317.   initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
    1318. 

  1318.   if ("tracks" in pcbdata) {
    1319. 

  1319.     initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
    1320. 

  1320.     initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
    1321. 

  1321.   } else {
    1322. 

  1322.     document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
    1323. 

  1323.     tracksVisible(false);
    1324. 

  1324.     zonesVisible(false);
    1325. 

  1325.   }
    1326. 

  1326.   initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
    1327. 

  1327.   initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
    1328. 

  1328.   initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);
    1329. 

  1329.   initBooleanSetting("highlightpin1", config.highlight_pin1, "highlightpin1Checkbox", setHighlightPin1);
    1330. 

  1330.   settings.boardRotation = readStorage("boardRotation");
    1331. 

  1331.   if (settings.boardRotation === null) {
    1332. 

  1332.     settings.boardRotation = config.board_rotation * 5;
    1333. 

  1333.   } else {
    1334. 

  1334.     settings.boardRotation = parseInt(settings.boardRotation);
    1335. 

  1335.   }
    1336. 

  1336.   document.getElementById("boardRotation").value = settings.boardRotation / 5;
    1337. 

  1337.   document.getElementById("rotationDegree").textContent = settings.boardRotation;
    1338. 

  1338. }
    1339. 

  1339. 

  1340. // Helper classes for user js callbacks.
    1341. 

  1341. 

  1342. const IBOM_EVENT_TYPES = {
    1343. 

  1343.   ALL: "all",
    1344. 

  1344.   HIGHLIGHT_EVENT: "highlightEvent",
    1345. 

  1345.   CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
    1346. 

  1346.   BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
    1347. 

  1347. }
    1348. 

  1348. 

  1349. const EventHandler = {
    1350. 

  1350.   callbacks: {},
    1351. 

  1351.   init: function() {
    1352. 

  1352.     for (eventType of Object.values(IBOM_EVENT_TYPES))
    1353. 

  1353.       this.callbacks[eventType] = [];
    1354. 

  1354.   },
    1355. 

  1355.   registerCallback: function(eventType, callback) {
    1356. 

  1356.     this.callbacks[eventType].push(callback);
    1357. 

  1357.   },
    1358. 

  1358.   emitEvent: function(eventType, eventArgs) {
    1359. 

  1359.     event = {
    1360. 

  1360.       eventType: eventType,
    1361. 

  1361.       args: eventArgs,
    1362. 

  1362.     }
    1363. 

  1363.     var callback;
    1364. 

  1364.     for(callback of this.callbacks[eventType])
    1365. 

  1365.       callback(event);
    1366. 

  1366.     for(callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
    1367. 

  1367.       callback(event);
    1368. 

  1368.   }
    1369. 

  1369. }
    1370. 

  1370. EventHandler.init();
    1371. 

  1371. 

  1372. ///////////////////////////////////////////////
    1373. 

  1373. 

  1374. ///////////////////////////////////////////////
    1375. 

  1375. /* PCB rendering code */
    1376. 

  1376. 

  1377. var emptyContext2d = document.createElement("canvas").getContext("2d");
    1378. 

  1378. 

  1379. function deg2rad(deg) {
    1380. 

  1380.   return deg * Math.PI / 180;
    1381. 

  1381. }
    1382. 

  1382. 

  1383. function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
    1384. 

  1384.   var point = [
    1385. 

  1385.     linepoint[0] * text.width + offsetx,
    1386. 

  1386.     linepoint[1] * text.height + offsety
    1387. 

  1387.   ];
    1388. 

  1388.   // This approximates pcbnew behavior with how text tilts depending on horizontal justification
    1389. 

  1389.   point[0] -= (linepoint[1] + 0.5 * (1 + text.horiz_justify)) * text.height * tilt;
    1390. 

  1390.   return point;
    1391. 

  1391. }
    1392. 

  1392. 

  1393. function drawtext(ctx, text, color, flip) {
    1394. 

  1394.   if ("ref" in text && !settings.renderReferences) return;
    1395. 

  1395.   if ("val" in text && !settings.renderValues) return;
    1396. 

  1396.   ctx.save();
    1397. 

  1397.   ctx.fillStyle = color;
    1398. 

  1398.   ctx.strokeStyle = color;
    1399. 

  1399.   ctx.lineCap = "round";
    1400. 

  1400.   ctx.lineJoin = "round";
    1401. 

  1401.   ctx.lineWidth = text.thickness;
    1402. 

  1402.   if (text.svgpath) {
    1403. 

  1403.     ctx.stroke(new Path2D(text.svgpath));
    1404. 

  1404.     ctx.restore();
    1405. 

  1405.     return;
    1406. 

  1406.   }
    1407. 

  1407.   ctx.translate(...text.pos);
    1408. 

  1408.   ctx.translate(text.thickness * 0.5, 0);
    1409. 

  1409.   var angle = -text.angle;
    1410. 

  1410.   if (text.attr.includes("mirrored")) {
    1411. 

  1411.     ctx.scale(-1, 1);
    1412. 

  1412.     angle = -angle;
    1413. 

  1413.   }
    1414. 

  1414.   var tilt = 0;
    1415. 

  1415.   if (text.attr.includes("italic")) {
    1416. 

  1416.     tilt = 0.125;
    1417. 

  1417.   }
    1418. 

  1418.   var interline = (text.height * 1.5 + text.thickness) / 2;
    1419. 

  1419.   var txt = text.text.split("\n");
    1420. 

  1420.   // KiCad ignores last empty line.
    1421. 

  1421.   if (txt[txt.length - 1] == '') txt.pop();
    1422. 

  1422.   ctx.rotate(deg2rad(angle));
    1423. 

  1423.   for (var i in txt) {
    1424. 

  1424.     var offsety = (-(txt.length - 1) + i * 2) * interline + text.height / 2;
    1425. 

  1425.     var lineWidth = text.thickness + interline * tilt;
    1426. 

  1426.     for (var j = 0; j < txt[i].length; j++) {
    1427. 

  1427.       if (txt[i][j] == '\t') {
    1428. 

  1428.         var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
    1429. 

  1429.         lineWidth += fourSpaces - lineWidth % fourSpaces;
    1430. 

  1430.       } else {
    1431. 

  1431.         if (txt[i][j] == '~') {
    1432. 

  1432.           j++;
    1433. 

  1433.           if (j == txt[i].length)
    1434. 

  1434.             break;
    1435. 

  1435.         }
    1436. 

  1436.         lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
    1437. 

  1437.       }
    1438. 

  1438.     }
    1439. 

  1439.     var offsetx = 0;
    1440. 

  1440.     switch (text.horiz_justify) {
    1441. 

  1441.       case -1:
    1442. 

  1442.         // Justify left, do nothing
    1443. 

  1443.         break;
    1444. 

  1444.       case 0:
    1445. 

  1445.         // Justify center
    1446. 

  1446.         offsetx -= lineWidth / 2;
    1447. 

  1447.         break;
    1448. 

  1448.       case 1:
    1449. 

  1449.         // Justify right
    1450. 

  1450.         offsetx -= lineWidth;
    1451. 

  1451.         break;
    1452. 

  1452.     }
    1453. 

  1453.     var inOverbar = false;
    1454. 

  1454.     for (var j = 0; j < txt[i].length; j++) {
    1455. 

  1455.       if (txt[i][j] == '\t') {
    1456. 

  1456.         var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
    1457. 

  1457.         offsetx += fourSpaces - offsetx % fourSpaces;
    1458. 

  1458.         continue;
    1459. 

  1459.       } else if (txt[i][j] == '~') {
    1460. 

  1460.         j++;
    1461. 

  1461.         if (j == txt[i].length)
    1462. 

  1462.           break;
    1463. 

  1463.         if (txt[i][j] != '~') {
    1464. 

  1464.           inOverbar = !inOverbar;
    1465. 

  1465.         }
    1466. 

  1466.       }
    1467. 

  1467.       var glyph = pcbdata.font_data[txt[i][j]];
    1468. 

  1468.       if (inOverbar) {
    1469. 

  1469.         var overbarStart = [offsetx, -text.height * 1.4 + offsety];
    1470. 

  1470.         var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];
    1471. 

  1471. 

  1472.         if (!lastHadOverbar) {
    1473. 

  1473.           overbarStart[0] += text.height * 1.4 * tilt;
    1474. 

  1474.           lastHadOverbar = true;
    1475. 

  1475.         }
    1476. 

  1476.         ctx.beginPath();
    1477. 

  1477.         ctx.moveTo(...overbarStart);
    1478. 

  1478.         ctx.lineTo(...overbarEnd);
    1479. 

  1479.         ctx.stroke();
    1480. 

  1480.       } else {
    1481. 

  1481.         lastHadOverbar = false;
    1482. 

  1482.       }
    1483. 

  1483.       for (var line of glyph.l) {
    1484. 

  1484.         ctx.beginPath();
    1485. 

  1485.         ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
    1486. 

  1486.         for (var k = 1; k < line.length; k++) {
    1487. 

  1487.           ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
    1488. 

  1488.         }
    1489. 

  1489.         ctx.stroke();
    1490. 

  1490.       }
    1491. 

  1491.       offsetx += glyph.w * text.width;
    1492. 

  1492.     }
    1493. 

  1493.   }
    1494. 

  1494.   ctx.restore();
    1495. 

  1495. }
    1496. 

  1496. 

  1497. function drawedge(ctx, scalefactor, edge, color) {
    1498. 

  1498.   ctx.strokeStyle = color;
    1499. 

  1499.   ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
    1500. 

  1500.   ctx.lineCap = "round";
    1501. 

  1501.   if (edge.svgpath) {
    1502. 

  1502.     ctx.stroke(new Path2D(edge.svgpath));
    1503. 

  1503.   } else {
    1504. 

  1504.     ctx.beginPath();
    1505. 

  1505.     if (edge.type == "segment") {
    1506. 

  1506.       ctx.moveTo(...edge.start);
    1507. 

  1507.       ctx.lineTo(...edge.end);
    1508. 

  1508.     }
    1509. 

  1509.     if (edge.type == "arc") {
    1510. 

  1510.       ctx.arc(
    1511. 

  1511.         ...edge.start,
    1512. 

  1512.         edge.radius,
    1513. 

  1513.         deg2rad(edge.startangle),
    1514. 

  1514.         deg2rad(edge.endangle));
    1515. 

  1515.     }
    1516. 

  1516.     if (edge.type == "circle") {
    1517. 

  1517.       ctx.arc(
    1518. 

  1518.         ...edge.start,
    1519. 

  1519.         edge.radius,
    1520. 

  1520.         0, 2 * Math.PI);
    1521. 

  1521.       ctx.closePath();
    1522. 

  1522.     }
    1523. 

  1523.     if (edge.type == "curve") {
    1524. 

  1524.       ctx.moveTo(...edge.start);
    1525. 

  1525.       ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
    1526. 

  1526.     }
    1527. 

  1527.     ctx.stroke();
    1528. 

  1528.   }
    1529. 

  1529. }
    1530. 

  1530. 

  1531. function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
    1532. 

  1532.   // chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
    1533. 

  1533.   var path = new Path2D();
    1534. 

  1534.   var width = size[0];
    1535. 

  1535.   var height = size[1];
    1536. 

  1536.   var x = width * -0.5;
    1537. 

  1537.   var y = height * -0.5;
    1538. 

  1538.   var chamfOffset = Math.min(width, height) * chamfratio;
    1539. 

  1539.   path.moveTo(x, 0);
    1540. 

  1540.   if (chamfpos & 4) {
    1541. 

  1541.     path.lineTo(x, y + height - chamfOffset);
    1542. 

  1542.     path.lineTo(x + chamfOffset, y + height);
    1543. 

  1543.     path.lineTo(0, y + height);
    1544. 

  1544.   } else {
    1545. 

  1545.     path.arcTo(x, y + height, x + width, y + height, radius);
    1546. 

  1546.   }
    1547. 

  1547.   if (chamfpos & 8) {
    1548. 

  1548.     path.lineTo(x + width - chamfOffset, y + height);
    1549. 

  1549.     path.lineTo(x + width, y + height - chamfOffset);
    1550. 

  1550.     path.lineTo(x + width, 0);
    1551. 

  1551.   } else {
    1552. 

  1552.     path.arcTo(x + width, y + height, x + width, y, radius);
    1553. 

  1553.   }
    1554. 

  1554.   if (chamfpos & 2) {
    1555. 

  1555.     path.lineTo(x + width, y + chamfOffset);
    1556. 

  1556.     path.lineTo(x + width - chamfOffset, y);
    1557. 

  1557.     path.lineTo(0, y);
    1558. 

  1558.   } else {
    1559. 

  1559.     path.arcTo(x + width, y, x, y, radius);
    1560. 

  1560.   }
    1561. 

  1561.   if (chamfpos & 1) {
    1562. 

  1562.     path.lineTo(x + chamfOffset, y);
    1563. 

  1563.     path.lineTo(x, y + chamfOffset);
    1564. 

  1564.     path.lineTo(x, 0);
    1565. 

  1565.   } else {
    1566. 

  1566.     path.arcTo(x, y, x, y + height, radius);
    1567. 

  1567.   }
    1568. 

  1568.   path.closePath();
    1569. 

  1569.   return path;
    1570. 

  1570. }
    1571. 

  1571. 

  1572. function getOblongPath(size) {
    1573. 

  1573.   return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
    1574. 

  1574. }
    1575. 

  1575. 

  1576. function getPolygonsPath(shape) {
    1577. 

  1577.   if (shape.path2d) {
    1578. 

  1578.     return shape.path2d;
    1579. 

  1579.   }
    1580. 

  1580.   if (shape.svgpath) {
    1581. 

  1581.     shape.path2d = new Path2D(shape.svgpath);
    1582. 

  1582.   } else {
    1583. 

  1583.     var path = new Path2D();
    1584. 

  1584.     for (var polygon of shape.polygons) {
    1585. 

  1585.       path.moveTo(...polygon[0]);
    1586. 

  1586.       for (var i = 1; i < polygon.length; i++) {
    1587. 

  1587.         path.lineTo(...polygon[i]);
    1588. 

  1588.       }
    1589. 

  1589.       path.closePath();
    1590. 

  1590.     }
    1591. 

  1591.     shape.path2d = path;
    1592. 

  1592.   }
    1593. 

  1593.   return shape.path2d;
    1594. 

  1594. }
    1595. 

  1595. 

  1596. function drawPolygonShape(ctx, shape, color) {
    1597. 

  1597.   ctx.save();
    1598. 

  1598.   ctx.fillStyle = color;
    1599. 

  1599.   if (!shape.svgpath) {
    1600. 

  1600.     ctx.translate(...shape.pos);
    1601. 

  1601.     ctx.rotate(deg2rad(-shape.angle));
    1602. 

  1602.   }
    1603. 

  1603.   ctx.fill(getPolygonsPath(shape));
    1604. 

  1604.   ctx.restore();
    1605. 

  1605. }
    1606. 

  1606. 

