From 39afe5e60bae057002a9d2005728fa38309708fc Mon Sep 17 00:00:00 2001
From: Matt Harlum <matt@harlum.net>
Date: Sun, 10 Jul 2022 10:13:45 +0200
Subject: [PATCH] Public release

Rev 1A - remove TP1/TP2 and make the board slightly narrower
---
 .gitignore                             |    1 +
 Docs/PCB.png                           |  Bin 283278 -> 263857 bytes
 Docs/Schematic.pdf                     |  Bin 267742 -> 265001 bytes
 Gerbers/GottaGoFaSDZ3-B_Cu.gbr         |  606 ++--
 Gerbers/GottaGoFaSDZ3-B_Mask.gbr       |  121 +-
 Gerbers/GottaGoFaSDZ3-B_Paste.gbr      |    6 +-
 Gerbers/GottaGoFaSDZ3-B_Silkscreen.gbr |  451 ++-
 Gerbers/GottaGoFaSDZ3-Edge_Cuts.gbr    |   38 +-
 Gerbers/GottaGoFaSDZ3-F_Cu.gbr         | 1646 +++++----
 Gerbers/GottaGoFaSDZ3-F_Mask.gbr       |  275 +-
 Gerbers/GottaGoFaSDZ3-F_Paste.gbr      |  214 +-
 Gerbers/GottaGoFaSDZ3-F_Silkscreen.gbr | 1191 +++----
 Gerbers/GottaGoFaSDZ3-In1_Cu.gbr       |  444 +--
 Gerbers/GottaGoFaSDZ3-In2_Cu.gbr       |  826 ++---
 Gerbers/GottaGoFaSDZ3-NPTH.drl         |    6 +-
 Gerbers/GottaGoFaSDZ3-PTH.drl          |   17 +-
 Gerbers/GottaGoFaSDZ3-bottom-pos.csv   |   43 -
 Gerbers/GottaGoFaSDZ3-job.gbrjob       |    6 +-
 Gerbers/GottaGoFaSDZ3-top-pos.csv      |   23 -
 Kicad/GottaGoFaSDZ3.kicad_pcb          | 1348 +++-----
 Kicad/GottaGoFaSDZ3.kicad_pro          |    3 +-
 Kicad/GottaGoFaSDZ3.kicad_sch          |  108 +-
 Kicad/bom/ibom.html                    |    2 +-
 LICENSE.md                             |  510 ++-
 ibom/ibom.html                         | 4345 ++++++++++++++++++++++++
 25 files changed, 7925 insertions(+), 4305 deletions(-)
 create mode 100644 .gitignore
 delete mode 100644 Gerbers/GottaGoFaSDZ3-bottom-pos.csv
 delete mode 100644 Gerbers/GottaGoFaSDZ3-top-pos.csv
 create mode 100644 ibom/ibom.html

