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
Мод: 7ec8f9a645
Салаанууд Тагууд
reform
/
reform2-ibom
/
reform2-motherboard
/
ibom.html

ibom.html 1.2 MB
Түүх Анхны өгөгдөл

123456789101112131415161718192021222324252627282930313233343536373839404142434445464748495051525354555657585960616263646566676869707172737475767778798081828384858687888990919293949596979899100101102103104105106107108109110111112113114115116117118119120121122123124125126127128129130131132133134135136137138139140141142143144145146147148149150151152153154155156157158159160161162163164165166167168169170171172173174175176177178179180181182183184185186187188189190191192193194195196197198199200201202203204205206207208209210211212213214215216217218219220221222223224225226227228229230231232233234235236237238239240241242243244245246247248249250251252253254255256257258259260261262263264265266267268269270271272273274275276277278279280281282283284285286287288289290291292293294295296297298299300301302303304305306307308309310311312313314315316317318319320321322323324325326327328329330331332333334335336337338339340341342343344345346347348349350351352353354355356357358359360361362363364365366367368369370371372373374375376377378379380381382383384385386387388389390391392393394395396397398399400401402403404405406407408409410411412413414415416417418419420421422423424425426427428429430431432433434435436437438439440441442443444445446447448449450451452453454455456457458459460461462463464465466467468469470471472473474475476477478479480481482483484485486487488489490491492493494495496497498499500501502503504505506507508509510511512513514515516517518519520521522523524525526527528529530531532533534535536537538539540541542543544545546547548549550551552553554555556557558559560561562563564565566567568569570571572573574575576577578579580581582583584585586587588589590591592593594595596597598599600601602603604605606607608609610611612613614615616617618619620621622623624625626627628629630631632633634635636637638639640641642643644645646647648649650651652653654655656657658659660661662663664665666667668669670671672673674675676677678679680681682683684685686687688689690691692693694695696697698699700701702703704705706707708709710711712713714715716717718719720721722723724725726727728729730731732733734735736737738739740741742743744745746747748749750751752753754755756757758759760761762763764765766767768769770771772773774775776777778779780781782783784785786787788789790791792793794795796797798799800801802803804805806807808809810811812813814815816817818819820821822823824825826827828829830831832833834835836837838839840841842843844845846847848849850851852853854855856857858859860861862863864865866867868869870871872873874875876877878879880881882883884885886887888889890891892893894895896897898899900901902903904905906907908909910911912913914915916917918919920921922923924925926927928929930931932933934935936937938939940941942943944945946947948949950951952953954955956957958959960961962963964965966967968969970971972973974975976977978979980981982983984985986987988989990991992993994995996997998999100010011002100310041005100610071008100910101011101210131014101510161017101810191020102110221023102410251026102710281029103010311032103310341035103610371038103910401041104210431044104510461047104810491050105110521053105410551056105710581059106010611062106310641065106610671068106910701071107210731074107510761077107810791080108110821083108410851086108710881089109010911092109310941095109610971098109911001101110211031104110511061107110811091110111111121113111411151116111711181119112011211122112311241125112611271128112911301131113211331134113511361137113811391140114111421143114411451146114711481149115011511152115311541155115611571158115911601161116211631164116511661167116811691170117111721173117411751176117711781179118011811182118311841185118611871188118911901191119211931194119511961197119811991200120112021203120412051206120712081209121012111212121312141215121612171218121912201221122212231224122512261227122812291230123112321233123412351236123712381239124012411242124312441245124612471248124912501251125212531254125512561257125812591260126112621263126412651266126712681269127012711272127312741275127612771278127912801281128212831284128512861287128812891290129112921293129412951296129712981299130013011302130313041305130613071308130913101311131213131314131513161317131813191320132113221323132413251326132713281329133013311332133313341335133613371338133913401341134213431344134513461347134813491350135113521353135413551356135713581359136013611362136313641365136613671368136913701371137213731374137513761377137813791380138113821383138413851386138713881389139013911392139313941395139613971398139914001401140214031404140514061407140814091410141114121413141414151416141714181419142014211422142314241425142614271428142914301431143214331434143514361437143814391440144114421443144414451446144714481449145014511452145314541455145614571458145914601461146214631464146514661467146814691470147114721473147414751476147714781479148014811482148314841485148614871488148914901491149214931494149514961497149814991500150115021503150415051506150715081509151015111512151315141515151615171518151915201521152215231524152515261527152815291530153115321533153415351536153715381539154015411542154315441545154615471548154915501551155215531554155515561557155815591560156115621563156415651566156715681569157015711572157315741575157615771578157915801581158215831584158515861587158815891590159115921593159415951596159715981599160016011602160316041605160616071608160916101611161216131614161516161617161816191620162116221623162416251626162716281629163016311632163316341635163616371638163916401641164216431644164516461647164816491650165116521653165416551656165716581659166016611662166316641665166616671668166916701671167216731674167516761677167816791680168116821683168416851686168716881689169016911692169316941695169616971698169917001701170217031704170517061707170817091710171117121713171417151716171717181719172017211722172317241725172617271728172917301731173217331734173517361737173817391740174117421743174417451746174717481749175017511752175317541755175617571758175917601761176217631764176517661767176817691770177117721773177417751776177717781779178017811782178317841785178617871788178917901791179217931794179517961797179817991800180118021803180418051806180718081809181018111812181318141815181618171818181918201821182218231824182518261827182818291830183118321833183418351836183718381839184018411842184318441845184618471848184918501851185218531854185518561857185818591860186118621863186418651866186718681869187018711872187318741875187618771878187918801881188218831884188518861887188818891890189118921893189418951896189718981899190019011902190319041905190619071908190919101911191219131914191519161917191819191920192119221923192419251926192719281929193019311932193319341935193619371938193919401941194219431944194519461947194819491950195119521953195419