  1607. function drawDrawing(ctx, layer, scalefactor, drawing, color) {
    1608. 

  1608.   if (["segment", "arc", "circle", "curve"].includes(drawing.type)) {
    1609. 

  1609.     drawedge(ctx, scalefactor, drawing, color);
    1610. 

  1610.   } else if (drawing.type == "polygon") {
    1611. 

  1611.     drawPolygonShape(ctx, drawing, color);
    1612. 

  1612.   } else {
    1613. 

  1613.     drawtext(ctx, drawing, color, layer == "B");
    1614. 

  1614.   }
    1615. 

  1615. }
    1616. 

  1616. 

  1617. function getCirclePath(radius) {
    1618. 

  1618.   var path = new Path2D();
    1619. 

  1619.   path.arc(0, 0, radius, 0, 2 * Math.PI);
    1620. 

  1620.   path.closePath();
    1621. 

  1621.   return path;
    1622. 

  1622. }
    1623. 

  1623. 

  1624. function getCachedPadPath(pad) {
    1625. 

  1625.   if (!pad.path2d) {
    1626. 

  1626.     // if path2d is not set, build one and cache it on pad object
    1627. 

  1627.     if (pad.shape == "rect") {
    1628. 

  1628.       pad.path2d = new Path2D();
    1629. 

  1629.       pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
    1630. 

  1630.     } else if (pad.shape == "oval") {
    1631. 

  1631.       pad.path2d = getOblongPath(pad.size);
    1632. 

  1632.     } else if (pad.shape == "circle") {
    1633. 

  1633.       pad.path2d = getCirclePath(pad.size[0] / 2);
    1634. 

  1634.     } else if (pad.shape == "roundrect") {
    1635. 

  1635.       pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
    1636. 

  1636.     } else if (pad.shape == "chamfrect") {
    1637. 

  1637.       pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
    1638. 

  1638.     } else if (pad.shape == "custom") {
    1639. 

  1639.       pad.path2d = getPolygonsPath(pad);
    1640. 

  1640.     }
    1641. 

  1641.   }
    1642. 

  1642.   return pad.path2d;
    1643. 

  1643. }
    1644. 

  1644. 

  1645. function drawPad(ctx, pad, color, outline, hole) {
    1646. 

  1646.   ctx.save();
    1647. 

  1647.   ctx.translate(...pad.pos);
    1648. 

  1648.   ctx.rotate(deg2rad(pad.angle));
    1649. 

  1649.   if (pad.offset) {
    1650. 

  1650.     ctx.translate(...pad.offset);
    1651. 

  1651.   }
    1652. 

  1652.   ctx.fillStyle = color;
    1653. 

  1653.   ctx.strokeStyle = color;
    1654. 

  1654.   var path = getCachedPadPath(pad);
    1655. 

  1655.   if (outline) {
    1656. 

  1656.     ctx.stroke(path);
    1657. 

  1657.   } else {
    1658. 

  1658.     ctx.fill(path);
    1659. 

  1659.   }
    1660. 

  1660.   if (pad.type == "th" && hole) {
    1661. 

  1661.     if (pad.offset) {
    1662. 

  1662.       ctx.translate(-pad.offset[0], -pad.offset[1]);
    1663. 

  1663.     }
    1664. 

  1664.     ctx.fillStyle = "#CCCCCC";
    1665. 

  1665.     if (pad.drillshape == "oblong") {
    1666. 

  1666.       ctx.fill(getOblongPath(pad.drillsize));
    1667. 

  1667.     } else {
    1668. 

  1668.       ctx.fill(getCirclePath(pad.drillsize[0] / 2));
    1669. 

  1669.     }
    1670. 

  1670.   }
    1671. 

  1671.   ctx.restore();
    1672. 

  1672. }
    1673. 

  1673. 

  1674. function drawModule(ctx, layer, scalefactor, module, padcolor, outlinecolor, highlight, outline) {
    1675. 

  1675.   if (highlight) {
    1676. 

  1676.     // draw bounding box
    1677. 

  1677.     if (module.layer == layer) {
    1678. 

  1678.       ctx.save();
    1679. 

  1679.       ctx.globalAlpha = 0.2;
    1680. 

  1680.       ctx.translate(...module.bbox.pos);
    1681. 

  1681.       ctx.rotate(deg2rad(-module.bbox.angle));
    1682. 

  1682.       ctx.translate(...module.bbox.relpos);
    1683. 

  1683.       ctx.fillStyle = padcolor;
    1684. 

  1684.       ctx.fillRect(0, 0, ...module.bbox.size);
    1685. 

  1685.       ctx.globalAlpha = 1;
    1686. 

  1686.       ctx.strokeStyle = padcolor;
    1687. 

  1687.       ctx.strokeRect(0, 0, ...module.bbox.size);
    1688. 

  1688.       ctx.restore();
    1689. 

  1689.     }
    1690. 

  1690.   }
    1691. 

  1691.   // draw drawings
    1692. 

  1692.   for (var drawing of module.drawings) {
    1693. 

  1693.     if (drawing.layer == layer) {
    1694. 

  1694.       drawDrawing(ctx, layer, scalefactor, drawing.drawing, padcolor);
    1695. 

  1695.     }
    1696. 

  1696.   }
    1697. 

  1697.   // draw pads
    1698. 

  1698.   if (settings.renderPads) {
    1699. 

  1699.     for (var pad of module.pads) {
    1700. 

  1700.       if (pad.layers.includes(layer)) {
    1701. 

  1701.         drawPad(ctx, pad, padcolor, outline, true);
    1702. 

  1702.         if (pad.pin1 && settings.highlightpin1) {
    1703. 

  1703.           drawPad(ctx, pad, outlinecolor, true, false);
    1704. 

  1704.         }
    1705. 

  1705.       }
    1706. 

  1706.     }
    1707. 

  1707.   }
    1708. 

  1708. }
    1709. 

  1709. 

  1710. function drawEdgeCuts(canvas, scalefactor) {
    1711. 

  1711.   var ctx = canvas.getContext("2d");
    1712. 

  1712.   var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
    1713. 

  1713.   for (var edge of pcbdata.edges) {
    1714. 

  1714.     drawedge(ctx, scalefactor, edge, edgecolor);
    1715. 

  1715.   }
    1716. 

  1716. }
    1717. 

  1717. 

  1718. function drawModules(canvas, layer, scalefactor, highlight) {
    1719. 

  1719.   var ctx = canvas.getContext("2d");
    1720. 

  1720.   ctx.lineWidth = 3 / scalefactor;
    1721. 

  1721.   var style = getComputedStyle(topmostdiv);
    1722. 

  1722.   var padcolor = style.getPropertyValue('--pad-color');
    1723. 

  1723.   var outlinecolor = style.getPropertyValue('--pin1-outline-color');
    1724. 

  1724.   if (highlight) {
    1725. 

  1725.     padcolor = style.getPropertyValue('--pad-color-highlight');
    1726. 

  1726.     outlinecolor = style.getPropertyValue('--pin1-outline-color-highlight');
    1727. 

  1727.   }
    1728. 

  1728.   for (var i = 0; i < pcbdata.modules.length; i++) {
    1729. 

  1729.     var mod = pcbdata.modules[i];
    1730. 

  1730.     var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
    1731. 

  1731.     if (!highlight || highlightedModules.includes(i)) {
    1732. 

  1732.       drawModule(ctx, layer, scalefactor, mod, padcolor, outlinecolor, highlight, outline);
    1733. 

  1733.     }
    1734. 

  1734.   }
    1735. 

  1735. }
    1736. 

  1736. 

  1737. function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
    1738. 

  1738.   var ctx = canvas.getContext("2d");
    1739. 

  1739.   for (var d of pcbdata[layername][layer]) {
    1740. 

  1740.     if (["segment", "arc", "circle", "curve"].includes(d.type)) {
    1741. 

  1741.       drawedge(ctx, scalefactor, d, edgeColor);
    1742. 

  1742.     } else if (d.type == "polygon") {
    1743. 

  1743.       drawPolygonShape(ctx, d, polygonColor);
    1744. 

  1744.     } else {
    1745. 

  1745.       drawtext(ctx, d, textColor, layer == "B");
    1746. 

  1746.     }
    1747. 

  1747.   }
    1748. 

  1748. }
    1749. 

  1749. 

  1750. function drawTracks(canvas, layer, color, highlight) {
    1751. 

  1751.   ctx = canvas.getContext("2d");
    1752. 

  1752.   ctx.strokeStyle = color;
    1753. 

  1753.   ctx.lineCap = "round";
    1754. 

  1754.   for(var track of pcbdata.tracks[layer]) {
    1755. 

  1755.     if (highlight && highlightedNet != track.net) continue;
    1756. 

  1756.     ctx.lineWidth = track.width;
    1757. 

  1757.     ctx.beginPath();
    1758. 

  1758.     ctx.moveTo(...track.start);
    1759. 

  1759.     ctx.lineTo(...track.end);
    1760. 

  1760.     ctx.stroke();
    1761. 

  1761.   }
    1762. 

  1762. }
    1763. 

  1763. 

  1764. function drawZones(canvas, layer, color, highlight) {
    1765. 

  1765.   ctx = canvas.getContext("2d");
    1766. 

  1766.   ctx.strokeStyle = color;
    1767. 

  1767.   ctx.fillStyle = color;
    1768. 

  1768.   ctx.lineJoin = "round";
    1769. 

  1769.   for(var zone of pcbdata.zones[layer]) {
    1770. 

  1770.     if (!zone.path2d) {
    1771. 

  1771.       zone.path2d = getPolygonsPath(zone);
    1772. 

  1772.     }
    1773. 

  1773.     if (highlight && highlightedNet != zone.net) continue;
    1774. 

  1774.     ctx.lineWidth = zone.width ? zone.width : 0;
    1775. 

  1775.     ctx.fill(zone.path2d);
    1776. 

  1776.     ctx.stroke(zone.path2d);
    1777. 

  1777.   }
    1778. 

  1778. }
    1779. 

  1779. 

  1780. function clearCanvas(canvas, color = null) {
    1781. 

  1781.   var ctx = canvas.getContext("2d");
    1782. 

  1782.   ctx.save();
    1783. 

  1783.   ctx.setTransform(1, 0, 0, 1, 0, 0);
    1784. 

  1784.   if (color) {
    1785. 

  1785.     ctx.fillStyle = color;
    1786. 

  1786.     ctx.fillRect(0, 0, canvas.width, canvas.height);
    1787. 

  1787.   } else {
    1788. 

  1788.     ctx.clearRect(0, 0, canvas.width, canvas.height);
    1789. 

  1789.   }
    1790. 

  1790.   ctx.restore();
    1791. 

  1791. }
    1792. 

  1792. 

  1793. function drawNets(canvas, layer, highlight) {
    1794. 

  1794.   var style = getComputedStyle(topmostdiv);
    1795. 

  1795.   if (settings.renderTracks) {
    1796. 

  1796.     var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
    1797. 

  1797.     drawTracks(canvas, layer, trackColor, highlight);
    1798. 

  1798.   }
    1799. 

  1799.   if (settings.renderZones) {
    1800. 

  1800.     var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
    1801. 

  1801.     drawZones(canvas, layer, zoneColor, highlight);
    1802. 

  1802.   }
    1803. 

  1803.   if (highlight && settings.renderPads) {
    1804. 

  1804.     var padColor = style.getPropertyValue('--pad-color-highlight');
    1805. 

  1805.     var ctx = canvas.getContext("2d");
    1806. 

  1806.     for (var mod of pcbdata.modules) {
    1807. 

  1807.       // draw pads
    1808. 

  1808.       for (var pad of mod.pads) {
    1809. 

  1809.         if (highlightedNet != pad.net) continue;
    1810. 

  1810.         if (pad.layers.includes(layer)) {
    1811. 

  1811.           drawPad(ctx, pad, padColor, false, true);
    1812. 

  1812.         }
    1813. 

  1813.       }
    1814. 

  1814.     }
    1815. 

  1815.   }
    1816. 

  1816. }
    1817. 

  1817. 

  1818. function drawHighlightsOnLayer(canvasdict, clear = true) {
    1819. 

  1819.   if (clear) {
    1820. 

  1820.     clearCanvas(canvasdict.highlight);
    1821. 

  1821.   }
    1822. 

  1822.   if (highlightedModules.length > 0) {
    1823. 

  1823.     drawModules(canvasdict.highlight, canvasdict.layer,
    1824. 

  1824.       canvasdict.transform.s * canvasdict.transform.zoom, true);
    1825. 

  1825.   }
    1826. 

  1826.   if (highlightedNet !== null) {
    1827. 

  1827.     drawNets(canvasdict.highlight, canvasdict.layer, true);
    1828. 

  1828.   }
    1829. 

  1829. }
    1830. 

  1830. 

  1831. function drawHighlights() {
    1832. 

  1832.   drawHighlightsOnLayer(allcanvas.front);
    1833. 

  1833.   drawHighlightsOnLayer(allcanvas.back);
    1834. 

  1834. }
    1835. 

  1835. 

  1836. function drawBackground(canvasdict, clear = true) {
    1837. 

  1837.   if (clear) {
    1838. 

  1838.     clearCanvas(canvasdict.bg);
    1839. 

  1839.     clearCanvas(canvasdict.fab);
    1840. 

  1840.     clearCanvas(canvasdict.silk);
    1841. 

  1841.   }
    1842. 

  1842. 

  1843.   drawNets(canvasdict.bg, canvasdict.layer, false);
    1844. 

  1844.   drawModules(canvasdict.bg, canvasdict.layer,
    1845. 

  1845.     canvasdict.transform.s * canvasdict.transform.zoom, false);
    1846. 

  1846. 

  1847.   drawEdgeCuts(canvasdict.bg, canvasdict.transform.s);
    1848. 

  1848. 

  1849.   var style = getComputedStyle(topmostdiv);
    1850. 

  1850.   var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
    1851. 

  1851.   var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
    1852. 

  1852.   var textColor = style.getPropertyValue('--silkscreen-text-color');
    1853. 

  1853.   if (settings.renderSilkscreen) {
    1854. 

  1854.     drawBgLayer(
    1855. 

  1855.       "silkscreen", canvasdict.silk, canvasdict.layer,
    1856. 

  1856.       canvasdict.transform.s * canvasdict.transform.zoom,
    1857. 

  1857.       edgeColor, polygonColor, textColor);
    1858. 

  1858.   }
    1859. 

  1859.   edgeColor = style.getPropertyValue('--fabrication-edge-color');
    1860. 

  1860.   polygonColor = style.getPropertyValue('--fabrication-polygon-color');
    1861. 

  1861.   textColor = style.getPropertyValue('--fabrication-text-color');
    1862. 

  1862.   if (settings.renderFabrication) {
    1863. 

  1863.     drawBgLayer(
    1864. 

  1864.       "fabrication", canvasdict.fab, canvasdict.layer,
    1865. 

  1865.       canvasdict.transform.s * canvasdict.transform.zoom,
    1866. 