diff --git a/.gitignore b/.gitignore
new file mode 100644
index 0000000..79b5594
--- /dev/null
+++ b/.gitignore
@@ -0,0 +1 @@
+**/.DS_Store
diff --git a/Docs/PCB.png b/Docs/PCB.png
index ad233ad06d5fe615b5055470f133ea7bb27471d1..eca123984b60a99ce16cf336e5cb6ecce6e91c6c 100644
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diff --git a/Docs/Schematic.pdf b/Docs/Schematic.pdf
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diff --git a/Gerbers/GottaGoFaSDZ3-B_Cu.gbr b/Gerbers/GottaGoFaSDZ3-B_Cu.gbr
index 87c48a5..04e14e7 100644
--- a/Gerbers/GottaGoFaSDZ3-B_Cu.gbr
+++ b/Gerbers/GottaGoFaSDZ3-B_Cu.gbr
@@ -1,12 +1,12 @@
-%TF.GenerationSoftware,KiCad,Pcbnew,(6.0.0)*%
-%TF.CreationDate,2022-03-26T19:57:17+01:00*%
+%TF.GenerationSoftware,KiCad,Pcbnew,(6.0.6)*%
+%TF.CreationDate,2022-07-10T09:52:36+02:00*%
 %TF.ProjectId,GottaGoFaSDZ3,476f7474-6147-46f4-9661-53445a332e6b,rev?*%
 %TF.SameCoordinates,Original*%
 %TF.FileFunction,Copper,L4,Bot*%
 %TF.FilePolarity,Positive*%
 %FSLAX46Y46*%
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+G04 Created by KiCad (PCBNEW (6.0.6)) date 2022-07-10 09:52:36*
 %MOMM*%
 %LPD*%
 G01*
@@ -29,198 +29,78 @@ G04 Aperture macros list*
 20,1,$1+$1,$6,$7,$8,$9,0*
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 G04 Aperture macros list end*
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+%ADD24C,0.635000*%
 %TD*%
 %TA.AperFunction,ViaPad*%
-%ADD28C,0.800000*%
+%ADD25C,0.800000*%
 %TD*%
 %TA.AperFunction,ViaPad*%
-%ADD29C,0.762000*%
+%ADD26C,0.762000*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD30C,0.762000*%
+%ADD27C,0.762000*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD31C,0.381000*%
+%ADD28C,0.381000*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD32C,0.254000*%
+%ADD29C,0.254000*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD33C,0.177800*%
+%ADD30C,0.177800*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD34C,0.152400*%
+%ADD31C,0.152400*%
 %TD*%
 G04 APERTURE END LIST*
 D10*
-D11*
-X214821617Y-104111268D02*
-X214464474Y-103861268D01*
-X214821617Y-103682697D02*
-X214071617Y-103682697D01*
-X214071617Y-103968411D01*
-X214107332Y-104039840D01*
-X214143046Y-104075554D01*
-X214214474Y-104111268D01*
-X214321617Y-104111268D01*
-X214393046Y-104075554D01*
-X214428760Y-104039840D01*
-X214464474Y-103968411D01*
-X214464474Y-103682697D01*
-X214428760Y-104432697D02*
-X214428760Y-104682697D01*
-X214821617Y-104789840D02*
-X214821617Y-104432697D01*
-X214071617Y-104432697D01*
-X214071617Y-104789840D01*
-X214071617Y-105004125D02*
-X214821617Y-105254125D01*
-X214071617Y-105504125D01*
-X214607332Y-106289840D02*
-X214607332Y-106646983D01*
-X214821617Y-106218411D02*
-X214071617Y-106468411D01*
-X214821617Y-106718411D01*
-X215636260Y-102825554D02*
-X215636260Y-102575554D01*
-X216029117Y-102575554D02*
-X215279117Y-102575554D01*
-X215279117Y-102932697D01*
-X215636260Y-103218411D02*
-X215636260Y-103468411D01*
-X216029117Y-103575554D02*
-X216029117Y-103218411D01*
-X215279117Y-103218411D01*
-X215279117Y-103575554D01*
-X215636260Y-104146983D02*
-X215671974Y-104254125D01*
-X215707689Y-104289840D01*
-X215779117Y-104325554D01*
-X215886260Y-104325554D01*
-X215957689Y-104289840D01*
-X215993403Y-104254125D01*
-X216029117Y-104182697D01*
-X216029117Y-103896983D01*
-X215279117Y-103896983D01*
-X215279117Y-104146983D01*
-X215314832Y-104218411D01*
-X215350546Y-104254125D01*
-X215421974Y-104289840D01*
-X215493403Y-104289840D01*
-X215564832Y-104254125D01*
-X215600546Y-104218411D01*
-X215636260Y-104146983D01*
-X215636260Y-103896983D01*
-X215350546Y-105182697D02*
-X215314832Y-105218411D01*
-X215279117Y-105289840D01*
-X215279117Y-105468411D01*
-X215314832Y-105539840D01*
-X215350546Y-105575554D01*
-X215421974Y-105611268D01*
-X215493403Y-105611268D01*
-X215600546Y-105575554D01*
-X216029117Y-105146983D01*
-X216029117Y-105611268D01*
-X215279117Y-106075554D02*
-X215279117Y-106146983D01*
-X215314832Y-106218411D01*
-X215350546Y-106254125D01*
-X215421974Y-106289840D01*
-X215564832Y-106325554D01*
-X215743403Y-106325554D01*
-X215886260Y-106289840D01*
-X215957689Y-106254125D01*
-X215993403Y-106218411D01*
-X216029117Y-106146983D01*
-X216029117Y-106075554D01*
-X215993403Y-106004125D01*
-X215957689Y-105968411D01*
-X215886260Y-105932697D01*
-X215743403Y-105896983D01*
-X215564832Y-105896983D01*
-X215421974Y-105932697D01*
-X215350546Y-105968411D01*
-X215314832Y-106004125D01*
-X215279117Y-106075554D01*
-X215350546Y-106611268D02*
-X215314832Y-106646983D01*
-X215279117Y-106718411D01*
-X215279117Y-106896983D01*
-X215314832Y-106968411D01*
-X215350546Y-107004125D01*
-X215421974Y-107039840D01*
-X215493403Y-107039840D01*
-X215600546Y-107004125D01*
-X216029117Y-106575554D01*
-X216029117Y-107039840D01*
-X215350546Y-107325554D02*
-X215314832Y-107361268D01*
-X215279117Y-107432697D01*
-X215279117Y-107611268D01*
-X215314832Y-107682697D01*
-X215350546Y-107718411D01*
-X215421974Y-107754125D01*
-X215493403Y-107754125D01*
-X215600546Y-107718411D01*
-X216029117Y-107289840D01*
-X216029117Y-107754125D01*
-D12*
 %TO.P,J1,1,Pin_1*%
 %TO.N,/TMS*%
 X213158741Y-72261674D03*
-D13*
+D11*
 %TO.P,J1,2,Pin_2*%
 %TO.N,/TDI*%
 X213158741Y-74801674D03*
@@ -237,12 +117,7 @@ X213158741Y-82421674D03*
 %TO.N,+3V3*%
 X213158741Y-84961674D03*
 %TD*%
-D14*
-%TO.P,TP2,1,1*%
-%TO.N,Net-(TP2-Pad1)*%
-X194643039Y-81445003D03*
-%TD*%
-D15*
+D12*
 %TO.P,CN1,1,GND*%
 %TO.N,GND*%
 X214921933Y-114608782D03*
@@ -391,21 +266,16 @@ X93001933Y-114608782D03*
 %TO.N,GND*%
 X90461933Y-114608782D03*
 %TD*%
-D16*
+D13*
 %TO.P,C1,1*%
 %TO.N,+5V*%
 X209881927Y-105160276D03*
-D17*
+D14*
 %TO.P,C1,2*%
 %TO.N,GND*%
 X212381927Y-105160276D03*
 %TD*%
-D14*
-%TO.P,TP1,1,1*%
-%TO.N,Net-(TP1-Pad1)*%
-X192611039Y-81445003D03*
-%TD*%
-D18*
+D15*
 %TO.P,C16,1*%
 %TO.N,GND*%
 X185818720Y-90721496D03*
@@ -413,7 +283,7 @@ X185818720Y-90721496D03*
 %TO.N,+3V3*%
 X183609012Y-88511788D03*
 %TD*%
-D19*
+D16*
 %TO.P,C17,1*%
 %TO.N,+3V3*%
 X163386712Y-92404577D03*
@@ -421,7 +291,7 @@ X163386712Y-92404577D03*
 %TO.N,GND*%
 X163386712Y-94129577D03*
 %TD*%
-D20*
+D17*
 %TO.P,C32,1*%
 %TO.N,+3V3*%
 X132773069Y-90772390D03*
@@ -443,7 +313,7 @@ X152007069Y-88486990D03*
 %TO.N,GND*%
 X152007069Y-86761990D03*
 %TD*%
-D21*
+D18*
 %TO.P,C12,1*%
 %TO.N,+3V3*%
 X183061466Y-83699282D03*
@@ -451,7 +321,7 @@ X183061466Y-83699282D03*
 %TO.N,GND*%
 X184281226Y-84919042D03*
 %TD*%
-D19*
+D16*
 %TO.P,C27,1*%
 %TO.N,+3V3*%
 X146895469Y-81922390D03*
@@ -459,7 +329,7 @@ X146895469Y-81922390D03*
 %TO.N,GND*%
 X146895469Y-83647390D03*
 %TD*%
-D21*
+D18*
 %TO.P,C10,1*%
 %TO.N,+3V3*%
 X184331466Y-97034282D03*
@@ -467,7 +337,7 @@ X184331466Y-97034282D03*
 %TO.N,GND*%
 X185551226Y-98254042D03*
 %TD*%
-D22*
+D19*
 %TO.P,C13,1*%
 %TO.N,+3V3*%
 X183168481Y-78902116D03*
@@ -475,7 +345,7 @@ X183168481Y-78902116D03*
 %TO.N,GND*%
 X181443481Y-78902116D03*
 %TD*%
-D19*
+D16*
 %TO.P,C33,1*%
 %TO.N,+3V3*%
 X130360069Y-86215590D03*
@@ -490,7 +360,7 @@ X152007069Y-83459990D03*
 %TO.N,GND*%
 X152007069Y-85184990D03*
 %TD*%
-D23*
+D20*
 %TO.P,C8,1*%
 %TO.N,+3V3*%
 X202716120Y-73177636D03*
@@ -498,7 +368,7 @@ X202716120Y-73177636D03*
 %TO.N,GND*%
 X204441120Y-73177636D03*
 %TD*%
-D19*
+D16*
 %TO.P,C31,1*%
 %TO.N,+3V3*%
 X130391669Y-92349990D03*
@@ -506,7 +376,7 @@ X130391669Y-92349990D03*
 %TO.N,GND*%
 X130391669Y-94074990D03*
 %TD*%
-D24*
+D21*
 %TO.P,R2,1*%
 %TO.N,+3V3*%
 X108783920Y-106045236D03*
@@ -514,7 +384,7 @@ X108783920Y-106045236D03*
 %TO.N,/SENSEZ3*%
 X106958920Y-106045236D03*
 %TD*%
-D23*
+D20*
 %TO.P,C6,1*%
 %TO.N,+3V3*%
 X155753900Y-107137200D03*
@@ -522,7 +392,7 @@ X155753900Y-107137200D03*
 %TO.N,GND*%
 X157478900Y-107137200D03*
 %TD*%
-D19*
+D16*
 %TO.P,C26,1*%
 %TO.N,+3V3*%
 X146920869Y-85681590D03*
@@ -530,7 +400,7 @@ X146920869Y-85681590D03*
 %TO.N,GND*%
 X146920869Y-87406590D03*
 %TD*%
-D22*
+D19*
 %TO.P,C35,1*%
 %TO.N,+3V3*%
 X130333569Y-69717690D03*
@@ -545,7 +415,7 @@ X146843569Y-69782490D03*
 %TO.N,GND*%
 X145118569Y-69782490D03*
 %TD*%
-D19*
+D16*
 %TO.P,C34,1*%
 %TO.N,+3V3*%
 X130360069Y-81821390D03*
@@ -553,7 +423,7 @@ X130360069Y-81821390D03*
 %TO.N,GND*%
 X130360069Y-83546390D03*
 %TD*%
-D20*
+D17*
 %TO.P,C29,1*%
 %TO.N,+3V3*%
 X137699569Y-88043990D03*
@@ -561,7 +431,7 @@ X137699569Y-88043990D03*
 %TO.N,GND*%
 X137699569Y-86318990D03*
 %TD*%
-D25*
+D22*
 %TO.P,C14,1*%
 %TO.N,+3V3*%
 X194476592Y-88542957D03*
@@ -569,7 +439,7 @@ X194476592Y-88542957D03*
 %TO.N,GND*%
 X193256832Y-87323197D03*
 %TD*%
-D19*
+D16*
 %TO.P,C38,1*%
 %TO.N,+3V3*%
 X113881668Y-92349989D03*
@@ -577,7 +447,7 @@ X113881668Y-92349989D03*
 %TO.N,GND*%
 X113881668Y-94074989D03*
 %TD*%
-D20*
+D17*
 %TO.P,C36,1*%
 %TO.N,+3V3*%
 X118853869Y-88334790D03*
@@ -585,7 +455,7 @@ X118853869Y-88334790D03*
 %TO.N,GND*%
 X118853869Y-86609790D03*
 %TD*%
-D23*
+D20*
 %TO.P,C4,1*%
 %TO.N,+3V3*%
 X119711300Y-107137200D03*
@@ -593,7 +463,7 @@ X119711300Y-107137200D03*
 %TO.N,GND*%
 X121436300Y-107137200D03*