551956195719581959196019611962196319641965196619671968196919701971197219731974197519761977197819791980198119821983198419851986198719881989199019911992199319941995199619971998199920002001200220032004200520062007200820092010201120122013201420152016201720182019202020212022202320242025202620272028202920302031203220332034203520362037203820392040204120422043204420452046204720482049205020512052205320542055205620572058205920602061206220632064206520662067206820692070207120722073207420752076207720782079208020812082208320842085208620872088208920902091209220932094209520962097209820992100210121022103210421052106210721082109211021112112211321142115211621172118211921202121212221232124212521262127212821292130213121322133213421352136213721382139214021412142214321442145214621472148214921502151215221532154215521562157215821592160216121622163216421652166216721682169217021712172217321742175217621772178217921802181218221832184218521862187218821892190219121922193219421952196219721982199220022012202220322042205220622072208220922102211221222132214221522162217221822192220222122222223222422252226222722282229223022312232223322342235223622372238223922402241224222432244224522462247224822492250225122522253225422552256225722582259226022612262226322642265226622672268226922702271227222732274227522762277227822792280228122822283228422852286228722882289229022912292229322942295229622972298229923002301230223032304230523062307230823092310231123122313231423152316231723182319232023212322232323242325232623272328232923302331233223332334233523362337233823392340234123422343234423452346234723482349235023512352235323542355235623572358235923602361236223632364236523662367236823692370237123722373237423752376237723782379238023812382238323842385238623872388238923902391239223932394239523962397239823992400240124022403240424052406240724082409241024112412241324142415241624172418241924202421242224232424242524262427242824292430243124322433243424352436243724382439244024412442244324442445244624472448244924502451245224532454245524562457245824592460246124622463246424652466246724682469247024712472247324742475247624772478247924802481248224832484248524862487248824892490249124922493249424952496249724982499250025012502250325042505250625072508250925102511251225132514251525162517251825192520252125222523252425252526252725282529253025312532253325342535253625372538253925402541254225432544254525462547254825492550255125522553255425552556255725582559256025612562256325642565256625672568256925702571257225732574257525762577257825792580258125822583258425852586258725882589259025912592259325942595259625972598259926002601260226032604260526062607260826092610261126122613261426152616261726182619262026212622262326242625262626272628262926302631263226332634263526362637263826392640264126422643264426452646264726482649265026512652265326542655265626572658265926602661266226632664266526662667266826692670267126722673267426752676267726782679268026812682268326842685268626872688268926902691269226932694269526962697269826992700270127022703270427052706270727082709271027112712271327142715271627172718271927202721272227232724272527262727272827292730273127322733273427352736273727382739274027412742274327442745274627472748274927502751275227532754275527562757275827592760276127622763276427652766276727682769277027712772277327742775277627772778277927802781278227832784278527862787278827892790279127922793279427952796279727982799280028012802280328042805280628072808280928102811281228132814281528162817281828192820282128222823282428252826282728282829283028312832283328342835283628372838283928402841284228432844284528462847284828492850285128522853285428552856285728582859286028612862286328642865286628672868286928702871287228732874287528762877287828792880288128822883288428852886288728882889289028912892289328942895289628972898289929002901290229032904290529062907290829092910291129122913291429152916291729182919292029212922292329242925292629272928292929302931293229332934293529362937293829392940294129422943294429452946294729482949295029512952295329542955295629572958295929602961296229632964296529662967296829692970297129722973297429752976297729782979298029812982298329842985298629872988298929902991299229932994299529962997299829993000300130023003300430053006300730083009301030113012301330143015301630173018301930203021302230233024302530263027302830293030303130323033303430353036303730383039304030413042304330443045304630473048304930503051305230533054305530563057305830593060306130623063306430653066306730683069307030713072307330743075307630773078307930803081308230833084308530863087308830893090309130923093309430953096309730983099310031013102310331043105310631073108310931103111311231133114311531163117311831193120312131223123312431253126312731283129313031313132313331343135313631373138313931403141314231433144314531463147314831493150315131523153315431553156315731583159316031613162316331643165316631673168316931703171317231733174317531763177317831793180318131823183318431853186318731883189319031913192319331943195319631973198319932003201320232033204320532063207320832093210321132123213321432153216321732183219322032213222322332243225322632273228322932303231323232333234323532363237323832393240324132423243324432453246324732483249325032513252325332543255325632573258325932603261326232633264326532663267326832693270327132723273327432753276327732783279328032813282328332843285328632873288328932903291329232933294329532963297329832993300330133023303330433053306330733083309331033113312331333143315331633173318331933203321332233233324332533263327332833293330333133323333333433353336333733383339334033413342334333443345334633473348334933503351335233533354335533563357335833593360336133623363336433653366336733683369337033713372337333743375337633773378337933803381338233833384338533863387338833893390339133923393339433953396339733983399340034013402340334043405340634073408340934103411341234133414341534163417341834193420342134223423342434253426342734283429343034313432343334343435343634373438343934403441344234433444344534463447344834493450345134523453345434553456345734583459346034613462346334643465346634673468346934703471347234733474347534763477347834793480348134823483348434853486348734883489349034913492349334943495349634973498349935003501350235033504350535063507350835093510351135123513351435153516351735183519352035213522352335243525352635273528352935303531353235333534353535363537353835393540354135423543354435453546354735483549355035513552355335543555355635573558355935603561356235633564356535663567356835693570357135723573357435753576357735783579358035813582358335843585358635873588358935903591359235933594359535963597359835993600360136023603360436053606360736083609361036113612361336143615361636173618361936203621362236233624 
  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 = JSON.parse(LZString.decompressFromBase64("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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.