  1866.       edgeColor, polygonColor, textColor);
    1867. 

  1867.   }
    1868. 

  1868. }
    1869. 

  1869. 

  1870. function prepareCanvas(canvas, flip, transform) {
    1871. 

  1871.   var ctx = canvas.getContext("2d");
    1872. 

  1872.   ctx.setTransform(1, 0, 0, 1, 0, 0);
    1873. 

  1873.   var fontsize = 1.55;
    1874. 

  1874.   ctx.scale(transform.zoom, transform.zoom);
    1875. 

  1875.   ctx.translate(transform.panx, transform.pany);
    1876. 

  1876.   if (flip) {
    1877. 

  1877.     ctx.scale(-1, 1);
    1878. 

  1878.   }
    1879. 

  1879.   ctx.translate(transform.x, transform.y);
    1880. 

  1880.   ctx.rotate(deg2rad(settings.boardRotation));
    1881. 

  1881.   ctx.scale(transform.s, transform.s);
    1882. 

  1882. }
    1883. 

  1883. 

  1884. function prepareLayer(canvasdict) {
    1885. 

  1885.   var flip = (canvasdict.layer == "B");
    1886. 

  1886.   for (var c of ["bg", "fab", "silk", "highlight"]) {
    1887. 

  1887.     prepareCanvas(canvasdict[c], flip, canvasdict.transform);
    1888. 

  1888.   }
    1889. 

  1889. }
    1890. 

  1890. 

  1891. function rotateVector(v, angle) {
    1892. 

  1892.   angle = deg2rad(angle);
    1893. 

  1893.   return [
    1894. 

  1894.     v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
    1895. 

  1895.     v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
    1896. 

  1896.   ];
    1897. 

  1897. }
    1898. 

  1898. 

  1899. function applyRotation(bbox) {
    1900. 

  1900.   var corners = [
    1901. 

  1901.     [bbox.minx, bbox.miny],
    1902. 

  1902.     [bbox.minx, bbox.maxy],
    1903. 

  1903.     [bbox.maxx, bbox.miny],
    1904. 

  1904.     [bbox.maxx, bbox.maxy],
    1905. 

  1905.   ];
    1906. 

  1906.   corners = corners.map((v) => rotateVector(v, settings.boardRotation));
    1907. 

  1907.   return {
    1908. 

  1908.     minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
    1909. 

  1909.     miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
    1910. 

  1910.     maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
    1911. 

  1911.     maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
    1912. 

  1912.   }
    1913. 

  1913. }
    1914. 

  1914. 

  1915. function recalcLayerScale(layerdict, width, height) {
    1916. 

  1916.   var bbox = applyRotation(pcbdata.edges_bbox);
    1917. 

  1917.   var scalefactor = 0.98 * Math.min(
    1918. 

  1918.     width / (bbox.maxx - bbox.minx),
    1919. 

  1919.     height / (bbox.maxy - bbox.miny)
    1920. 

  1920.   );
    1921. 

  1921.   if (scalefactor < 0.1) {
    1922. 

  1922.     scalefactor = 1;
    1923. 

  1923.   }
    1924. 

  1924.   layerdict.transform.s = scalefactor;
    1925. 

  1925.   var flip = (layerdict.layer == "B");
    1926. 

  1926.   if (flip) {
    1927. 

  1927.     layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
    1928. 

  1928.   } else {
    1929. 

  1929.     layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
    1930. 

  1930.   }
    1931. 

  1931.   layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
    1932. 

  1932.   for (var c of ["bg", "fab", "silk", "highlight"]) {
    1933. 

  1933.     canvas = layerdict[c];
    1934. 

  1934.     canvas.width = width;
    1935. 

  1935.     canvas.height = height;
    1936. 

  1936.     canvas.style.width = (width / devicePixelRatio) + "px";
    1937. 

  1937.     canvas.style.height = (height / devicePixelRatio) + "px";
    1938. 

  1938.   }
    1939. 

  1939. }
    1940. 

  1940. 

  1941. function redrawCanvas(layerdict) {
    1942. 

  1942.   prepareLayer(layerdict);
    1943. 

  1943.   drawBackground(layerdict);
    1944. 

  1944.   drawHighlightsOnLayer(layerdict);
    1945. 

  1945. }
    1946. 

  1946. 

  1947. function resizeCanvas(layerdict) {
    1948. 

  1948.   var canvasdivid = {
    1949. 

  1949.     "F": "frontcanvas",
    1950. 

  1950.     "B": "backcanvas"
    1951. 

  1951.   } [layerdict.layer];
    1952. 

  1952.   var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
    1953. 

  1953.   var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
    1954. 

  1954.   recalcLayerScale(layerdict, width, height);
    1955. 

  1955.   redrawCanvas(layerdict);
    1956. 

  1956. }
    1957. 

  1957. 

  1958. function resizeAll() {
    1959. 

  1959.   resizeCanvas(allcanvas.front);
    1960. 

  1960.   resizeCanvas(allcanvas.back);
    1961. 

  1961. }
    1962. 

  1962. 

  1963. function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
    1964. 

  1964.   var A = x - x1;
    1965. 

  1965.   var B = y - y1;
    1966. 

  1966.   var C = x2 - x1;
    1967. 

  1967.   var D = y2 - y1;
    1968. 

  1968. 

  1969.   var dot = A * C + B * D;
    1970. 

  1970.   var len_sq = C * C + D * D;
    1971. 

  1971.   var dx, dy;
    1972. 

  1972.   if (len_sq == 0) {
    1973. 

  1973.     // start and end of the segment coincide
    1974. 

  1974.     dx = x - x1;
    1975. 

  1975.     dy = y - y1;
    1976. 

  1976.   } else {
    1977. 

  1977.     var param = dot / len_sq;
    1978. 

  1978.     var xx, yy;
    1979. 

  1979.     if (param < 0) {
    1980. 

  1980.       xx = x1;
    1981. 

  1981.       yy = y1;
    1982. 

  1982.     } else if (param > 1) {
    1983. 

  1983.       xx = x2;
    1984. 

  1984.       yy = y2;
    1985. 

  1985.     } else {
    1986. 

  1986.       xx = x1 + param * C;
    1987. 

  1987.       yy = y1 + param * D;
    1988. 

  1988.     }
    1989. 

  1989.     dx = x - xx;
    1990. 

  1990.     dy = y - yy;
    1991. 

  1991.   }
    1992. 

  1992.   return dx * dx + dy * dy <= d * d;
    1993. 

  1993. }
    1994. 

  1994. 

  1995. function pointWithinPad(x, y, pad) {
    1996. 

  1996.   var v = [x - pad.pos[0], y - pad.pos[1]];
    1997. 

  1997.   v = rotateVector(v, -pad.angle);
    1998. 

  1998.   if (pad.offset) {
    1999. 

  1999.     v[0] -= pad.offset[0];
    2000. 

  2000.     v[1] -= pad.offset[1];
    2001. 

  2001.   }
    2002. 

  2002.   return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
    2003. 

  2003. }
    2004. 

  2004. 

  2005. function netHitScan(layer, x, y) {
    2006. 

  2006.   // Check track segments
    2007. 

  2007.   if (settings.renderTracks && pcbdata.tracks) {
    2008. 

  2008.     for(var track of pcbdata.tracks[layer]) {
    2009. 

  2009.       if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
    2010. 

  2010.         return track.net;
    2011. 

  2011.       }
    2012. 

  2012.     }
    2013. 

  2013.   }
    2014. 

  2014.   // Check pads
    2015. 

  2015.   if (settings.renderPads) {
    2016. 

  2016.     for (var mod of pcbdata.modules) {
    2017. 

  2017.       for(var pad of mod.pads) {
    2018. 

  2018.         if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
    2019. 

  2019.           return pad.net;
    2020. 

  2020.         }
    2021. 

  2021.       }
    2022. 

  2022.     }
    2023. 

  2023.   }
    2024. 

  2024.   return null;
    2025. 

  2025. }
    2026. 

  2026. 

  2027. function pointWithinModuleBbox(x, y, bbox) {
    2028. 

  2028.   var v = [x - bbox.pos[0], y - bbox.pos[1]];
    2029. 

  2029.   v = rotateVector(v, bbox.angle);
    2030. 

  2030.   return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
    2031. 

  2031.          bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
    2032. 

  2032. }
    2033. 

  2033. 

  2034. function bboxHitScan(layer, x, y) {
    2035. 

  2035.   var result = [];
    2036. 

  2036.   for (var i = 0; i < pcbdata.modules.length; i++) {
    2037. 

  2037.     var module = pcbdata.modules[i];
    2038. 

  2038.     if (module.layer == layer) {
    2039. 

  2039.       if (pointWithinModuleBbox(x, y, module.bbox)) {
    2040. 

  2040.         result.push(i);
    2041. 

  2041.       }
    2042. 

  2042.     }
    2043. 

  2043.   }
    2044. 

  2044.   return result;
    2045. 

  2045. }
    2046. 

  2046. 

  2047. function handlePointerDown(e, layerdict) {
    2048. 

  2048.   if (e.button != 0) {
    2049. 

  2049.     return;
    2050. 

  2050.   }
    2051. 

  2051.   e.preventDefault();
    2052. 

  2052.   e.stopPropagation();
    2053. 

  2053. 

  2054.   if (!e.hasOwnProperty("offsetX")) {
    2055. 

  2055.     // The polyfill doesn't set this properly
    2056. 

  2056.     e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    2057. 

  2057.     e.offsetY = e.pageY - e.currentTarget.offsetTop;
    2058. 

  2058.   }
    2059. 

  2059. 

  2060.   layerdict.pointerStates[e.pointerId] = {
    2061. 

  2061.     distanceTravelled: 0,
    2062. 

  2062.     lastX: e.offsetX,
    2063. 

  2063.     lastY: e.offsetY,
    2064. 

  2064.     downTime: Date.now(),
    2065. 

  2065.   };
    2066. 

  2066. }
    2067. 

  2067. 

  2068. function handleMouseClick(e, layerdict) {
    2069. 

  2069.   if (!e.hasOwnProperty("offsetX")) {
    2070. 

  2070.     // The polyfill doesn't set this properly
    2071. 

  2071.     e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    2072. 

  2072.     e.offsetY = e.pageY - e.currentTarget.offsetTop;
    2073. 

  2073.   }
    2074. 

  2074. 

  2075.   var x = e.offsetX;
    2076. 

  2076.   var y = e.offsetY;
    2077. 

  2077.   var t = layerdict.transform;
    2078. 

  2078.   if (layerdict.layer == "B") {
    2079. 

  2079.     x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
    2080. 

  2080.   } else {
    2081. 

  2081.     x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
    2082. 

  2082.   }
    2083. 

  2083.   y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
    2084. 

  2084.   var v = rotateVector([x, y], -settings.boardRotation);
    2085. 

  2085.   if ("nets" in pcbdata) {
    2086. 

  2086.     var net = netHitScan(layerdict.layer, ...v);
    2087. 

  2087.     if (net !== highlightedNet) {
    2088. 

  2088.       netClicked(net);
    2089. 

  2089.     }
    2090. 

  2090.   }
    2091. 

  2091.   if (highlightedNet === null) {
    2092. 

  2092.     var modules = bboxHitScan(layerdict.layer, ...v);
    2093. 

  2093.     if (modules.length > 0) {
    2094. 

  2094.       modulesClicked(modules);
    2095. 

  2095.     }
    2096. 

  2096.   }
    2097. 

  2097. }
    2098. 

  2098. 

  2099. function handlePointerLeave(e, layerdict) {
    2100. 

  2100.   e.preventDefault();
    2101. 

  2101.   e.stopPropagation();
    2102. 

  2102. 

  2103.   if (!settings.redrawOnDrag) {
    2104. 

  2104.     redrawCanvas(layerdict);
    2105. 

  2105.   }
    2106. 

  2106. 

  2107.   delete layerdict.pointerStates[e.pointerId];
    2108. 

  2108. }
    2109. 

  2109. 

  2110. function resetTransform(layerdict) {
    2111. 

  2111.   layerdict.transform.panx = 0;
    2112. 

  2112.   layerdict.transform.pany = 0;
    2113. 

  2113.   layerdict.transform.zoom = 1;
    2114. 

  2114.   redrawCanvas(layerdict);
    2115. 

  2115. }
    2116. 

  2116. 

  2117. function handlePointerUp(e, layerdict) {
    2118. 

  2118.   if (!e.hasOwnProperty("offsetX")) {
    2119. 

  2119.     // The polyfill doesn't set this properly
    2120. 

  2120.     e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    2121. 

  2121.     e.offsetY = e.pageY - e.currentTarget.offsetTop;
    2122. 

  2122.   }
    2123. 

  2123. 

  2124.   e.preventDefault();
    2125. 

  2125.   e.stopPropagation();
    2126. 

  2126. 

  2127.   if (e.button == 2) {
    2128. 

  2128.     // Reset pan and zoom on right click.
    2129. 

  2129.     resetTransform(layerdict);
    2130. 

  2130.     layerdict.anotherPointerTapped = false;
    2131. 

  2131.     return;
    2132. 

  2132.   }
    2133. 

  2133. 

  2134.   // We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
    2135. 

  2135.   var ptr = layerdict.pointerStates[e.pointerId];
    2136. 

  2136.   ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);
    2137. 

  2137. 

  2138.   if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
    2139. 

  2139.     if (Object.keys(layerdict.pointerStates).length == 1) {
    2140. 

  2140.       if (layerdict.anotherPointerTapped) {
    2141. 

  2141.         // This is the second pointer coming off of a two-finger tap
    2142. 

  2142.         resetTransform(layerdict);
    2143. 

  2143.       } else {
    2144. 

  2144.         // This is just a regular tap
    2145. 

  2145.         handleMouseClick(e, layerdict);
    2146. 

  2146.       }
    2147. 

  2147.       layerdict.anotherPointerTapped = false;
    2148. 

  2148.     } else {
    2149. 

  2149.       // This is the first finger coming off of what could become a two-finger tap
    2150. 

  2150.       layerdict.anotherPointerTapped = true;
    2151. 

  2151.     }
    2152. 

  2152.   } else {
    2153. 

  2153.     if (!settings.redrawOnDrag) {
    2154. 

  2154.       redrawCanvas(layerdict);
    2155. 

  2155.     }
    2156. 

  2156.     layerdict.anotherPointerTapped = false;
    2157. 

  2157.   }
    2158. 

  2158. 

  2159.   delete layerdict.pointerStates[e.pointerId];
    2160. 

  2160. }
    2161. 

  2161. 

  2162. function handlePointerMove(e, layerdict) {
    2163. 

  2163.   if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
    2164. 

  2164.     return;
    2165. 

  2165.   }
    2166. 

  2166.   e.preventDefault();
    2167. 

  2167.   e.stopPropagation();
    2168. 

  2168. 

  2169.   if (!e.hasOwnProperty("offsetX")) {
    2170. 