 %TD*%
-D20*
+D17*
 %TO.P,C18,1*%
 %TO.N,+3V3*%
 X166073569Y-90784790D03*
@@ -601,7 +471,7 @@ X166073569Y-90784790D03*
 %TO.N,GND*%
 X166073569Y-89059790D03*
 %TD*%
-D19*
+D16*
 %TO.P,C44,1*%
 %TO.N,+3V3*%
 X99911669Y-83383190D03*
@@ -609,7 +479,7 @@ X99911669Y-83383190D03*
 %TO.N,GND*%
 X99911669Y-85108190D03*
 %TD*%
-D21*
+D18*
 %TO.P,C15,1*%
 %TO.N,+3V3*%
 X190005189Y-85820210D03*
@@ -617,7 +487,7 @@ X190005189Y-85820210D03*
 %TO.N,GND*%
 X191224949Y-87039970D03*
 %TD*%
-D23*
+D20*
 %TO.P,C5,1*%
 %TO.N,+3V3*%
 X131293700Y-107137200D03*
@@ -625,7 +495,7 @@ X131293700Y-107137200D03*
 %TO.N,GND*%
 X133018700Y-107137200D03*
 %TD*%
-D22*
+D19*
 %TO.P,C19,1*%
 %TO.N,+3V3*%
 X160940569Y-82214490D03*
@@ -640,7 +510,7 @@ X163353569Y-69782490D03*
 %TO.N,GND*%
 X161628569Y-69782490D03*
 %TD*%
-D20*
+D17*
 %TO.P,C39,1*%
 %TO.N,+3V3*%
 X113875469Y-90722390D03*
@@ -648,7 +518,7 @@ X113875469Y-90722390D03*
 %TO.N,GND*%
 X113875469Y-88997390D03*
 %TD*%
-D19*
+D16*
 %TO.P,C41,1*%
 %TO.N,+3V3*%
 X113875469Y-81999190D03*
@@ -656,7 +526,7 @@ X113875469Y-81999190D03*
 %TO.N,GND*%
 X113875469Y-83724190D03*
 %TD*%
-D26*
+D23*
 %TO.P,C11,1*%
 %TO.N,+3V3*%
 X180902466Y-93428042D03*
@@ -664,7 +534,7 @@ X180902466Y-93428042D03*
 %TO.N,GND*%
 X182122226Y-92208282D03*
 %TD*%
-D19*
+D16*
 %TO.P,C24,1*%
 %TO.N,+3V3*%
 X146927069Y-92349990D03*
@@ -686,7 +556,7 @@ X113875469Y-85644590D03*
 %TO.N,GND*%
 X113875469Y-87369590D03*
 %TD*%
-D23*
+D20*
 %TO.P,C7,1*%
 %TO.N,+3V3*%
 X167463300Y-107137200D03*
@@ -694,7 +564,7 @@ X167463300Y-107137200D03*
 %TO.N,GND*%
 X169188300Y-107137200D03*
 %TD*%
-D25*
+D22*
 %TO.P,C9,1*%
 %TO.N,+3V3*%
 X185678325Y-96237955D03*
@@ -702,7 +572,7 @@ X185678325Y-96237955D03*
 %TO.N,GND*%
 X184458565Y-95018195D03*
 %TD*%
-D19*
+D16*
 %TO.P,C37,1*%
 %TO.N,+3V3*%
 X118850029Y-83270784D03*
@@ -710,7 +580,7 @@ X118850029Y-83270784D03*
 %TO.N,GND*%
 X118850029Y-84995784D03*
 %TD*%
-D20*
+D17*
 %TO.P,C30,1*%
 %TO.N,+3V3*%
 X137953569Y-83344990D03*
@@ -725,7 +595,7 @@ X99911669Y-88435590D03*
 %TO.N,GND*%
 X99911669Y-86710590D03*
 %TD*%
-D22*
+D19*
 %TO.P,C42,1*%
 %TO.N,+3V3*%
 X113874369Y-69717690D03*
@@ -733,7 +603,7 @@ X113874369Y-69717690D03*
 %TO.N,GND*%
 X112149369Y-69717690D03*
 %TD*%
-D27*
+D24*
 %TO.N,+3V3*%
 X210566000Y-88392000D03*
 X166204586Y-107135880D03*
@@ -788,9 +658,9 @@ X146870064Y-70798487D03*
 X184046292Y-99785500D03*
 X178114147Y-87259566D03*
 X101105469Y-90760490D03*
-D28*
+D25*
 X103161933Y-110562184D03*
-D27*
+D24*
 X153327862Y-85833483D03*
 X136665469Y-92361290D03*
 X161628569Y-70798490D03*
@@ -806,9 +676,9 @@ X162033869Y-83804657D03*
 X120206269Y-90761090D03*
 X110984970Y-101141479D03*
 X101105469Y-81960490D03*
-D28*
+D25*
 X214921939Y-110189178D03*
-D27*
+D24*
 X192071499Y-91317421D03*
 X120231669Y-81972690D03*
 X150586465Y-71560487D03*
@@ -819,34 +689,34 @@ X205610620Y-73177636D03*
 X120206269Y-92361290D03*
 X183036346Y-91294162D03*
 X100978469Y-71560490D03*
-D28*
+D25*
 X154723933Y-110512184D03*
 X184441939Y-110189178D03*
-D27*
+D24*
 X186713020Y-91618036D03*
 X115100862Y-88195683D03*
-D29*
+D26*
 X174583540Y-88910557D03*
-D28*
+D25*
 X123481939Y-110562180D03*
-D27*
+D24*
 X117539269Y-71560490D03*
 X120333262Y-85808083D03*
 X103620062Y-92360496D03*
-D28*
+D25*
 X212381939Y-110189178D03*
-D27*
+D24*
 X183569565Y-95907195D03*
-D28*
+D25*
 X169201933Y-108377784D03*
-D27*
+D24*
 X132893980Y-108208458D03*
 X191818412Y-88011229D03*
 X115094664Y-83357288D03*
 X113875469Y-95092290D03*
-D28*
+D25*
 X105701927Y-110562180D03*
-D27*
+D24*
 X131630064Y-88360479D03*
 X158355968Y-100950319D03*
 X153200869Y-90760490D03*
@@ -854,15 +724,15 @@ X187153490Y-82934377D03*
 X145118569Y-70798490D03*
 X122567374Y-107135884D03*
 X146927069Y-95090990D03*
-D28*
+D25*
 X199681939Y-110189178D03*
 X90461927Y-110562180D03*
-D27*
+D24*
 X184960420Y-85598236D03*
 X180400981Y-78902116D03*
-D28*
+D25*
 X138721939Y-110562180D03*
-D27*
+D24*
 X147414780Y-101395478D03*
 X164650064Y-88362485D03*
 X179024447Y-92731634D03*
@@ -1109,20 +979,20 @@ X185377338Y-81346656D03*
 %TO.N,/~{SLAVE}*%
 X193917069Y-85134690D03*
 %TD*%
-D30*
+D27*
 %TO.N,+5V*%
 X209841922Y-114608788D02*
 X209841922Y-105200272D01*
-D31*
+D28*
 %TO.N,+3V3*%
 X163380064Y-70798487D02*
 X163380064Y-69808979D01*
 X112719350Y-81960490D02*
 X113836769Y-81960490D01*
-D32*
+D29*
 X183720194Y-97681382D02*
 X183720194Y-97518554D01*
-D31*
+D28*
 X112681669Y-90658890D02*
 X112745169Y-90722390D01*
 X164650069Y-90760490D02*
@@ -1173,18 +1043,18 @@ X146870064Y-70798487D02*
 X146870064Y-69808979D01*
 X113850069Y-70798490D02*
 X113850069Y-69808982D01*
-D33*
+D30*
 X108783920Y-106045236D02*
 X109903420Y-106045236D01*
-D31*
+D28*
 X147982069Y-90733990D02*
 X146920869Y-90733990D01*
 X145600069Y-92360490D02*
 X146916569Y-92360490D01*
-D30*
+D27*
 X183606770Y-88511786D02*
 X182725212Y-87630229D01*
-D31*
+D28*
 X145600069Y-81872001D02*
 X145688558Y-81960490D01*
 X186389239Y-96948879D02*
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diff --git a/Gerbers/GottaGoFaSDZ3-Edge_Cuts.gbr b/Gerbers/GottaGoFaSDZ3-Edge_Cuts.gbr
index 99b666c..852d858 100644
--- a/Gerbers/GottaGoFaSDZ3-Edge_Cuts.gbr
+++ b/Gerbers/GottaGoFaSDZ3-Edge_Cuts.gbr
@@ -1,11 +1,11 @@
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+G04 Created by KiCad (PCBNEW (6.0.6)) date 2022-07-10 09:52:37*
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diff --git a/Gerbers/GottaGoFaSDZ3-F_Cu.gbr b/Gerbers/GottaGoFaSDZ3-F_Cu.gbr
index 3232778..78b455c 100644
--- a/Gerbers/GottaGoFaSDZ3-F_Cu.gbr
+++ b/Gerbers/GottaGoFaSDZ3-F_Cu.gbr
@@ -1,12 +1,12 @@
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 %TD*%
 %TA.AperFunction,Conductor*%
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+%ADD32C,0.381000*%
 %TD*%
 %TA.AperFunction,Conductor*%
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 G04 APERTURE END LIST*
 D10*
@@ -260,11 +257,6 @@ X202767092Y-83297157D03*
 X200942092Y-83297157D03*
 %TD*%
 D16*
-%TO.P,TP2,1,1*%
-%TO.N,Net-(TP2-Pad1)*%
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-%TD*%
-D17*
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 %TO.N,+3V3*%
 X207645227Y-99280361D03*
@@ -302,7 +294,7 @@ D10*
 %TO.N,/MD15*%
 X137986469Y-95034478D03*
 %TD*%
-D18*
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 %TO.P,CN1,2,GND*%
 %TO.N,GND*%
 X214921933Y-114608782D03*
@@ -452,7 +444,7 @@ X93001933Y-114608782D03*
 %TO.N,GND*%
 X90461933Y-114608782D03*
 %TD*%
-D19*
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 %TO.N,+3V3*%
 X163380069Y-92360490D03*
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 %TO.N,GND*%
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 %TD*%
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 X197779792Y-75612757D03*
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 %TD*%
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 %TO.P,U7,1,VDD*%
 %TO.N,+3V3*%
 X113850069Y-92360490D03*
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diff --git a/Gerbers/GottaGoFaSDZ3-F_Mask.gbr b/Gerbers/GottaGoFaSDZ3-F_Mask.gbr
index 1b7e89f..6de9ed3 100644
--- a/Gerbers/GottaGoFaSDZ3-F_Mask.gbr
+++ b/Gerbers/GottaGoFaSDZ3-F_Mask.gbr
@@ -1,12 +1,12 @@
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diff --git a/Gerbers/GottaGoFaSDZ3-In1_Cu.gbr b/Gerbers/GottaGoFaSDZ3-In1_Cu.gbr
index a9c9f44..a4940e5 100644
--- a/Gerbers/GottaGoFaSDZ3-In1_Cu.gbr
+++ b/Gerbers/GottaGoFaSDZ3-In1_Cu.gbr
@@ -1,12 +1,12 @@
-%TF.GenerationSoftware,KiCad,Pcbnew,(6.0.0)*%
-%TF.CreationDate,2022-03-26T19:57:17+01:00*%
+%TF.GenerationSoftware,KiCad,Pcbnew,(6.0.6)*%
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 %TF.SameCoordinates,Original*%
 %TF.FileFunction,Copper,L2,Inr*%
 %TF.FilePolarity,Positive*%
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW (6.0.0)) date 2022-03-26 19:57:17*
+G04 Created by KiCad (PCBNEW (6.0.6)) date 2022-07-10 09:52:36*
 %MOMM*%
 %LPD*%
 G01*
@@ -18,22 +18,19 @@ G04 APERTURE LIST*
 %ADD11O,1.700000X1.700000*%
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 %TD*%
 %TA.AperFunction,ViaPad*%
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 %TD*%
 G04 APERTURE END LIST*
 D10*
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diff --git a/Gerbers/GottaGoFaSDZ3-In2_Cu.gbr b/Gerbers/GottaGoFaSDZ3-In2_Cu.gbr
index 8162465..ae45a54 100644
--- a/Gerbers/GottaGoFaSDZ3-In2_Cu.gbr
+++ b/Gerbers/GottaGoFaSDZ3-In2_Cu.gbr
@@ -1,12 +1,12 @@
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diff --git a/Gerbers/GottaGoFaSDZ3-NPTH.drl b/Gerbers/GottaGoFaSDZ3-NPTH.drl
index 9fd6186..641bdb6 100644
--- a/Gerbers/GottaGoFaSDZ3-NPTH.drl
+++ b/Gerbers/GottaGoFaSDZ3-NPTH.drl
@@ -1,8 +1,8 @@
 M48
-; DRILL file {KiCad (6.0.0)} date 2022 March 26, Saturday 19:57:20
+; DRILL file {KiCad (6.0.6)} date 2022 July 10, Sunday 09:52:40
 ; FORMAT={-:-/ absolute / inch / decimal}
-; #@! TF.CreationDate,2022-03-26T19:57:20+01:00