  2170.     // The polyfill doesn't set this properly
    2171. 

  2171.     e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    2172. 

  2172.     e.offsetY = e.pageY - e.currentTarget.offsetTop;
    2173. 

  2173.   }
    2174. 

  2174. 

  2175.   var thisPtr = layerdict.pointerStates[e.pointerId];
    2176. 

  2176. 

  2177.   var dx = e.offsetX - thisPtr.lastX;
    2178. 

  2178.   var dy = e.offsetY - thisPtr.lastY;
    2179. 

  2179. 

  2180.   // If this number is low on pointer up, we count the action as a click
    2181. 

  2181.   thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);
    2182. 

  2182. 

  2183.   if (Object.keys(layerdict.pointerStates).length == 1) {
    2184. 

  2184.     // This is a simple drag
    2185. 

  2185.     layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
    2186. 

  2186.     layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
    2187. 

  2187.   } else if (Object.keys(layerdict.pointerStates).length == 2) {
    2188. 

  2188.     var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];
    2189. 

  2189. 

  2190.     var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
    2191. 

  2191.     var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2)     + Math.pow(e.offsetY - otherPtr.lastY, 2));
    2192. 

  2192. 

  2193.     var scaleFactor = newDist/oldDist;
    2194. 

  2194. 

  2195.     if (scaleFactor != NaN) {
    2196. 

  2196.       layerdict.transform.zoom *= scaleFactor;
    2197. 

  2197. 

  2198.       var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
    2199. 

  2199.       layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
    2200. 

  2200.       layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
    2201. 

  2201.     }
    2202. 

  2202.   }
    2203. 

  2203. 

  2204.   thisPtr.lastX = e.offsetX;
    2205. 

  2205.   thisPtr.lastY = e.offsetY;
    2206. 

  2206. 

  2207.   if (settings.redrawOnDrag) {
    2208. 

  2208.     redrawCanvas(layerdict);
    2209. 

  2209.   }
    2210. 

  2210. }
    2211. 

  2211. 

  2212. function handleMouseWheel(e, layerdict) {
    2213. 

  2213.   e.preventDefault();
    2214. 

  2214.   e.stopPropagation();
    2215. 

  2215.   var t = layerdict.transform;
    2216. 

  2216.   var wheeldelta = e.deltaY;
    2217. 

  2217.   if (e.deltaMode == 1) {
    2218. 

  2218.     // FF only, scroll by lines
    2219. 

  2219.     wheeldelta *= 30;
    2220. 

  2220.   } else if (e.deltaMode == 2) {
    2221. 

  2221.     wheeldelta *= 300;
    2222. 

  2222.   }
    2223. 

  2223.   var m = Math.pow(1.1, -wheeldelta / 40);
    2224. 

  2224.   // Limit amount of zoom per tick.
    2225. 

  2225.   if (m > 2) {
    2226. 

  2226.     m = 2;
    2227. 

  2227.   } else if (m < 0.5) {
    2228. 

  2228.     m = 0.5;
    2229. 

  2229.   }
    2230. 

  2230.   t.zoom *= m;
    2231. 

  2231.   var zoomd = (1 - m) / t.zoom;
    2232. 

  2232.   t.panx += devicePixelRatio * e.offsetX * zoomd;
    2233. 

  2233.   t.pany += devicePixelRatio * e.offsetY * zoomd;
    2234. 

  2234.   redrawCanvas(layerdict);
    2235. 

  2235. }
    2236. 

  2236. 

  2237. function addMouseHandlers(div, layerdict) {
    2238. 

  2238.   div.addEventListener("pointerdown", function(e) {
    2239. 

  2239.     handlePointerDown(e, layerdict);
    2240. 

  2240.   });
    2241. 

  2241.   div.addEventListener("pointermove", function(e) {
    2242. 

  2242.     handlePointerMove(e, layerdict);
    2243. 

  2243.   });
    2244. 

  2244.   div.addEventListener("pointerup", function(e) {
    2245. 

  2245.     handlePointerUp(e, layerdict);
    2246. 

  2246.   });
    2247. 

  2247.   var pointerleave = function(e) {
    2248. 

  2248.     handlePointerLeave(e, layerdict);
    2249. 

  2249.   }
    2250. 

  2250.   div.addEventListener("pointercancel", pointerleave);
    2251. 

  2251.   div.addEventListener("pointerleave", pointerleave);
    2252. 

  2252.   div.addEventListener("pointerout", pointerleave);
    2253. 

  2253. 

  2254.   div.onwheel = function(e) {
    2255. 

  2255.     handleMouseWheel(e, layerdict);
    2256. 

  2256.   }
    2257. 

  2257.   for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
    2258. 

  2258.     element.addEventListener("contextmenu", function(e) {
    2259. 

  2259.       e.preventDefault();
    2260. 

  2260.     }, false);
    2261. 

  2261.   }
    2262. 

  2262. }
    2263. 

  2263. 

  2264. function setRedrawOnDrag(value) {
    2265. 

  2265.   settings.redrawOnDrag = value;
    2266. 

  2266.   writeStorage("redrawOnDrag", value);
    2267. 

  2267. }
    2268. 

  2268. 

  2269. function setBoardRotation(value) {
    2270. 

  2270.   settings.boardRotation = value * 5;
    2271. 

  2271.   writeStorage("boardRotation", settings.boardRotation);
    2272. 

  2272.   document.getElementById("rotationDegree").textContent = settings.boardRotation;
    2273. 

  2273.   resizeAll();
    2274. 

  2274. }
    2275. 

  2275. 

  2276. function initRender() {
    2277. 

  2277.   allcanvas = {
    2278. 

  2278.     front: {
    2279. 

  2279.       transform: {
    2280. 

  2280.         x: 0,
    2281. 

  2281.         y: 0,
    2282. 

  2282.         s: 1,
    2283. 

  2283.         panx: 0,
    2284. 

  2284.         pany: 0,
    2285. 

  2285.         zoom: 1,
    2286. 

  2286.       },
    2287. 

  2287.       pointerStates: {},
    2288. 

  2288.       anotherPointerTapped: false,
    2289. 

  2289.       bg: document.getElementById("F_bg"),
    2290. 

  2290.       fab: document.getElementById("F_fab"),
    2291. 

  2291.       silk: document.getElementById("F_slk"),
    2292. 

  2292.       highlight: document.getElementById("F_hl"),
    2293. 

  2293.       layer: "F",
    2294. 

  2294.     },
    2295. 

  2295.     back: {
    2296. 

  2296.       transform: {
    2297. 

  2297.         x: 0,
    2298. 

  2298.         y: 0,
    2299. 

  2299.         s: 1,
    2300. 

  2300.         panx: 0,
    2301. 

  2301.         pany: 0,
    2302. 

  2302.         zoom: 1,
    2303. 

  2303.       },
    2304. 

  2304.       pointerStates: {},
    2305. 

  2305.       anotherPointerTapped: false,
    2306. 

  2306.       bg: document.getElementById("B_bg"),
    2307. 

  2307.       fab: document.getElementById("B_fab"),
    2308. 

  2308.       silk: document.getElementById("B_slk"),
    2309. 

  2309.       highlight: document.getElementById("B_hl"),
    2310. 

  2310.       layer: "B",
    2311. 

  2311.     }
    2312. 

  2312.   };
    2313. 

  2313.   addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
    2314. 

  2314.   addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
    2315. 

  2315. }
    2316. 

  2316. 

  2317. ///////////////////////////////////////////////
    2318. 

  2318. 

  2319. ///////////////////////////////////////////////
    2320. 

  2320. /* DOM manipulation and misc code */
    2321. 

  2321. 

  2322. var bomsplit;
    2323. 

  2323. var canvassplit;
    2324. 

  2324. var initDone = false;
    2325. 

  2325. var bomSortFunction = null;
    2326. 

  2326. var currentSortColumn = null;
    2327. 

  2327. var currentSortOrder = null;
    2328. 

  2328. var currentHighlightedRowId;
    2329. 

  2329. var highlightHandlers = [];
    2330. 

  2330. var moduleIndexToHandler = {};
    2331. 

  2331. var netsToHandler = {};
    2332. 

  2332. var highlightedModules = [];
    2333. 

  2333. var highlightedNet = null;
    2334. 

  2334. var lastClicked;
    2335. 

  2335. 

  2336. function dbg(html) {
    2337. 

  2337.   dbgdiv.innerHTML = html;
    2338. 

  2338. }
    2339. 

  2339. 

  2340. function redrawIfInitDone() {
    2341. 

  2341.   if (initDone) {
    2342. 

  2342.     redrawCanvas(allcanvas.front);
    2343. 

  2343.     redrawCanvas(allcanvas.back);
    2344. 

  2344.   }
    2345. 

  2345. }
    2346. 

  2346. 

  2347. function padsVisible(value) {
    2348. 

  2348.   writeStorage("padsVisible", value);
    2349. 

  2349.   settings.renderPads = value;
    2350. 

  2350.   redrawIfInitDone();
    2351. 

  2351. }
    2352. 

  2352. 

  2353. function referencesVisible(value) {
    2354. 

  2354.   writeStorage("referencesVisible", value);
    2355. 

  2355.   settings.renderReferences = value;
    2356. 

  2356.   redrawIfInitDone();
    2357. 

  2357. }
    2358. 

  2358. 

  2359. function valuesVisible(value) {
    2360. 

  2360.   writeStorage("valuesVisible", value);
    2361. 

  2361.   settings.renderValues = value;
    2362. 

  2362.   redrawIfInitDone();
    2363. 

  2363. }
    2364. 

  2364. 

  2365. function tracksVisible(value) {
    2366. 

  2366.   writeStorage("tracksVisible", value);
    2367. 

  2367.   settings.renderTracks = value;
    2368. 

  2368.   redrawIfInitDone();
    2369. 

  2369. }
    2370. 

  2370. 

  2371. function zonesVisible(value) {
    2372. 

  2372.   writeStorage("zonesVisible", value);
    2373. 

  2373.   settings.renderZones = value;
    2374. 

  2374.   redrawIfInitDone();
    2375. 

  2375. }
    2376. 

  2376. 

  2377. function dnpOutline(value) {
    2378. 

  2378.   writeStorage("dnpOutline", value);
    2379. 

  2379.   settings.renderDnpOutline = value;
    2380. 

  2380.   redrawIfInitDone();
    2381. 

  2381. }
    2382. 

  2382. 

  2383. function setDarkMode(value) {
    2384. 

  2384.   if (value) {
    2385. 

  2385.     topmostdiv.classList.add("dark");
    2386. 

  2386.   } else {
    2387. 

  2387.     topmostdiv.classList.remove("dark");
    2388. 

  2388.   }
    2389. 

  2389.   writeStorage("darkmode", value);
    2390. 

  2390.   settings.darkMode = value;
    2391. 

  2391.   redrawIfInitDone();
    2392. 

  2392. }
    2393. 

  2393. 

  2394. function setFullscreen(value) {
    2395. 

  2395.   if (value) {
    2396. 

  2396.     document.documentElement.requestFullscreen();
    2397. 

  2397.   } else {
    2398. 

  2398.     document.exitFullscreen();
    2399. 

  2399.   }
    2400. 

  2400. }
    2401. 

  2401. 

  2402. function fabricationVisible(value) {
    2403. 

  2403.   writeStorage("fabricationVisible", value);
    2404. 

  2404.   settings.renderFabrication = value;
    2405. 

  2405.   redrawIfInitDone();
    2406. 

  2406. }
    2407. 

  2407. 

  2408. function silkscreenVisible(value) {
    2409. 

  2409.   writeStorage("silkscreenVisible", value);
    2410. 

  2410.   settings.renderSilkscreen = value;
    2411. 

  2411.   redrawIfInitDone();
    2412. 

  2412. }
    2413. 

  2413. 

  2414. function setHighlightPin1(value) {
    2415. 

  2415.   writeStorage("highlightpin1", value);
    2416. 

  2416.   settings.highlightpin1 = value;
    2417. 

  2417.   redrawIfInitDone();
    2418. 

  2418. }
    2419. 

  2419. 

  2420. function getStoredCheckboxRefs(checkbox) {
    2421. 

  2421.   function convert(ref) {
    2422. 

  2422.     var intref = parseInt(ref);
    2423. 

  2423.     if (isNaN(intref)) {
    2424. 

  2424.       for (var i = 0; i < pcbdata.modules.length; i++) {
    2425. 

  2425.         if (pcbdata.modules[i].ref == ref) {
    2426. 

  2426.           return i;
    2427. 

  2427.         }
    2428. 

  2428.       }
    2429. 

  2429.       return -1;
    2430. 

  2430.     } else {
    2431. 

  2431.       return intref;
    2432. 

  2432.     }
    2433. 

  2433.   }
    2434. 

  2434.   if (!(checkbox in settings.checkboxStoredRefs)) {
    2435. 

  2435.     var val = readStorage("checkbox_" + checkbox);
    2436. 

  2436.     settings.checkboxStoredRefs[checkbox] = val ? val : "";
    2437. 

  2437.   }
    2438. 

  2438.   if (!settings.checkboxStoredRefs[checkbox]) {
    2439. 

  2439.     return new Set();
    2440. 

  2440.   } else {
    2441. 

  2441.     return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
    2442. 

  2442.   }
    2443. 

  2443. }
    2444. 

  2444. 

  2445. function getCheckboxState(checkbox, references) {
    2446. 

  2446.   var storedRefsSet = getStoredCheckboxRefs(checkbox);
    2447. 

  2447.   var currentRefsSet = new Set(references.map(r => r[1]));
    2448. 

  2448.   // Get difference of current - stored
    2449. 

  2449.   var difference = new Set(currentRefsSet);
    2450. 

  2450.   for (ref of storedRefsSet) {
    2451. 

  2451.     difference.delete(ref);
    2452. 

  2452.   }
    2453. 

  2453.   if (difference.size == 0) {
    2454. 

  2454.     // All the current refs are stored
    2455. 

  2455.     return "checked";
    2456. 

  2456.   } else if (difference.size == currentRefsSet.size) {
    2457. 

  2457.     // None of the current refs are stored
    2458. 

  2458.     return "unchecked";
    2459. 

  2459.   } else {
    2460. 

  2460.     // Some of the refs are stored
    2461. 

  2461.     return "indeterminate";
    2462. 

  2462.   }
    2463. 

  2463. }
    2464. 

  2464. 

  2465. function setBomCheckboxState(checkbox, element, references) {
    2466. 

  2466.   var state = getCheckboxState(checkbox, references);
    2467. 

  2467.   element.checked = (state == "checked");
    2468. 

  2468.   element.indeterminate = (state == "indeterminate");
    2469. 

  2469. }
    2470. 

  2470. 

  2471. function createCheckboxChangeHandler(checkbox, references) {
    2472. 

  2472.   return function(evt) {
    2473. 

  2473.     refsSet = getStoredCheckboxRefs(checkbox);
    2474. 

  2474.     var darkenWhenChecked = settings.darkenWhenChecked == checkbox;
    2475. 

  2475.     eventArgs = {
    2476. 

  2476.       checkbox: checkbox,
    2477. 

  2477.       refs: references,
    2478. 

  2478.     }
    2479. 

  2479.     if (this.checked) {
    2480. 

  2480.       // checkbox ticked
    2481. 

  2481.       for (var ref of references) {
    2482. 

  2482.         refsSet.add(ref[1]);
    2483. 

  2483.       }
    2484. 

  2484.       if (darkenWhenChecked) {
    2485. 

  2485.         evt.target.parentElement.parentElement.classList.add("checked");
    2486. 

  2486.       }
    2487. 

  2487.       eventArgs.state = 'checked';
    2488. 

  2488.     } else {
    2489. 

  2489.       // checkbox unticked
    2490. 

  2490.       for (var ref of references) {
    2491. 

  2491.         refsSet.delete(ref[1]);
    2492. 

  2492.       }
    2493. 

  2493.       if (darkenWhenChecked) {
    2494. 

  2494.         evt.target.parentElement.parentElement.classList.remove("checked");
    2495. 

  2495.       }
    2496. 

  2496.       eventArgs.state = 'unchecked';
    2497. 

  2497.     }
    2498. 

  2498.     settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
    2499. 

  2499.     writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
    2500. 

  2500.     updateCheckboxStats(checkbox);
    2501. 

  2501.     EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
    2502. 

  2502.   }
    2503. 

  2503. }
    2504. 

  2504. 

  2505. function clearHighlightedModules() {
    2506. 

  2506.   if (currentHighlightedRowId) {
    2507. 

  2507.     document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
    2508. 

  2508.     currentHighlightedRowId = null;
    2509. 

  2509.     highlightedModules = [];
    2510. 

  2510.     highlightedNet = null;
    2511. 

  2511.   }
    2512. 

  2512. }
    2513. 

  2513. 

  2514. function createRowHighlightHandler(rowid, refs, net) {
    2515. 

  2515.   return function() {
    2516. 

  2516.     if (currentHighlightedRowId) {
    2517. 

  2517.       if (currentHighlightedRowId == rowid) {
    2518. 

  2518.         return;
    2519. 

  2519.       }
    2520. 

  2520.       document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
    2521. 

  2521.     }
    2522. 

  2522.     document.getElementById(rowid).classList.add("highlighted");
    2523. 

  2523.     currentHighlightedRowId = rowid;
    2524. 

  2524.     highlightedModules = refs ? refs.map(r => r[1]) : [];
    2525. 

  2525.     highlightedNet = net;
    2526. 

  2526.     drawHighlights();
    2527. 

  2527.     EventHandler.emitEvent(
    2528. 

  2528.       IBOM_EVENT_TYPES.HIGHLIGHT_EVENT,
    2529. 

  2529.       {
    2530. 

  2530.         rowid: rowid,
    2531. 

  2531.         refs: refs,
    2532. 

  2532.         net: net
    2533. 

  2533.       });
    2534. 

  2534.   }
    2535. 

  2535. }
    2536. 

  2536. 

  2537. function entryMatches(entry) {
    2538. 

  2538.   if (settings.bommode == "netlist") {
    2539. 

  2539.     // entry is just a net name
    2540. 

  2540.     return entry.toLowerCase().indexOf(filter) >= 0;
    2541. 

  2541.   }
    2542. 

  2542.   // check refs
    2543. 

  2543.   for (var ref of entry[3]) {
    2544. 

  2544.     if (ref[0].toLowerCase().indexOf(filter) >= 0) {
    2545. 

  2545.       return true;
    2546. 

  2546.     }
    2547. 

  2547.   }
    2548. 

  2548.   // check extra fields
    2549. 

  2549.   for (var i in config.extra_fields) {
    2550. 

  2550.     if (entry[4][i].toLowerCase().indexOf(filter) >= 0) {
    2551. 

  2551.       return true;
    2552. 

  2552.     }
    2553. 

  2553.   }
    2554. 

  2554.   // check value
    2555. 

  2555.   if (entry[1].toLowerCase().indexOf(filter) >= 0) {
    2556. 

  2556.     return true;
    2557. 

  2557.   }
    2558. 

  2558.   // check footprint
    2559. 

  2559.   if (entry[2].toLowerCase().indexOf(filter) >= 0) {
    2560. 

  2560.     return true;
    2561. 

  2561.   }
    2562. 

  2562.   return false;
    2563. 

  2563. }
    2564. 

  2564. 

  2565. function findRefInEntry(entry) {
    2566. 

  2566.   return entry[3].filter(r => r[0].toLowerCase() == reflookup);
    2567. 

  2567. }
    2568. 

  2568. 

  2569. function highlightFilter(s) {
    2570. 

  2570.   if (!filter) {
    2571. 

  2571.     return s;
    2572. 

  2572.   }
    2573. 

  2573.   var parts = s.toLowerCase().split(filter);
    2574. 

  2574.   if (parts.length == 1) {
    2575. 

  2575.     return s;
    2576. 

  2576.   }
    2577. 

  2577.   var r = "";
    2578. 

  2578.   var pos = 0;
    2579. 

  2579.   for (var i in parts) {
    2580. 

  2580.     if (i > 0) {
    2581. 

  2581.       r += '<mark class="highlight">' +
    2582. 

  2582.         s.substring(pos, pos + filter.length) +
    2583. 

  2583.         '</mark>';
    2584. 

  2584.       pos += filter.length;
    2585. 

  2585.     }
    2586. 

  2586.     r += s.substring(pos, pos + parts[i].length);
    2587. 

  2587.     pos += parts[i].length;
    2588. 

  2588.   }
    2589. 

  2589.   return r;
    2590. 

  2590. }
    2591. 

  2591. 

  2592. function checkboxSetUnsetAllHandler(checkboxname) {
    2593. 

  2593.   return function() {
    2594. 

  2594.     var checkboxnum = 0;
    2595. 

  2595.     while (checkboxnum < settings.checkboxes.length &&
    2596. 

  2596.       settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
    2597. 

  2597.       checkboxnum++;
    2598. 

  2598.     }
    2599. 

  2599.     if (checkboxnum >= settings.checkboxes.length) {
    2600. 

  2600.       return;
    2601. 

  2601.     }
    2602. 

  2602.     var allset = true;
    2603. 

  2603.     var checkbox;
    2604. 

  2604.     var row;
    2605. 

  2605.     for (row of bombody.childNodes) {
    2606. 

  2606.       checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
    2607. 

  2607.       if (!checkbox.checked || checkbox.indeterminate) {
    2608. 

  2608.         allset = false;
    2609. 

  2609.         break;
    2610. 

  2610.       }
    2611. 

  2611.     }
    2612. 

  2612.     for (row of bombody.childNodes) {
    2613. 

  2613.       checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
    2614. 

  2614.       checkbox.checked = !allset;
    2615. 

  2615.       checkbox.indeterminate = false;
    2616. 

  2616.       checkbox.onchange();
    2617. 

  2617.     }
    2618. 

  2618.   }
    2619. 

  2619. }
    2620. 

  2620. 

  2621. function createColumnHeader(name, cls, comparator) {
    2622. 

  2622.   var th = document.createElement("TH");
    2623. 

  2623.   th.innerHTML = name;
    2624. 

  2624.   th.classList.add(cls);
    2625. 

  2625.   th.style.cursor = "pointer";
    2626. 

  2626.   var span = document.createElement("SPAN");
    2627. 

  2627.   span.classList.add("sortmark");
    2628. 

  2628.   span.classList.add("none");
    2629. 

  2629.   th.appendChild(span);
    2630. 

  2630.   th.onclick = function() {
    2631. 

  2631.     if (currentSortColumn && this !== currentSortColumn) {
    2632. 

  2632.       // Currently sorted by another column
    2633. 

  2633.       currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
    2634. 

  2634.       currentSortColumn.childNodes[1].classList.add("none");
    2635. 

  2635.       currentSortColumn = null;
    2636. 

  2636.       currentSortOrder = null;
    2637. 

  2637.     }
    2638. 

  2638.     if (currentSortColumn && this === currentSortColumn) {
    2639. 

  2639.       // Already sorted by this column
    2640. 

  2640.       if (currentSortOrder == "asc") {
    2641. 

  2641.         // Sort by this column, descending order
    2642. 

  2642.         bomSortFunction = function(a, b) {
    2643. 

  2643.           return -comparator(a, b);
    2644. 

  2644.         }
    2645. 

  2645.         currentSortColumn.childNodes[1].classList.remove("asc");
    2646. 

  2646.         currentSortColumn.childNodes[1].classList.add("desc");
    2647. 

  2647.         currentSortOrder = "desc";
    2648. 

  2648.       } else {
    2649. 

  2649.         // Unsort
    2650. 

  2650.         bomSortFunction = null;
    2651. 

  2651.         currentSortColumn.childNodes[1].classList.remove("desc");
    2652. 

  2652.         currentSortColumn.childNodes[1].classList.add("none");
    2653. 

  2653.         currentSortColumn = null;
    2654. 

  2654.         currentSortOrder = null;
    2655. 

  2655.       }
    2656. 

  2656.     } else {
    2657. 

  2657.       // Sort by this column, ascending order
    2658. 

  2658.       bomSortFunction = comparator;
    2659. 

  2659.       currentSortColumn = this;
    2660. 

  2660.       currentSortColumn.childNodes[1].classList.remove("none");
    2661. 

  2661.       currentSortColumn.childNodes[1].classList.add("asc");
    2662. 

  2662.       currentSortOrder = "asc";
    2663. 

  2663.     }
    2664. 

  2664.     populateBomBody();
    2665. 

  2665.   }
    2666. 

  2666.   return th;
    2667. 

  2667. }
    2668. 

  2668. 

  2669. function populateBomHeader() {
    2670. 

  2670.   while (bomhead.firstChild) {
    2671. 

  2671.     bomhead.removeChild(bomhead.firstChild);
    2672. 

  2672.   }
    2673. 

  2673.   var tr = document.createElement("TR");
    2674. 

  2674.   var th = document.createElement("TH");
    2675. 

  2675.   th.classList.add("numCol");
    2676. 

  2676.   tr.appendChild(th);
    2677. 

  2677.   var checkboxCompareClosure = function(checkbox) {
    2678. 

  2678.     return (a, b) => {
    2679. 

  2679.       var stateA = getCheckboxState(checkbox, a[3]);
    2680. 

  2680.       var stateB = getCheckboxState(checkbox, b[3]);
    2681. 

  2681.       if (stateA > stateB) return -1;
    2682. 

  2682.       if (stateA < stateB) return 1;
    2683. 

  2683.       return 0;
    2684. 

  2684.     }
    2685. 

  2685.   }
    2686. 

  2686.   if (settings.bommode == "netlist") {
    2687. 

  2687.     th = createColumnHeader("Net name", "bom-netname", (a, b) => {
    2688. 

  2688.       if (a > b) return -1;
    2689. 

  2689.       if (a < b) return 1;
    2690. 

  2690.       return 0;
    2691. 

  2691.     });
    2692. 

  2692.     tr.appendChild(th);
    2693. 

  2693.   } else {
    2694. 

  2694.     for (var checkbox of settings.checkboxes) {
    2695. 

  2695.       th = createColumnHeader(
    2696. 

  2696.         checkbox, "bom-checkbox", checkboxCompareClosure(checkbox));
    2697. 

  2697.       th.onclick = fancyDblClickHandler(
    2698. 

  2698.         th, th.onclick.bind(th), checkboxSetUnsetAllHandler(checkbox));
    2699. 

  2699.       tr.appendChild(th);
    2700. 

  2700.     }
    2701. 

  2701.     tr.appendChild(createColumnHeader("References", "References", (a, b) => {
    2702. 

  2702.       var i = 0;
    2703. 

  2703.       while (i < a[3].length && i < b[3].length) {
    2704. 

  2704.         if (a[3][i] != b[3][i]) return a[3][i] > b[3][i] ? 1 : -1;
    2705. 

  2705.         i++;
    2706. 

  2706.       }
    2707. 

  2707.       return a[3].length - b[3].length;
    2708. 

  2708.     }));
    2709. 

  2709.     // Extra fields
    2710. 

  2710.     if (config.extra_fields.length > 0) {
    2711. 

  2711.       var extraFieldCompareClosure = function(fieldIndex) {
    2712. 

  2712.         return (a, b) => {
    2713. 

  2713.           var fa = a[4][fieldIndex];
    2714. 

  2714.           var fb = b[4][fieldIndex];
    2715. 

  2715.           if (fa != fb) return fa > fb ? 1 : -1;
    2716. 

  2716.           else return 0;
    2717. 

  2717.         }
    2718. 

  2718.       }
    2719. 

  2719.       for (var i in config.extra_fields) {
    2720. 

  2720.         tr.appendChild(createColumnHeader(
    2721. 

  2721.           config.extra_fields[i], "extra", extraFieldCompareClosure(i)));
    2722. 

  2722.       }
    2723. 

  2723.     }
    2724. 

  2724.     tr.appendChild(createColumnHeader("Value", "Value", (a, b) => {
    2725. 

  2725.       return valueCompare(a[5], b[5], a[1], b[1]);
    2726. 

  2726.     }));
    2727. 

  2727.     tr.appendChild(createColumnHeader("Footprint", "Footprint", (a, b) => {
    2728. 

  2728.       if (a[2] != b[2]) return a[2] > b[2] ? 1 : -1;
    2729. 

  2729.       else return 0;
    2730. 

  2730.     }));
    2731. 

  2731.     if (settings.bommode == "grouped") {
    2732. 

  2732.       tr.appendChild(createColumnHeader("Quantity", "Quantity", (a, b) => {
    2733. 

  2733.         return a[3].length - b[3].length;
    2734. 

  2734.       }));
    2735. 

  2735.     }
    2736. 

  2736.   }
    2737. 

  2737.   bomhead.appendChild(tr);
    2738. 

  2738. }
    2739. 

  2739. 

  2740. function populateBomBody() {
    2741. 

  2741.   while (bom.firstChild) {
    2742. 

  2742.     bom.removeChild(bom.firstChild);
    2743. 

  2743.   }
    2744. 

  2744.   highlightHandlers = [];
    2745. 

  2745.   moduleIndexToHandler = {};
    2746. 

  2746.   netsToHandler = {};
    2747. 

  2747.   currentHighlightedRowId = null;
    2748. 

  2748.   var first = true;
    2749. 

  2749.   if (settings.bommode == "netlist") {
    2750. 

  2750.     bomtable = pcbdata.nets.slice();
    2751. 

  2751.   } else {
    2752. 

  2752.     switch (settings.canvaslayout) {
    2753. 

  2753.       case 'F':
    2754. 

  2754.         bomtable = pcbdata.bom.F.slice();
    2755. 

  2755.         break;
    2756. 

  2756.       case 'FB':
    2757. 

  2757.         bomtable = pcbdata.bom.both.slice();
    2758. 