-; #@! TF.GenerationSoftware,Kicad,Pcbnew,(6.0.0)
+; #@! TF.CreationDate,2022-07-10T09:52:40+02:00
+; #@! TF.GenerationSoftware,Kicad,Pcbnew,(6.0.6)
 ; #@! TF.FileFunction,NonPlated,1,4,NPTH
 FMAT,2
 INCH
diff --git a/Gerbers/GottaGoFaSDZ3-PTH.drl b/Gerbers/GottaGoFaSDZ3-PTH.drl
index f334847..f220813 100644
--- a/Gerbers/GottaGoFaSDZ3-PTH.drl
+++ b/Gerbers/GottaGoFaSDZ3-PTH.drl
@@ -1,8 +1,8 @@
 M48
-; DRILL file {KiCad (6.0.0)} date 2022 March 26, Saturday 19:57:20
+; DRILL file {KiCad (6.0.6)} date 2022 July 10, Sunday 09:52:40
 ; FORMAT={-:-/ absolute / inch / decimal}
-; #@! TF.CreationDate,2022-03-26T19:57:20+01:00
-; #@! TF.GenerationSoftware,Kicad,Pcbnew,(6.0.0)
+; #@! TF.CreationDate,2022-07-10T09:52:40+02:00
+; #@! TF.GenerationSoftware,Kicad,Pcbnew,(6.0.6)
 ; #@! TF.FileFunction,Plated,1,4,PTH
 FMAT,2
 INCH
@@ -11,11 +11,9 @@ T1C0.0150
 ; #@! TA.AperFunction,Plated,PTH,ViaDrill
 T2C0.0157
 ; #@! TA.AperFunction,Plated,PTH,ComponentDrill
-T3C0.0197
+T3C0.0315
 ; #@! TA.AperFunction,Plated,PTH,ComponentDrill
-T4C0.0315
-; #@! TA.AperFunction,Plated,PTH,ComponentDrill
-T5C0.0394
+T4C0.0394
 %
 G90
 G05
@@ -292,12 +290,9 @@ X7.8615Y-4.3382
 X8.3615Y-4.3382
 X8.4615Y-4.3382
 T3
-X7.5831Y-3.2065
-X7.6631Y-3.2065
-T4
 X8.2631Y-4.1402
 X8.3615Y-4.1402
-T5
+T4
 X8.3921Y-2.8449
 X8.3921Y-2.9449
 X8.3921Y-3.0449
diff --git a/Gerbers/GottaGoFaSDZ3-bottom-pos.csv b/Gerbers/GottaGoFaSDZ3-bottom-pos.csv
deleted file mode 100644
index 3408f23..0000000
--- a/Gerbers/GottaGoFaSDZ3-bottom-pos.csv
+++ /dev/null
@@ -1,43 +0,0 @@
-Ref,Val,Package,PosX,PosY,Rot,Side
-"C4","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-32.651873,11.844574,0.000000,bottom
-"C5","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-44.234273,11.844574,0.000000,bottom
-"C6","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-68.694473,11.844574,0.000000,bottom
-"C7","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-80.403873,11.844574,0.000000,bottom
-"C8","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-115.656693,45.804138,0.000000,bottom
-"C9","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-97.146518,23.353699,135.000000,bottom
-"C10","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-97.019419,21.337612,-45.000000,bottom
-"C11","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-93.590419,26.163612,45.000000,bottom
-"C12","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-95.749419,34.672612,-45.000000,bottom
-"C13","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-94.384054,40.079658,180.000000,bottom
-"C14","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-105.944785,31.048697,135.000000,bottom
-"C15","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-102.693142,32.551684,-45.000000,bottom
-"C16","10uF","C_1206_3216Metric_Pad1.33x1.80mm_HandSolder",-96.791939,29.365132,135.000000,bottom
-"C17","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-75.464785,25.714697,-90.000000,bottom
-"C18","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-78.151642,29.059484,90.000000,bottom
-"C19","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-72.156142,36.767284,180.000000,bottom
-"C20","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-74.569142,49.199284,180.000000,bottom
-"C21","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-78.150542,32.386884,-90.000000,bottom
-"C22","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-64.085142,31.357284,90.000000,bottom
-"C23","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-64.085142,34.659284,-90.000000,bottom
-"C24","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-59.005142,25.769284,-90.000000,bottom
-"C25","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-58.998942,29.110284,90.000000,bottom
-"C26","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-58.998942,32.437684,-90.000000,bottom
-"C27","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-58.973542,36.196884,-90.000000,bottom
-"C28","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-58.059142,49.199284,180.000000,bottom
-"C29","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-49.777642,31.800284,90.000000,bottom
-"C30","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-50.031642,36.499284,90.000000,bottom
-"C31","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-42.469742,25.769284,-90.000000,bottom
-"C32","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-44.851142,29.071884,90.000000,bottom
-"C33","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-42.438142,31.903684,-90.000000,bottom
-"C34","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-42.438142,36.297884,-90.000000,bottom
-"C35","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-41.549142,49.264084,180.000000,bottom
-"C36","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-30.931942,31.509484,90.000000,bottom
-"C37","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-30.928102,34.848490,-90.000000,bottom
-"C38","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-25.959741,25.769285,-90.000000,bottom
-"C39","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-25.953542,29.121884,90.000000,bottom
-"C40","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-25.953542,32.474684,-90.000000,bottom
-"C41","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-25.953542,36.120084,-90.000000,bottom
-"C42","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-25.089942,49.264084,180.000000,bottom
-"C43","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-11.989742,31.408684,90.000000,bottom
-"C44","0.1uF","C_0603_1608Metric_Pad1.08x0.95mm_HandSolder",-11.989742,34.736084,-90.000000,bottom
-"R2","1K","R_0603_1608Metric_Pad0.98x0.95mm_HandSolder",-19.949493,12.936538,180.000000,bottom
diff --git a/Gerbers/GottaGoFaSDZ3-job.gbrjob b/Gerbers/GottaGoFaSDZ3-job.gbrjob
index 7146c38..9807f90 100644
--- a/Gerbers/GottaGoFaSDZ3-job.gbrjob
+++ b/Gerbers/GottaGoFaSDZ3-job.gbrjob
@@ -3,9 +3,9 @@
     "GenerationSoftware": {
       "Vendor": "KiCad",
       "Application": "Pcbnew",
-      "Version": "(6.0.0)"
+      "Version": "(6.0.6)"
     },
-    "CreationDate": "2022-03-26T19:57:18+01:00"
+    "CreationDate": "2022-07-10T09:52:37+02:00"
   },
   "GeneralSpecs": {
     "ProjectId": {
@@ -14,7 +14,7 @@
       "Revision": "rev?"
     },
     "Size": {
-      "X": 129.59,
+      "X": 129.2852,
       "Y": 52.8476
     },
     "LayerNumber": 4,
diff --git a/Gerbers/GottaGoFaSDZ3-top-pos.csv b/Gerbers/GottaGoFaSDZ3-top-pos.csv
deleted file mode 100644
index 753c17c..0000000
--- a/Gerbers/GottaGoFaSDZ3-top-pos.csv
+++ /dev/null
@@ -1,23 +0,0 @@
-Ref,Val,Package,PosX,PosY,Rot,Side
-"C2","10uF","C_1206_3216Metric_Pad1.33x1.80mm_HandSolder",123.571000,19.650613,0.000000,top
-"C3","10uF","C_1206_3216Metric_Pad1.33x1.80mm_HandSolder",118.160800,19.701413,180.000000,top
-"R1","33","R_0603_1608Metric_Pad0.98x0.95mm_HandSolder",113.932665,35.684617,180.000000,top
-"RN1","33","R_Array_Convex_4x0603",18.244542,23.047296,90.000000,top
-"RN2","33","R_Array_Convex_4x0603",22.054542,23.047296,90.000000,top
-"RN3","33","R_Array_Convex_4x0603",34.754542,23.047296,90.000000,top
-"RN4","33","R_Array_Convex_4x0603",38.564542,23.047296,90.000000,top
-"RN5","33","R_Array_Convex_4x0603",51.264542,23.047296,90.000000,top
-"RN6","33","R_Array_Convex_4x0603",55.074542,23.047296,90.000000,top
-"RN7","33","R_Array_Convex_4x0603",67.774542,23.047296,90.000000,top
-"RN8","33","R_Array_Convex_4x0603",71.584542,23.047296,90.000000,top
-"U1","LM1117-3.3","SOT-223-3_TabPin2",119.718292,25.532922,90.000000,top
-"U2","74LVCR2245","TSSOP-20_4.4x6.5mm_P0.65mm",27.004041,14.723796,-90.000000,top
-"U3","74LVCR2245","TSSOP-20_4.4x6.5mm_P0.65mm",38.434041,14.723796,-90.000000,top
-"U4","74LVCR2245","TSSOP-20_4.4x6.5mm_P0.65mm",63.052853,14.723796,-90.000000,top
-"U5","74LVCR2245","TSSOP-20_4.4x6.5mm_P0.65mm",74.482853,14.723796,-90.000000,top
-"U6","XC95144XL-TQ100","TQFP-100_14x14mm_P0.5mm",96.791939,29.365132,135.000000,top
-"U7","AS4C32M16SC","TSOP-II-54_22.2x10.16mm_P0.8mm",20.178142,37.021284,180.000000,top
-"U8","AS4C32M16SC","TSOP-II-54_22.2x10.16mm_P0.8mm",36.688142,37.021284,180.000000,top
-"U9","AS4C32M16SC","TSOP-II-54_22.2x10.16mm_P0.8mm",53.198142,37.021284,180.000000,top
-"U10","AS4C32M16SC","TSOP-II-54_22.2x10.16mm_P0.8mm",69.708142,37.021284,180.000000,top
-"X1","50MHz","Oscillator_SMD_Abracon_ASV-4Pin_7.0x5.1mm_HandSoldering",112.357865,40.739017,-90.000000,top
diff --git a/Kicad/GottaGoFaSDZ3.kicad_pcb b/Kicad/GottaGoFaSDZ3.kicad_pcb
index fc69683..1bc9948 100644
--- a/Kicad/GottaGoFaSDZ3.kicad_pcb
+++ b/Kicad/GottaGoFaSDZ3.kicad_pcb
@@ -272,8 +272,8 @@
   (net 184 "/D25")
   (net 185 "/D26")
   (net 186 "/D30")
-  (net 187 "Net-(TP1-Pad1)")
-  (net 188 "Net-(TP2-Pad1)")
+  (net 187 "unconnected-(U6-Pad33)")
+  (net 188 "unconnected-(U6-Pad34)")
 