  2758.         break;
    2759. 

  2759.       case 'B':
    2760. 

  2760.         bomtable = pcbdata.bom.B.slice();
    2761. 

  2761.         break;
    2762. 

  2762.     }
    2763. 

  2763.     if (settings.bommode == "ungrouped") {
    2764. 

  2764.       // expand bom table
    2765. 

  2765.       expandedTable = []
    2766. 

  2766.       for (var bomentry of bomtable) {
    2767. 

  2767.         for (var ref of bomentry[3]) {
    2768. 

  2768.           expandedTable.push([1, bomentry[1], bomentry[2], [ref], bomentry[4], bomentry[5]]);
    2769. 

  2769.         }
    2770. 

  2770.       }
    2771. 

  2771.       bomtable = expandedTable;
    2772. 

  2772.     }
    2773. 

  2773.   }
    2774. 

  2774.   if (bomSortFunction) {
    2775. 

  2775.     bomtable = bomtable.sort(bomSortFunction);
    2776. 

  2776.   }
    2777. 

  2777.   for (var i in bomtable) {
    2778. 

  2778.     var bomentry = bomtable[i];
    2779. 

  2779.     if (filter && !entryMatches(bomentry)) {
    2780. 

  2780.       continue;
    2781. 

  2781.     }
    2782. 

  2782.     var references = null;
    2783. 

  2783.     var netname = null;
    2784. 

  2784.     var tr = document.createElement("TR");
    2785. 

  2785.     var td = document.createElement("TD");
    2786. 

  2786.     var rownum = +i + 1;
    2787. 

  2787.     tr.id = "bomrow" + rownum;
    2788. 

  2788.     td.textContent = rownum;
    2789. 

  2789.     tr.appendChild(td);
    2790. 

  2790.     if (settings.bommode == "netlist") {
    2791. 

  2791.       netname = bomentry;
    2792. 

  2792.       td = document.createElement("TD");
    2793. 

  2793.       td.innerHTML = highlightFilter(netname ? netname : "&lt;no net&gt;");
    2794. 

  2794.       tr.appendChild(td);
    2795. 

  2795.     } else {
    2796. 

  2796.       if (reflookup) {
    2797. 

  2797.         references = findRefInEntry(bomentry);
    2798. 

  2798.         if (references.length == 0) {
    2799. 

  2799.           continue;
    2800. 

  2800.         }
    2801. 

  2801.       } else {
    2802. 

  2802.         references = bomentry[3];
    2803. 

  2803.       }
    2804. 

  2804.       // Checkboxes
    2805. 

  2805.       for (var checkbox of settings.checkboxes) {
    2806. 

  2806.         if (checkbox) {
    2807. 

  2807.           td = document.createElement("TD");
    2808. 

  2808.           var input = document.createElement("input");
    2809. 

  2809.           input.type = "checkbox";
    2810. 

  2810.           input.onchange = createCheckboxChangeHandler(checkbox, references);
    2811. 

  2811.           setBomCheckboxState(checkbox, input, references);
    2812. 

  2812.           if (input.checked && settings.darkenWhenChecked == checkbox) {
    2813. 

  2813.             tr.classList.add("checked");
    2814. 

  2814.           }
    2815. 

  2815.           td.appendChild(input);
    2816. 

  2816.           tr.appendChild(td);
    2817. 

  2817.         }
    2818. 

  2818.       }
    2819. 

  2819.       // References
    2820. 

  2820.       td = document.createElement("TD");
    2821. 

  2821.       td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
    2822. 

  2822.       tr.appendChild(td);
    2823. 

  2823.       // Extra fields
    2824. 

  2824.       for (var i in config.extra_fields) {
    2825. 

  2825.         td = document.createElement("TD");
    2826. 

  2826.         td.innerHTML = highlightFilter(bomentry[4][i]);
    2827. 

  2827.         tr.appendChild(td);
    2828. 

  2828.       }
    2829. 

  2829.       // Value
    2830. 

  2830.       td = document.createElement("TD");
    2831. 

  2831.       td.innerHTML = highlightFilter(bomentry[1]);
    2832. 

  2832.       tr.appendChild(td);
    2833. 

  2833.       // Footprint
    2834. 

  2834.       td = document.createElement("TD");
    2835. 

  2835.       td.innerHTML = highlightFilter(bomentry[2]);
    2836. 

  2836.       tr.appendChild(td);
    2837. 

  2837.       if (settings.bommode == "grouped") {
    2838. 

  2838.         // Quantity
    2839. 

  2839.         td = document.createElement("TD");
    2840. 

  2840.         td.textContent = bomentry[3].length;
    2841. 

  2841.         tr.appendChild(td);
    2842. 

  2842.       }
    2843. 

  2843.     }
    2844. 

  2844.     bom.appendChild(tr);
    2845. 

  2845.     var handler = createRowHighlightHandler(tr.id, references, netname);
    2846. 

  2846.     tr.onmousemove = handler;
    2847. 

  2847.     highlightHandlers.push({
    2848. 

  2848.       id: tr.id,
    2849. 

  2849.       handler: handler,
    2850. 

  2850.     });
    2851. 

  2851.     if (references !== null) {
    2852. 

  2852.       for (var refIndex of references.map(r => r[1])) {
    2853. 

  2853.         moduleIndexToHandler[refIndex] = handler;
    2854. 

  2854.       }
    2855. 

  2855.     }
    2856. 

  2856.     if (netname !== null) {
    2857. 

  2857.       netsToHandler[netname] = handler;
    2858. 

  2858.     }
    2859. 

  2859.     if ((filter || reflookup) && first) {
    2860. 

  2860.       handler();
    2861. 

  2861.       first = false;
    2862. 

  2862.     }
    2863. 

  2863.   }
    2864. 

  2864.   EventHandler.emitEvent(
    2865. 

  2865.     IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT,
    2866. 

  2866.     {
    2867. 

  2867.       filter: filter,
    2868. 

  2868.       reflookup: reflookup,
    2869. 

  2869.       checkboxes: settings.checkboxes,
    2870. 

  2870.       bommode: settings.bommode,
    2871. 

  2871.     });
    2872. 

  2872. }
    2873. 

  2873. 

  2874. function highlightPreviousRow() {
    2875. 

  2875.   if (!currentHighlightedRowId) {
    2876. 

  2876.     highlightHandlers[highlightHandlers.length - 1].handler();
    2877. 

  2877.   } else {
    2878. 

  2878.     if (highlightHandlers.length > 1 &&
    2879. 

  2879.       highlightHandlers[0].id == currentHighlightedRowId) {
    2880. 

  2880.       highlightHandlers[highlightHandlers.length - 1].handler();
    2881. 

  2881.     } else {
    2882. 

  2882.       for (var i = 0; i < highlightHandlers.length - 1; i++) {
    2883. 

  2883.         if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
    2884. 

  2884.           highlightHandlers[i].handler();
    2885. 

  2885.           break;
    2886. 

  2886.         }
    2887. 

  2887.       }
    2888. 

  2888.     }
    2889. 

  2889.   }
    2890. 

  2890.   smoothScrollToRow(currentHighlightedRowId);
    2891. 

  2891. }
    2892. 

  2892. 

  2893. function highlightNextRow() {
    2894. 

  2894.   if (!currentHighlightedRowId) {
    2895. 

  2895.     highlightHandlers[0].handler();
    2896. 

  2896.   } else {
    2897. 

  2897.     if (highlightHandlers.length > 1 &&
    2898. 

  2898.       highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
    2899. 

  2899.       highlightHandlers[0].handler();
    2900. 

  2900.     } else {
    2901. 

  2901.       for (var i = 1; i < highlightHandlers.length; i++) {
    2902. 

  2902.         if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
    2903. 

  2903.           highlightHandlers[i].handler();
    2904. 

  2904.           break;
    2905. 

  2905.         }
    2906. 

  2906.       }
    2907. 

  2907.     }
    2908. 

  2908.   }
    2909. 

  2909.   smoothScrollToRow(currentHighlightedRowId);
    2910. 

  2910. }
    2911. 

  2911. 

  2912. function populateBomTable() {
    2913. 

  2913.   populateBomHeader();
    2914. 

  2914.   populateBomBody();
    2915. 

  2915. }
    2916. 

  2916. 

  2917. function modulesClicked(moduleIndexes) {
    2918. 

  2918.   var lastClickedIndex = moduleIndexes.indexOf(lastClicked);
    2919. 

  2919.   for (var i = 1; i <= moduleIndexes.length; i++) {
    2920. 

  2920.     var refIndex = moduleIndexes[(lastClickedIndex + i) % moduleIndexes.length];
    2921. 

  2921.     if (refIndex in moduleIndexToHandler) {
    2922. 

  2922.       lastClicked = refIndex;
    2923. 

  2923.       moduleIndexToHandler[refIndex]();
    2924. 

  2924.       smoothScrollToRow(currentHighlightedRowId);
    2925. 

  2925.       break;
    2926. 

  2926.     }
    2927. 

  2927.   }
    2928. 

  2928. }
    2929. 

  2929. 

  2930. function netClicked(net) {
    2931. 

  2931.   if (net in netsToHandler) {
    2932. 

  2932.     netsToHandler[net]();
    2933. 

  2933.     smoothScrollToRow(currentHighlightedRowId);
    2934. 

  2934.   } else {
    2935. 

  2935.     clearHighlightedModules();
    2936. 

  2936.     highlightedNet = net;
    2937. 

  2937.     drawHighlights();
    2938. 

  2938.   }
    2939. 

  2939. }
    2940. 

  2940. 

  2941. function updateFilter(input) {
    2942. 

  2942.   filter = input.toLowerCase();
    2943. 

  2943.   populateBomTable();
    2944. 

  2944. }
    2945. 

  2945. 

  2946. function updateRefLookup(input) {
    2947. 

  2947.   reflookup = input.toLowerCase();
    2948. 

  2948.   populateBomTable();
    2949. 

  2949. }
    2950. 

  2950. 

  2951. function changeCanvasLayout(layout) {
    2952. 

  2952.   document.getElementById("fl-btn").classList.remove("depressed");
    2953. 

  2953.   document.getElementById("fb-btn").classList.remove("depressed");
    2954. 

  2954.   document.getElementById("bl-btn").classList.remove("depressed");
    2955. 

  2955.   switch (layout) {
    2956. 

  2956.     case 'F':
    2957. 

  2957.       document.getElementById("fl-btn").classList.add("depressed");
    2958. 

  2958.       if (settings.bomlayout != "bom-only") {
    2959. 

  2959.         canvassplit.collapse(1);
    2960. 

  2960.       }
    2961. 

  2961.       break;
    2962. 

  2962.     case 'B':
    2963. 

  2963.       document.getElementById("bl-btn").classList.add("depressed");
    2964. 

  2964.       if (settings.bomlayout != "bom-only") {
    2965. 

  2965.         canvassplit.collapse(0);
    2966. 

  2966.       }
    2967. 

  2967.       break;
    2968. 

  2968.     default:
    2969. 

  2969.       document.getElementById("fb-btn").classList.add("depressed");
    2970. 

  2970.       if (settings.bomlayout != "bom-only") {
    2971. 

  2971.         canvassplit.setSizes([50, 50]);
    2972. 

  2972.       }
    2973. 

  2973.   }
    2974. 

  2974.   settings.canvaslayout = layout;
    2975. 

  2975.   writeStorage("canvaslayout", layout);
    2976. 

  2976.   resizeAll();
    2977. 

  2977.   changeBomMode(settings.bommode);
    2978. 

  2978. }
    2979. 

  2979. 

  2980. function populateMetadata() {
    2981. 

  2981.   document.getElementById("title").innerHTML = pcbdata.metadata.title;
    2982. 

  2982.   document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
    2983. 

  2983.   document.getElementById("company").innerHTML = pcbdata.metadata.company;
    2984. 

  2984.   document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
    2985. 

  2985.   if (pcbdata.metadata.title != "") {
    2986. 

  2986.     document.title = pcbdata.metadata.title + " BOM";
    2987. 

  2987.   }
    2988. 

  2988.   // Calculate board stats
    2989. 

  2989.   var fp_f = 0, fp_b = 0, pads_f = 0, pads_b = 0, pads_th = 0;
    2990. 

  2990.   for (var i = 0; i < pcbdata.modules.length; i++) {
    2991. 

  2991.     if (pcbdata.bom.skipped.includes(i)) continue;
    2992. 

  2992.     var mod = pcbdata.modules[i];
    2993. 

  2993.     if (mod.layer == "F") {
    2994. 

  2994.       fp_f++;
    2995. 

  2995.     } else {
    2996. 

  2996.       fp_b++;
    2997. 

  2997.     }
    2998. 

  2998.     for (var pad of mod.pads) {
    2999. 

  2999.       if (pad.type == "th") {
    3000. 

  3000.         pads_th++;
    3001. 

  3001.       } else {
    3002. 

  3002.         if (pad.layers.includes("F")) {
    3003. 

  3003.           pads_f++;
    3004. 

  3004.         }
    3005. 

  3005.         if (pad.layers.includes("B")) {
    3006. 

  3006.           pads_b++;
    3007. 

  3007.         }
    3008. 

  3008.       }
    3009. 

  3009.     }
    3010. 

  3010.   }
    3011. 

  3011.   document.getElementById("stats-components-front").innerHTML = fp_f;
    3012. 

  3012.   document.getElementById("stats-components-back").innerHTML = fp_b;
    3013. 

  3013.   document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
    3014. 

  3014.   document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
    3015. 

  3015.   document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
    3016. 

  3016.   document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
    3017. 

  3017.   document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
    3018. 

  3018.   document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
    3019. 

  3019.   document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
    3020. 

  3020.   document.getElementById("stats-th-pads").innerHTML = pads_th;
    3021. 

  3021.   // Update version string
    3022. 

  3022.   document.getElementById("github-link").innerHTML = "InteractiveHtmlBom&nbsp;" +
    3023. 

  3023.     /^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
    3024. 

  3024. }
    3025. 

  3025. 

  3026. function changeBomLayout(layout) {
    3027. 

  3027.   document.getElementById("bom-btn").classList.remove("depressed");
    3028. 

  3028.   document.getElementById("lr-btn").classList.remove("depressed");
    3029. 

  3029.   document.getElementById("tb-btn").classList.remove("depressed");
    3030. 

  3030.   switch (layout) {
    3031. 

  3031.     case 'bom-only':
    3032. 

  3032.       document.getElementById("bom-btn").classList.add("depressed");
    3033. 

  3033.       if (bomsplit) {
    3034. 

  3034.         bomsplit.destroy();
    3035. 

  3035.         bomsplit = null;
    3036. 

  3036.         canvassplit.destroy();
    3037. 

  3037.         canvassplit = null;
    3038. 

  3038.       }
    3039. 

  3039.       document.getElementById("frontcanvas").style.display = "none";
    3040. 

  3040.       document.getElementById("backcanvas").style.display = "none";
    3041. 

  3041.       document.getElementById("bot").style.height = "";
    3042. 

  3042.       break;
    3043. 

  3043.     case 'top-bottom':
    3044. 

  3044.       document.getElementById("tb-btn").classList.add("depressed");
    3045. 

  3045.       document.getElementById("frontcanvas").style.display = "";
    3046. 

  3046.       document.getElementById("backcanvas").style.display = "";
    3047. 

  3047.       document.getElementById("bot").style.height = "calc(100% - 80px)";
    3048. 

  3048.       document.getElementById("bomdiv").classList.remove("split-horizontal");
    3049. 

  3049.       document.getElementById("canvasdiv").classList.remove("split-horizontal");
    3050. 

  3050.       document.getElementById("frontcanvas").classList.add("split-horizontal");
    3051. 

  3051.       document.getElementById("backcanvas").classList.add("split-horizontal");
    3052. 

  3052.       if (bomsplit) {
    3053. 

  3053.         bomsplit.destroy();
    3054. 

  3054.         bomsplit = null;
    3055. 

  3055.         canvassplit.destroy();
    3056. 

  3056.         canvassplit = null;
    3057. 

  3057.       }
    3058. 

  3058.       bomsplit = Split(['#bomdiv', '#canvasdiv'], {
    3059. 

  3059.         sizes: [50, 50],
    3060. 

  3060.         onDragEnd: resizeAll,
    3061. 

  3061.         direction: "vertical",
    3062. 

  3062.         gutterSize: 5
    3063. 

  3063.       });
    3064. 

  3064.       canvassplit = Split(['#frontcanvas', '#backcanvas'], {
    3065. 

  3065.         sizes: [50, 50],
    3066. 

  3066.         gutterSize: 5,
    3067. 

  3067.         onDragEnd: resizeAll
    3068. 

  3068.       });
    3069. 

  3069.       break;
    3070. 

  3070.     case 'left-right':
    3071. 

  3071.       document.getElementById("lr-btn").classList.add("depressed");
    3072. 

  3072.       document.getElementById("frontcanvas").style.display = "";
    3073. 

  3073.       document.getElementById("backcanvas").style.display = "";
    3074. 

  3074.       document.getElementById("bot").style.height = "calc(100% - 80px)";
    3075. 

  3075.       document.getElementById("bomdiv").classList.add("split-horizontal");
    3076. 

  3076.       document.getElementById("canvasdiv").classList.add("split-horizontal");
    3077. 

  3077.       document.getElementById("frontcanvas").classList.remove("split-horizontal");
    3078. 

  3078.       document.getElementById("backcanvas").classList.remove("split-horizontal");
    3079. 

  3079.       if (bomsplit) {
    3080. 

  3080.         bomsplit.destroy();
    3081. 

  3081.         bomsplit = null;
    3082. 

  3082.         canvassplit.destroy();
    3083. 

  3083.         canvassplit = null;
    3084. 

  3084.       }
    3085. 

  3085.       bomsplit = Split(['#bomdiv', '#canvasdiv'], {
    3086. 

  3086.         sizes: [50, 50],
    3087. 

  3087.         onDragEnd: resizeAll,
    3088. 

  3088.         gutterSize: 5
    3089. 

  3089.       });
    3090. 

  3090.       canvassplit = Split(['#frontcanvas', '#backcanvas'], {
    3091. 

  3091.         sizes: [50, 50],
    3092. 

  3092.         gutterSize: 5,
    3093. 

  3093.         direction: "vertical",
    3094. 

  3094.         onDragEnd: resizeAll
    3095. 

  3095.       });
    3096. 

  3096.   }
    3097. 

  3097.   settings.bomlayout = layout;
    3098. 

  3098.   writeStorage("bomlayout", layout);
    3099. 

  3099.   changeCanvasLayout(settings.canvaslayout);
    3100. 

  3100. }
    3101. 

  3101. 

  3102. function changeBomMode(mode) {
    3103. 

  3103.   document.getElementById("bom-grouped-btn").classList.remove("depressed");
    3104. 

  3104.   document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
    3105. 

  3105.   document.getElementById("bom-netlist-btn").classList.remove("depressed");
    3106. 

  3106.   switch (mode) {
    3107. 

  3107.     case 'grouped':
    3108. 

  3108.       document.getElementById("bom-grouped-btn").classList.add("depressed");
    3109. 

  3109.       break;
    3110. 

  3110.     case 'ungrouped':
    3111. 

  3111.       document.getElementById("bom-ungrouped-btn").classList.add("depressed");
    3112. 

  3112.       break;
    3113. 

  3113.     case 'netlist':
    3114. 

  3114.       document.getElementById("bom-netlist-btn").classList.add("depressed");
    3115. 

  3115.   }
    3116. 

  3116.   writeStorage("bommode", mode);
    3117. 

  3117.   if (mode != settings.bommode) {
    3118. 

  3118.     settings.bommode = mode;
    3119. 

  3119.     bomSortFunction = null;
    3120. 

  3120.     currentSortColumn = null;
    3121. 

  3121.     currentSortOrder = null;
    3122. 

  3122.     clearHighlightedModules();
    3123. 

  3123.   }
    3124. 

  3124.   populateBomTable();
    3125. 

  3125. }
    3126. 

  3126. 

  3127. function focusFilterField() {
    3128. 

  3128.   focusInputField(document.getElementById("filter"));
    3129. 

  3129. }
    3130. 

  3130. 

  3131. function focusRefLookupField() {
    3132. 

  3132.   focusInputField(document.getElementById("reflookup"));
    3133. 

  3133. }
    3134. 

  3134. 

  3135. function toggleBomCheckbox(bomrowid, checkboxnum) {
    3136. 

  3136.   if (!bomrowid || checkboxnum > settings.checkboxes.length) {
    3137. 

  3137.     return;
    3138. 

  3138.   }
    3139. 

  3139.   var bomrow = document.getElementById(bomrowid);
    3140. 

  3140.   var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
    3141. 

  3141.   checkbox.checked = !checkbox.checked;
    3142. 

  3142.   checkbox.indeterminate = false;
    3143. 

  3143.   checkbox.onchange();
    3144. 

  3144. }
    3145. 

  3145. 

  3146. function checkBomCheckbox(bomrowid, checkboxname) {
    3147. 

  3147.   var checkboxnum = 0;
    3148. 

  3148.   while (checkboxnum < settings.checkboxes.length &&
    3149. 

  3149.     settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
    3150. 

  3150.     checkboxnum++;
    3151. 

  3151.   }
    3152. 

  3152.   if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
    3153. 

  3153.     return;
    3154. 

  3154.   }
    3155. 

  3155.   var bomrow = document.getElementById(bomrowid);
    3156. 

  3156.   var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
    3157. 

  3157.   checkbox.checked = true;
    3158. 

  3158.   checkbox.indeterminate = false;
    3159. 

  3159.   checkbox.onchange();
    3160. 

  3160. }
    3161. 

  3161. 

  3162. function setBomCheckboxes(value) {
    3163. 

  3163.   writeStorage("bomCheckboxes", value);
    3164. 

  3164.   settings.checkboxes = value.split(",").filter((e) => e);
    3165. 

  3165.   prepCheckboxes();
    3166. 

  3166.   populateBomTable();
    3167. 

  3167.   populateDarkenWhenCheckedOptions();
    3168. 

  3168. }
    3169. 

  3169. 

  3170. function setDarkenWhenChecked(value) {
    3171. 

  3171.   writeStorage("darkenWhenChecked", value);
    3172. 

  3172.   settings.darkenWhenChecked = value;
    3173. 

  3173.   populateBomTable();
    3174. 

  3174. }
    3175. 

  3175. 

  3176. function prepCheckboxes() {
    3177. 

  3177.   var table = document.getElementById("checkbox-stats");
    3178. 

  3178.   while (table.childElementCount > 1) {
    3179. 

  3179.     table.removeChild(table.lastChild);
    3180. 

  3180.   }
    3181. 

  3181.   if (settings.checkboxes.length) {
    3182. 

  3182.     table.style.display = "";
    3183. 

  3183.   } else {
    3184. 

  3184.     table.style.display = "none";
    3185. 

  3185.   }
    3186. 

  3186.   for (var checkbox of settings.checkboxes) {
    3187. 

  3187.     var tr = document.createElement("TR");
    3188. 

  3188.     var td = document.createElement("TD");
    3189. 

  3189.     td.innerHTML = checkbox;
    3190. 

  3190.     tr.appendChild(td);
    3191. 

  3191.     td = document.createElement("TD");
    3192. 

  3192.     td.id = "checkbox-stats-" + checkbox;
    3193. 

  3193.     var progressbar = document.createElement("div");
    3194. 

  3194.     progressbar.classList.add("bar");
    3195. 

  3195.     td.appendChild(progressbar);
    3196. 

  3196.     var text = document.createElement("div");
    3197. 

  3197.     text.classList.add("text");
    3198. 

  3198.     td.appendChild(text);
    3199. 

  3199.     tr.appendChild(td);
    3200. 

  3200.     table.appendChild(tr);
    3201. 

  3201.     updateCheckboxStats(checkbox);
    3202. 

  3202.   }
    3203. 

  3203. }
    3204. 

  3204. 

  3205. function populateDarkenWhenCheckedOptions() {
    3206. 

  3206.   var container = document.getElementById("darkenWhenCheckedContainer");
    3207. 

  3207. 

  3208.   if (settings.checkboxes.length == 0) {
    3209. 

  3209.     container.parentElement.style.display = "none";
    3210. 

  3210.     return;
    3211. 

  3211.   }
    3212. 

  3212. 

  3213.   container.innerHTML = '';
    3214. 

  3214.   container.parentElement.style.display = "inline-block";
    3215. 

  3215. 

  3216.   function createOption(name, displayName) {
    3217. 

  3217.     var id = "darkenWhenChecked-" + name;
    3218. 

  3218. 

  3219.     var div = document.createElement("div");
    3220. 

  3220.     div.classList.add("radio-container");
    3221. 

  3221. 

  3222.     var input = document.createElement("input");
    3223. 

  3223.     input.type = "radio";
    3224. 

  3224.     input.name = "darkenWhenChecked";
    3225. 

  3225.     input.value = name;
    3226. 

  3226.     input.id = id;
    3227. 

  3227.     input.onchange = () => setDarkenWhenChecked(name);
    3228. 

  3228.     div.appendChild(input);
    3229. 

  3229. 

  3230.     // Preserve the selected element when the checkboxes change
    3231. 

  3231.     if (name == settings.darkenWhenChecked) {
    3232. 

  3232.       input.checked = true;
    3233. 

  3233.     }
    3234. 

  3234. 

  3235.     var label = document.createElement("label");
    3236. 

  3236.     label.innerHTML = displayName;
    3237. 

  3237.     label.htmlFor = id;
    3238. 

  3238.     div.appendChild(label);
    3239. 

  3239. 

  3240.     container.appendChild(div);
    3241. 

  3241.   }
    3242. 

  3242.   createOption("", "None");
    3243. 

  3243.   for (var checkbox of settings.checkboxes) {
    3244. 

  3244.     createOption(checkbox, checkbox);
    3245. 

  3245.   }
    3246. 

  3246. }
    3247. 

  3247. 

  3248. function updateCheckboxStats(checkbox) {
    3249. 

  3249.   var checked = getStoredCheckboxRefs(checkbox).size;
    3250. 

  3250.   var total = pcbdata.modules.length - pcbdata.bom.skipped.length;
    3251. 

  3251.   var percent = checked * 100.0 / total;
    3252. 

  3252.   var td = document.getElementById("checkbox-stats-" + checkbox);
    3253. 

  3253.   td.firstChild.style.width = percent + "%";
    3254. 

  3254.   td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
    3255. 

  3255. }
    3256. 

  3256. 

  3257. document.onkeydown = function(e) {
    3258. 

  3258.   switch (e.key) {
    3259. 

  3259.     case "n":
    3260. 

  3260.       if (document.activeElement.type == "text") {
    3261. 

  3261.         return;
    3262. 

  3262.       }
    3263. 

  3263.       if (currentHighlightedRowId !== null) {
    3264. 

  3264.         checkBomCheckbox(currentHighlightedRowId, "placed");
    3265. 

  3265.         highlightNextRow();
    3266. 

  3266.         e.preventDefault();
    3267. 

  3267.       }
    3268. 

  3268.       break;
    3269. 

  3269.     case "ArrowUp":
    3270. 

  3270.       highlightPreviousRow();
    3271. 

  3271.       e.preventDefault();
    3272. 

  3272.       break;
    3273. 

  3273.     case "ArrowDown":
    3274. 

  3274.       highlightNextRow();
    3275. 

  3275.       e.preventDefault();
    3276. 

  3276.       break;
    3277. 

  3277.     default:
    3278. 

  3278.       break;
    3279. 

  3279.   }
    3280. 

  3280.   if (e.altKey) {
    3281. 

  3281.     switch (e.key) {
    3282. 

  3282.       case "f":
    3283. 

  3283.         focusFilterField();
    3284. 

  3284.         e.preventDefault();
    3285. 

  3285.         break;
    3286. 

  3286.       case "r":
    3287. 

  3287.         focusRefLookupField();
    3288. 

  3288.         e.preventDefault();
    3289. 

  3289.         break;
    3290. 

  3290.       case "z":
    3291. 

  3291.         changeBomLayout("bom-only");
    3292. 

  3292.         e.preventDefault();
    3293. 

  3293.         break;
    3294. 

  3294.       case "x":
    3295. 

  3295.         changeBomLayout("left-right");
    3296. 

  3296.         e.preventDefault();
    3297. 

  3297.         break;
    3298. 

  3298.       case "c":
    3299. 

  3299.         changeBomLayout("top-bottom");
    3300. 

  3300.         e.preventDefault();
    3301. 

  3301.         break;
    3302. 

  3302.       case "v":
    3303. 

  3303.         changeCanvasLayout("F");
    3304. 

  3304.         e.preventDefault();
    3305. 

  3305.         break;
    3306. 

  3306.       case "b":
    3307. 

  3307.         changeCanvasLayout("FB");
    3308. 

  3308.         e.preventDefault();
    3309. 

  3309.         break;
    3310. 

  3310.       case "n":
    3311. 

  3311.         changeCanvasLayout("B");
    3312. 

  3312.         e.preventDefault();
    3313. 

  3313.         break;
    3314. 

  3314.       default:
    3315. 

  3315.         break;
    3316. 

  3316.     }
    3317. 

  3317.     if (e.key >= '1' && e.key <= '9') {
    3318. 

  3318.       toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key));
    3319. 

  3319.     }
    3320. 

  3320.   }
    3321. 

  3321. }
    3322. 

  3322. 

  3323. function hideNetlistButton() {
    3324. 

  3324.   document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
    3325. 

  3325.   document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
    3326. 

  3326.   document.getElementById("bom-netlist-btn").style.display = "none";
    3327. 

  3327. }
    3328. 

  3328. 

  3329. window.onload = function(e) {
    3330. 