   (footprint "Resistor_SMD:R_Array_Convex_4x0603" (layer "F.Cu")
     (tedit 58E0A8B2) (tstamp 03925ead-9caa-4212-96e6-b8264b7ab628)
@@ -563,39 +563,6 @@
     )
   )
 
-  (footprint "TestPoint:TestPoint_THTPad_1.0x1.0mm_Drill0.5mm" (layer "F.Cu")
-    (tedit 5A0F774F) (tstamp 34d5c933-2fcf-4ac4-8f65-272c17f816c5)
-    (at 194.643039 81.445003)
-    (descr "THT rectangular pad as test Point, square 1.0mm side length, hole diameter 0.5mm")
-    (tags "test point THT pad rectangle square")
-    (property "Sheetfile" "GottaGoFaSDZ3.kicad_sch")
-    (property "Sheetname" "")
-    (path "/0f1b130f-cef5-4447-8057-c47b2b2fc4de")
-    (attr exclude_from_pos_files)
-    (fp_text reference "TP2" (at 0 -1.143) (layer "F.SilkS")
-      (effects (font (size 0.5 0.5) (thickness 0.125)))
-      (tstamp a384fb42-3585-47f5-945e-490b6a9d45f2)
-    )
-    (fp_text value "TestPoint_Probe" (at 0 1.55) (layer "F.Fab")
-      (effects (font (size 1 1) (thickness 0.15)))
-      (tstamp 0d199b2d-53ef-4f04-ab66-f612d535fce3)
-    )
-    (fp_text user "${REFERENCE}" (at 0 -1.45) (layer "F.Fab")
-      (effects (font (size 1 1) (thickness 0.15)))
-      (tstamp f2de9d70-0ae4-43b5-bf7e-06d6ffac267a)
-    )
-    (fp_line (start -0.7 0.7) (end -0.7 -0.7) (layer "F.SilkS") (width 0.12) (tstamp 41141d38-9bd3-431f-bac2-6df8ae729864))
-    (fp_line (start 0.7 -0.7) (end 0.7 0.7) (layer "F.SilkS") (width 0.12) (tstamp 796479db-5df8-4ec7-ab5c-79ddf54ad002))
-    (fp_line (start 0.7 0.7) (end -0.7 0.7) (layer "F.SilkS") (width 0.12) (tstamp c99d9f7a-81af-465d-b637-ee7669c0601e))
-    (fp_line (start -0.7 -0.7) (end 0.7 -0.7) (layer "F.SilkS") (width 0.12) (tstamp ced7120f-9e81-48ac-967f-cc1239530c72))
-    (fp_line (start -1 -1) (end -1 1) (layer "F.CrtYd") (width 0.05) (tstamp b809d7ab-18eb-4589-8c84-17a9d5932edf))
-    (fp_line (start -1 -1) (end 1 -1) (layer "F.CrtYd") (width 0.05) (tstamp c4de2488-6258-46e8-b23f-ea8c9f7c6825))
-    (fp_line (start 1 1) (end -1 1) (layer "F.CrtYd") (width 0.05) (tstamp e35aaa1f-515e-492a-80d9-9735e5d0aa50))
-    (fp_line (start 1 1) (end 1 -1) (layer "F.CrtYd") (width 0.05) (tstamp f8553c11-486d-4af1-9341-f7dc6ed969a1))
-    (pad "1" thru_hole rect locked (at 0 0) (size 1 1) (drill 0.5) (layers *.Cu *.Mask)
-      (net 188 "Net-(TP2-Pad1)") (pinfunction "1") (pintype "passive") (tstamp 6c11dcb5-c5fe-4d9c-b782-35c7ff5f8825))
-  )
-
   (footprint "Capacitor_SMD:C_1206_3216Metric_Pad1.33x1.80mm_HandSolder" (layer "F.Cu")
     (tedit 5F68FEEF) (tstamp 3ea25615-4644-43e6-8c39-371c93b83f91)
     (at 206.082727 99.280361 180)
@@ -1706,7 +1673,7 @@
       (effects (font (size 1 1) (thickness 0.15)))
       (tstamp 2fc51d1a-a4ab-4ada-a499-b4272908264f)
     )
-    (fp_text value "50MHz" (at 0 5 90) (layer "F.Fab")
+    (fp_text value "66MHz" (at 0 5 90) (layer "F.Fab")
       (effects (font (size 1 1) (thickness 0.15)))
       (tstamp 0b26639e-8362-49b8-b5d8-1cc46ec30ae6)
     )
@@ -2292,9 +2259,9 @@
     (pad "32" smd roundrect (at -3 7.6625 135) (size 0.3 1.475) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25)
       (net 154 "/~{SLAVE}") (pinfunction "P32") (pintype "bidirectional") (tstamp a91bf84a-06f4-4501-8d85-16f603d13270))
     (pad "33" smd roundrect (at -2.5 7.6625 135) (size 0.3 1.475) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25)
-      (net 188 "Net-(TP2-Pad1)") (pinfunction "P33") (pintype "bidirectional") (tstamp dd656250-4920-4d0f-827a-0a2778c8fb0e))
+      (net 187 "unconnected-(U6-Pad33)") (pinfunction "P33") (pintype "bidirectional") (tstamp dd656250-4920-4d0f-827a-0a2778c8fb0e))
     (pad "34" smd roundrect (at -2 7.6625 135) (size 0.3 1.475) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25)
-      (net 187 "Net-(TP1-Pad1)") (pinfunction "P34") (pintype "bidirectional") (tstamp 1ff00e31-7e37-4614-929d-892094529ed0))
+      (net 188 "unconnected-(U6-Pad34)") (pinfunction "P34") (pintype "bidirectional") (tstamp 1ff00e31-7e37-4614-929d-892094529ed0))
     (pad "35" smd roundrect (at -1.5 7.6625 135) (size 0.3 1.475) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25)
       (net 94 "/~{CS0}") (pinfunction "P35") (pintype "bidirectional") (tstamp 94c98be6-b101-43eb-a8b4-932bf07f1347))
     (pad "36" smd roundrect (at -1 7.6625 135) (size 0.3 1.475) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25)
@@ -3023,39 +2990,6 @@
     )
   )
 