  3330.   initUtils();
    3331. 

  3331.   initRender();
    3332. 

  3332.   initStorage();
    3333. 

  3333.   initDefaults();
    3334. 

  3334.   cleanGutters();
    3335. 

  3335.   populateMetadata();
    3336. 

  3336.   dbgdiv = document.getElementById("dbg");
    3337. 

  3337.   bom = document.getElementById("bombody");
    3338. 

  3338.   bomhead = document.getElementById("bomhead");
    3339. 

  3339.   filter = "";
    3340. 

  3340.   reflookup = "";
    3341. 

  3341.   if (!("nets" in pcbdata)) {
    3342. 

  3342.     hideNetlistButton();
    3343. 

  3343.   }
    3344. 

  3344.   initDone = true;
    3345. 

  3345.   prepCheckboxes();
    3346. 

  3346.   // Triggers render
    3347. 

  3347.   changeBomLayout(settings.bomlayout);
    3348. 

  3348. 

  3349.   // Users may leave fullscreen without touching the checkbox. Uncheck.
    3350. 

  3350.   document.addEventListener('fullscreenchange', () => {
    3351. 

  3351.     if (!document.fullscreenElement)
    3352. 

  3352.       document.getElementById('fullscreenCheckbox').checked = false;
    3353. 

  3353.   });
    3354. 

  3354. }
    3355. 

  3355. 

  3356. window.onresize = resizeAll;
    3357. 

  3357. window.matchMedia("print").addListener(resizeAll);
    3358. 

  3358. 

  3359. ///////////////////////////////////////////////
    3360. 

  3360. 

  3361. ///////////////////////////////////////////////
    3362. 

  3362. 

  3363. window.setTimeout(function() {
    3364. 

  3364. 	//tracksVisible(true);
    3365. 

  3365. },1000);
    3366. 

  3366. 

  3367. 

  3368. ///////////////////////////////////////////////
    3369. 

  3369.   </script>
    3370. 

  3370. </head>
    3371. 

  3371. 

  3372. <body>
    3373. 

  3373. 

  3374. <div id="topmostdiv" class="topmostdiv">
    3375. 

  3375.   <div id="top">
    3376. 

  3376.     <div style="float: right; height: 100%;">
    3377. 

  3377.       <div class="hideonprint menu" style="float: right; top: 8px;">
    3378. 

  3378.         <button class="menubtn"></button>
    3379. 

  3379.         <div class="menu-content">
    3380. 

  3380.           <label class="menu-label menu-label-top" style="width: calc(50% - 18px)">
    3381. 

  3381.             <input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
    3382. 

  3382.             Dark mode
    3383. 

  3383.           </label><!-- This comment eats space! All of it!
    3384. 

  3384.           --><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
    3385. 

  3385.             <input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
    3386. 

  3386.             Full Screen
    3387. 

  3387.           </label>
    3388. 

  3388.           <label class="menu-label" style="width: calc(50% - 18px)">
    3389. 

  3389.             <input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
    3390. 

  3390.             Fab layer
    3391. 

  3391.           </label><!-- This comment eats space! All of it!
    3392. 

  3392.           --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
    3393. 

  3393.             <input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
    3394. 

  3394.             Silkscreen
    3395. 

  3395.           </label>
    3396. 

  3396.           <label class="menu-label" style="width: calc(50% - 18px)">
    3397. 

  3397.             <input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
    3398. 

  3398.             References
    3399. 

  3399.           </label><!-- This comment eats space! All of it!
    3400. 

  3400.           --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
    3401. 

  3401.             <input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
    3402. 

  3402.             Values
    3403. 

  3403.           </label>
    3404. 

  3404.           <div id="tracksAndZonesCheckboxes">
    3405. 

  3405.             <label class="menu-label" style="width: calc(50% - 18px)">
    3406. 

  3406.               <input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
    3407. 

  3407.               Tracks
    3408. 

  3408.             </label><!-- This comment eats space! All of it!
    3409. 

  3409.             --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
    3410. 

  3410.               <input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
    3411. 

  3411.               Zones
    3412. 

  3412.             </label>
    3413. 

  3413.           </div>
    3414. 

  3414.           <label class="menu-label" style="width: calc(50% - 18px)">
    3415. 

  3415.             <input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
    3416. 

  3416.             Pads
    3417. 

  3417.           </label><!-- This comment eats space! All of it!
    3418. 

  3418.           --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
    3419. 

  3419.             <input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
    3420. 

  3420.             DNP outlined
    3421. 

  3421.           </label>
    3422. 

  3422.           <label class="menu-label">
    3423. 

  3423.             <input id="highlightpin1Checkbox" type="checkbox" onchange="setHighlightPin1(this.checked)">
    3424. 

  3424.             Highlight first pin
    3425. 

  3425.           </label>
    3426. 

  3426.           <label class="menu-label">
    3427. 

  3427.             <input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
    3428. 

  3428.             Continuous redraw on drag
    3429. 

  3429.           </label>
    3430. 

  3430.           <label class="menu-label">
    3431. 

  3431.             <span>Board rotation</span>
    3432. 

  3432.             <span style="float: right"><span id="rotationDegree">0</span>&#176;</span>
    3433. 

  3433.             <input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
    3434. 

  3434.           </label>
    3435. 

  3435.           <label class="menu-label">
    3436. 

  3436.             <div style="margin-left: 5px">Bom checkboxes</div>
    3437. 

  3437.             <input id="bomCheckboxes" class="menu-textbox" type=text
    3438. 

  3438.                    oninput="setBomCheckboxes(this.value)">
    3439. 

  3439.           </label>
    3440. 

  3440.           <label class="menu-label">
    3441. 

  3441.             <div style="margin-left: 5px">Darken when checked</div>
    3442. 

  3442.             <div id="darkenWhenCheckedContainer"></div>
    3443. 

  3443.           </label>
    3444. 

  3444.           <label class="menu-label">
    3445. 

  3445.             <span class="shameless-plug">
    3446. 

  3446.               <span>Created using</span>
    3447. 

  3447.               <a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
    3448. 

  3448.             </span>
    3449. 

  3449.           </label>
    3450. 

  3450.         </div>
    3451. 

  3451.       </div>
    3452. 

  3452.       <div class="button-container hideonprint"
    3453. 

  3453.            style="float: right; position: relative; top: 8px">
    3454. 

  3454.         <button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')"
    3455. 

  3455.                 title="Front only">F
    3456. 

  3456.         </button>
    3457. 

  3457.         <button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')"
    3458. 

  3458.                 title="Front and Back">FB
    3459. 

  3459.         </button>
    3460. 

  3460.         <button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')"
    3461. 

  3461.                 title="Back only">B
    3462. 

  3462.         </button>
    3463. 

  3463.       </div>
    3464. 

  3464.       <div class="button-container hideonprint"
    3465. 

  3465.            style="float: right; position: relative; top: 8px">
    3466. 

  3466.         <button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')"
    3467. 

  3467.                 title="BOM only"></button>
    3468. 

  3468.         <button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')"
    3469. 

  3469.                 title="BOM left, drawings right"></button>
    3470. 

  3470.         <button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')"
    3471. 

  3471.                 title="BOM top, drawings bot"></button>
    3472. 

  3472.       </div>
    3473. 

  3473.       <div class="button-container hideonprint"
    3474. 

  3474.            style="float: right; position: relative; top: 8px">
    3475. 

  3475.         <button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')"
    3476. 

  3476.                 title="Grouped BOM"></button>
    3477. 

  3477.         <button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')"
    3478. 

  3478.                 title="Ungrouped BOM"></button>
    3479. 

  3479.         <button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')"
    3480. 

  3480.                 title="Netlist"></button>
    3481. 

  3481.       </div>
    3482. 

  3482.       <div class="hideonprint menu" style="float: right; top: 8px;">
    3483. 

  3483.         <button class="statsbtn"></button>
    3484. 

  3484.         <div class="menu-content">
    3485. 

  3485.           <table class="stats">
    3486. 

  3486.             <tbody>
    3487. 

  3487.               <tr>
    3488. 

  3488.                 <td width="40%">Board stats</td>
    3489. 

  3489.                 <td>Front</td>
    3490. 

  3490.                 <td>Back</td>
    3491. 

  3491.                 <td>Total</td>
    3492. 

  3492.               </tr>
    3493. 

  3493.               <tr>
    3494. 

  3494.                 <td>Components</td>
    3495. 

  3495.                 <td id="stats-components-front">~</td>
    3496. 

  3496.                 <td id="stats-components-back">~</td>
    3497. 

  3497.                 <td id="stats-components-total">~</td>
    3498. 

  3498.               </tr>
    3499. 

  3499.               <tr>
    3500. 

  3500.                 <td>Groups</td>
    3501. 

  3501.                 <td id="stats-groups-front">~</td>
    3502. 

  3502.                 <td id="stats-groups-back">~</td>
    3503. 

  3503.                 <td id="stats-groups-total">~</td>
    3504. 

  3504.               </tr>
    3505. 

  3505.               <tr>
    3506. 

  3506.                 <td>SMD pads</td>
    3507. 

  3507.                 <td id="stats-smd-pads-front">~</td>
    3508. 

  3508.                 <td id="stats-smd-pads-back">~</td>
    3509. 

  3509.                 <td id="stats-smd-pads-total">~</td>
    3510. 

  3510.               </tr>
    3511. 

  3511.               <tr>
    3512. 

  3512.                 <td>TH pads</td>
    3513. 

  3513.                 <td colspan=3 id="stats-th-pads">~</td>
    3514. 

  3514.               </tr>
    3515. 

  3515.             </tbody>
    3516. 

  3516.           </table>
    3517. 

  3517.           <table class="stats">
    3518. 

  3518.             <col width="40%"/><col />
    3519. 

  3519.             <tbody id="checkbox-stats">
    3520. 

  3520.               <tr>
    3521. 

  3521.                 <td colspan=2 style="border-top: 0">Checkboxes</td>
    3522. 

  3522.               </tr>
    3523. 

  3523.             </tbody>
    3524. 

  3524.           </table>
    3525. 

  3525.         </div>
    3526. 

  3526.       </div>
    3527. 

  3527.       <div class="hideonprint menu" style="float: right; top: 8px;">
    3528. 

  3528.         <button class="iobtn"></button>
    3529. 

  3529.         <div class="menu-content">
    3530. 

  3530.           <div class="menu-label menu-label-top">
    3531. 

  3531.             <div style="margin-left: 5px;">Save board image</div>
    3532. 

  3532.             <div class="flexbox">
    3533. 

  3533.               <input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
    3534. 

  3534.                   style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
    3535. 

  3535.               <span>X</span>
    3536. 

  3536.               <input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
    3537. 

  3537.                   style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
    3538. 

  3538.             </div>
    3539. 

  3539.             <label>
    3540. 

  3540.               <input id="render-save-transparent" type="checkbox">
    3541. 

  3541.               Transparent background
    3542. 

  3542.             </label>
    3543. 

  3543.             <div class="flexbox">
    3544. 

  3544.               <button class="savebtn" onclick="saveImage('F')">Front</button>
    3545. 

  3545.               <button class="savebtn" onclick="saveImage('B')">Back</button>
    3546. 

  3546.             </div>
    3547. 

  3547.           </div>
    3548. 

  3548.           <div class="menu-label">
    3549. 

  3549.             <span style="margin-left: 5px;">Config and checkbox state</span>
    3550. 

  3550.             <div class="flexbox">
    3551. 

  3551.               <button class="savebtn" onclick="saveSettings()">Export</button>
    3552. 

  3552.               <button class="savebtn" onclick="loadSettings()">Import</button>
    3553. 

  3553.             </div>
    3554. 

  3554.           </div>
    3555. 

  3555.         </div>
    3556. 

  3556.       </div>
    3557. 

  3557.     </div>
    3558. 

  3558.     <div id="fileinfodiv" style="overflow: auto;">
    3559. 

  3559.       <table class="fileinfo">
    3560. 

  3560.         <tbody>
    3561. 

  3561.           <tr>
    3562. 

  3562.             <td id="title" class="title" style="width: 70%">
    3563. 

  3563.               Title
    3564. 

  3564.             </td>
    3565. 

  3565.             <td id="revision" class="title" style="width: 30%">
    3566. 

  3566.               Revision
    3567. 

  3567.             </td>
    3568. 

  3568.           </tr>
    3569. 

  3569.           <tr>
    3570. 

  3570.             <td id="company">
    3571. 

  3571.               Company
    3572. 

  3572.             </td>
    3573. 

  3573.             <td id="filedate">
    3574. 

  3574.               Date
    3575. 

  3575.             </td>
    3576. 

  3576.           </tr>
    3577. 

  3577.         </tbody>
    3578. 

  3578.       </table>
    3579. 

  3579.     </div>
    3580. 

  3580.   </div>
    3581. 

  3581.   <div id="bot" class="split" style="height: calc(100% - 80px)">
    3582. 

  3582.     <div id="bomdiv" class="split split-horizontal">
    3583. 

  3583.       <div style="width: 100%">
    3584. 

  3584.         <input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup"
    3585. 

  3585.                oninput="updateRefLookup(this.value)">
    3586. 

  3586.         <input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter"
    3587. 

  3587.                oninput="updateFilter(this.value)">
    3588. 

  3588.         <div class="button-container hideonprint" style="float: left; margin: 0;">
    3589. 

  3589.           <button id="copy" title="Copy bom table to clipboard"
    3590. 

  3590.                onclick="copyToClipboard()"></button>
    3591. 

  3591.         </div>
    3592. 

  3592.       </div>
    3593. 

  3593.       <div id="dbg"></div>
    3594. 

  3594.       <table class="bom">
    3595. 

  3595.         <thead id="bomhead">
    3596. 

  3596.         </thead>
    3597. 

  3597.         <tbody id="bombody">
    3598. 

  3598.         </tbody>
    3599. 

  3599.       </table>
    3600. 

  3600.     </div>
    3601. 

  3601.     <div id="canvasdiv" class="split split-horizontal">
    3602. 

  3602.       <div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden">
    3603. 

  3603.         <div style="position: relative; width: 100%; height: 100%;">
    3604. 

  3604.           <canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
    3605. 

  3605.           <canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
    3606. 

  3606.           <canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
    3607. 

  3607.           <canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
    3608. 

  3608.         </div>
    3609. 

  3609.       </div>
    3610. 

  3610.       <div id="backcanvas" class="split" touch-action="none" style="overflow: hidden">
    3611. 

  3611.         <div style="position: relative; width: 100%; height: 100%;">
    3612. 

  3612.           <canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
    3613. 

  3613.           <canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
    3614. 

  3614.           <canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
    3615. 

  3615.           <canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
    3616. 

  3616.         </div>
    3617. 

  3617.       </div>
    3618. 

  3618.     </div>
    3619. 

  3619.   </div>
    3620. 

  3620. </div>
    3621. 

  3621. 

  3622. </body>
    3623. 

  3623. 

  3624. </html>
    3625.