-  (footprint "TestPoint:TestPoint_THTPad_1.0x1.0mm_Drill0.5mm" (layer "F.Cu")
-    (tedit 5A0F774F) (tstamp a8725350-cba7-429a-98fb-8a4574092b73)
-    (at 192.611039 81.445003)
-    (descr "THT rectangular pad as test Point, square 1.0mm side length, hole diameter 0.5mm")
-    (tags "test point THT pad rectangle square")
-    (property "Sheetfile" "GottaGoFaSDZ3.kicad_sch")
-    (property "Sheetname" "")
-    (path "/ecc7deac-ddb1-4d03-8dab-eae82aa1e263")
-    (attr exclude_from_pos_files)
-    (fp_text reference "TP1" (at 0 -1.143) (layer "F.SilkS")
-      (effects (font (size 0.5 0.5) (thickness 0.125)))
-      (tstamp 8c2d5ddb-59e6-43a6-ae95-e8e4cba8e8aa)
-    )
-    (fp_text value "TestPoint_Probe" (at 0 1.55) (layer "F.Fab")
-      (effects (font (size 1 1) (thickness 0.15)))
-      (tstamp 565b1b18-ab02-4158-b3d4-faed70a0dd43)
-    )
-    (fp_text user "${REFERENCE}" (at 0 -1.45) (layer "F.Fab")
-      (effects (font (size 1 1) (thickness 0.15)))
-      (tstamp 1cf21393-3167-45ad-b22d-e46025270f6e)
-    )
-    (fp_line (start -0.7 0.7) (end -0.7 -0.7) (layer "F.SilkS") (width 0.12) (tstamp 219da2c4-d928-4f6c-96d0-7510478e252e))
-    (fp_line (start 0.7 -0.7) (end 0.7 0.7) (layer "F.SilkS") (width 0.12) (tstamp 3abfada6-49cd-4bcf-aa10-027730e6104b))
-    (fp_line (start 0.7 0.7) (end -0.7 0.7) (layer "F.SilkS") (width 0.12) (tstamp 717e8216-2c23-432e-b84a-3b04b6a31257))
-    (fp_line (start -0.7 -0.7) (end 0.7 -0.7) (layer "F.SilkS") (width 0.12) (tstamp b969b46f-1579-4245-829e-447ec36b9a63))
-    (fp_line (start 1 1) (end 1 -1) (layer "F.CrtYd") (width 0.05) (tstamp 1484f737-e9e6-4899-808e-1e56c6ee0d78))
-    (fp_line (start -1 -1) (end -1 1) (layer "F.CrtYd") (width 0.05) (tstamp 2bd9c5df-4f5f-439b-9fee-2e43141c3b5c))
-    (fp_line (start 1 1) (end -1 1) (layer "F.CrtYd") (width 0.05) (tstamp 901769c3-a593-491a-9a55-507ac9e88278))
-    (fp_line (start -1 -1) (end 1 -1) (layer "F.CrtYd") (width 0.05) (tstamp 9b0cc7be-3a31-4cf8-aa18-b734cb030255))
-    (pad "1" thru_hole rect locked (at 0 0) (size 1 1) (drill 0.5) (layers *.Cu *.Mask)
-      (net 187 "Net-(TP1-Pad1)") (pinfunction "1") (pintype "passive") (tstamp 1b82a27c-7966-4067-9c72-f9506511f37b))
-  )
-
   (footprint "Resistor_SMD:R_Array_Convex_4x0603" (layer "F.Cu")
     (tedit 58E0A8B2) (tstamp af2c31e8-0579-4e09-9093-2148432fec72)
     (at 126.486469 95.934478 90)
@@ -5801,15 +5735,15 @@
     )
   )
 
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diff --git a/Kicad/GottaGoFaSDZ3.kicad_pro b/Kicad/GottaGoFaSDZ3.kicad_pro
index 141ff86..9ce5357 100644
--- a/Kicad/GottaGoFaSDZ3.kicad_pro
+++ b/Kicad/GottaGoFaSDZ3.kicad_pro
@@ -142,7 +142,8 @@
       "zones_allow_external_fillets": false,
       "zones_use_no_outline": true
     },
-    "layer_presets": []
+    "layer_presets": [],
+    "viewports": []
   },
   "boards": [],
   "cvpcb": {
diff --git a/Kicad/GottaGoFaSDZ3.kicad_sch b/Kicad/GottaGoFaSDZ3.kicad_sch
index 5c41aed..0af9e5b 100644
--- a/Kicad/GottaGoFaSDZ3.kicad_sch
+++ b/Kicad/GottaGoFaSDZ3.kicad_sch
@@ -933,58 +933,6 @@
         )
       )
     )
-    (symbol "Connector:TestPoint_Probe" (pin_numbers hide) (pin_names (offset 0.762) hide) (in_bom yes) (on_board yes)
-      (property "Reference" "TP" (id 0) (at 1.651 5.842 0)
-        (effects (font (size 1.27 1.27)))
-      )
-      (property "Value" "TestPoint_Probe" (id 1) (at 1.651 4.064 0)
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-      (property "Footprint" "" (id 2) (at 5.08 0 0)
-        (effects (font (size 1.27 1.27)) hide)
-      )
-      (property "Datasheet" "~" (id 3) (at 5.08 0 0)
-        (effects (font (size 1.27 1.27)) hide)
-      )
-      (property "ki_keywords" "test point tp" (id 4) (at 0 0 0)
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-      (property "ki_description" "test point (alternative probe-style design)" (id 5) (at 0 0 0)
-        (effects (font (size 1.27 1.27)) hide)
-      )
-      (property "ki_fp_filters" "Pin* Test*" (id 6) (at 0 0 0)
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-      (symbol "TestPoint_Probe_1_1"
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-          (number "1" (effects (font (size 1.27 1.27))))
-        )
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     (symbol "Device:C" (pin_numbers hide) (pin_names (offset 0.254)) (in_bom yes) (on_board yes)
       (property "Reference" "C" (id 0) (at 0.635 2.54 0)
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@@ -2842,10 +2790,6 @@
     (stroke (width 0) (type default) (color 0 0 0 0))
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@@ -5214,24 +5154,6 @@
     (pin "2" (uuid 000c375f-2c7d-4f3d-86f6-bce84b26de99))
   )
 
-  (symbol (lib_id "Connector:TestPoint_Probe") (at 185.42 113.03 0) (unit 1)
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-
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@@ -7522,24 +7444,6 @@
     (pin "2" (uuid 6eca76e8-64c0-497c-be5b-0f015b63fdc9))
   )
 
-  (symbol (lib_id "Connector:TestPoint_Probe") (at 177.8 115.57 0) (unit 1)
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     (uuid eea4acd1-3365-45c1-9b79-89f0bb36cac1)
@@ -7559,8 +7463,8 @@
   (symbol (lib_id "Oscillator:ASV-xxxMHz") (at 114.935 250.19 0) (unit 1)
     (in_bom yes) (on_board yes) (fields_autoplaced)
     (uuid ef998be4-742f-4200-840a-09bae2090923)
-    (property "Reference" "X1" (id 0) (at 125.095 245.8593 0))
-    (property "Value" "50MHz" (id 1) (at 125.095 248.3993 0))
+    (property "Reference" "X1" (id 0) (at 124.46 245.8593 0))
+    (property "Value" "66MHz" (id 1) (at 124.46 248.3993 0))
     (property "Footprint" "Oscillator:Oscillator_SMD_Abracon_ASV-4Pin_7.0x5.1mm_HandSoldering" (id 2) (at 132.715 259.08 0)
       (effects (font (size 1.27 1.27)) hide)
     )
@@ -8018,12 +7922,6 @@
     (path "/e2b99a5d-427a-4850-a463-5df218d0b703"
       (reference "RN8") (unit 1) (value "33") (footprint "Resistor_SMD:R_Array_Convex_4x0603")
     )
-    (path "/ecc7deac-ddb1-4d03-8dab-eae82aa1e263"
-      (reference "TP1") (unit 1) (value "TestPoint_Probe") (footprint "TestPoint:TestPoint_THTPad_1.0x1.0mm_Drill0.5mm")
-    )
-    (path "/0f1b130f-cef5-4447-8057-c47b2b2fc4de"
-      (reference "TP2") (unit 1) (value "TestPoint_Probe") (footprint "TestPoint:TestPoint_THTPad_1.0x1.0mm_Drill0.5mm")
-    )
     (path "/d230c85c-53c3-4555-8488-5ffe577a6303"
       (reference "U1") (unit 1) (value "LM1117-3.3") (footprint "Package_TO_SOT_SMD:SOT-223-3_TabPin2")
     )
@@ -8067,7 +7965,7 @@
       (reference "U10") (unit 2) (value "AS4C32M16SC") (footprint "Package_SO:TSOP-II-54_22.2x10.16mm_P0.8mm")
     )
     (path "/ef998be4-742f-4200-840a-09bae2090923"
-      (reference "X1") (unit 1) (value "50MHz") (footprint "Oscillator:Oscillator_SMD_Abracon_ASV-4Pin_7.0x5.1mm_HandSoldering")
+      (reference "X1") (unit 1) (value "66MHz") (footprint "Oscillator:Oscillator_SMD_Abracon_ASV-4Pin_7.0x5.1mm_HandSoldering")
     )
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diff --git a/Kicad/bom/ibom.html b/Kicad/bom/ibom.html
index 9a19570..e6c3312 100644
--- a/Kicad/bom/ibom.html
+++ b/Kicad/bom/ibom.html
@@ -879,7 +879,7 @@ var config = {"dark_mode": true, "show_pads": true, "show_fabrication": false, "
 ///////////////////////////////////////////////
 
 ///////////////////////////////////////////////
-var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
+var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
 ///////////////////////////////////////////////
 
 ///////////////////////////////////////////////
diff --git a/LICENSE.md b/LICENSE.md
index a22a3b9..099519c 100644
--- a/LICENSE.md
+++ b/LICENSE.md
@@ -1,189 +1,395 @@
-CERN Open Hardware Licence v1.2 
+Attribution 4.0 International
 
-Preamble
+=======================================================================
 
-Through this CERN Open Hardware Licence ("CERN OHL") version 1.2, CERN
-wishes to provide a tool to foster collaboration and sharing among
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-to use the CERN OHL, in unmodified form only, for the distribution of
-their own Open Hardware designs. Any other right is reserved. Release
-of hardware designs under the CERN OHL does not constitute an
-endorsement of the licensor or its designs nor does it imply any
-involvement by CERN in the development of such designs.
+Creative Commons Corporation ("Creative Commons") is not a law firm and
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-1. Definitions
+Using Creative Commons Public Licenses
 
-In this Licence, the following terms have the following meanings:
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-“Licence” means this CERN OHL.
+Creative Commons public licenses provide a standard set of terms and
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+     respect those requests where reasonable. More_considerations
+     for the public:
+	wiki.creativecommons.org/Considerations_for_licensees
 
-“Product” means either an entire, or any part of a, device built using
-the Documentation or the modified Documentation.
+=======================================================================
 
-“Licensee” means any natural or legal person exercising rights under
-this Licence.
+Creative Commons Attribution 4.0 International Public License
 
-“Licensor” means any natural or legal person that creates or modifies
-Documentation and subsequently communicates to the public and/ or
-distributes the resulting Documentation under the terms and conditions
-of this Licence.
+By exercising the Licensed Rights (defined below), You accept and agree
+to be bound by the terms and conditions of this Creative Commons
+Attribution 4.0 International Public License ("Public License"). To the
+extent this Public License may be interpreted as a contract, You are
+granted the Licensed Rights in consideration of Your acceptance of
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+consideration of benefits the Licensor receives from making the
+Licensed Material available under these terms and conditions.
 
-A Licensee may at the same time be a Licensor, and vice versa. 
 
-Use of the masculine gender includes the feminine and neuter genders
-and is employed solely to facilitate reading.
+Section 1 -- Definitions.
 
-2. Applicability
+  a. Adapted Material means material subject to Copyright and Similar
+     Rights that is derived from or based upon the Licensed Material
+     and in which the Licensed Material is translated, altered,
+     arranged, transformed, or otherwise modified in a manner requiring
+     permission under the Copyright and Similar Rights held by the
+     Licensor. For purposes of this Public License, where the Licensed
+     Material is a musical work, performance, or sound recording,
+     Adapted Material is always produced where the Licensed Material is
+     synched in timed relation with a moving image.
 
-2.1. This Licence governs the use, copying, modification,
-communication to the public and distribution of the Documentation, and
-the manufacture and distribution of Products. By exercising any right
-granted under this Licence, the Licensee irrevocably accepts these
-terms and conditions.
+  b. Adapter's License means the license You apply to Your Copyright
+     and Similar Rights in Your contributions to Adapted Material in
+     accordance with the terms and conditions of this Public License.
 
-2.2. This Licence is granted by the Licensor directly to the Licensee,
-and shall apply worldwide and without limitation in time. The Licensee
-may assign his licence rights or grant sub-licences.
+  c. Copyright and Similar Rights means copyright and/or similar rights
+     closely related to copyright including, without limitation,
+     performance, broadcast, sound recording, and Sui Generis Database
+     Rights, without regard to how the rights are labeled or
+     categorized. For purposes of this Public License, the rights
+     specified in Section 2(b)(1)-(2) are not Copyright and Similar
+     Rights.
 
-2.3. This Licence does not extend to software, firmware, or code
-loaded into programmable devices which may be used in conjunction with
-the Documentation, the modified Documentation or with Products, unless
-such software, firmware, or code is explicitly expressed to be subject
-to this Licence. The use of such software, firmware, or code is
-otherwise subject to the applicable licence terms and conditions.
+  d. Effective Technological Measures means those measures that, in the
+     absence of proper authority, may not be circumvented under laws
+     fulfilling obligations under Article 11 of the WIPO Copyright
+     Treaty adopted on December 20, 1996, and/or similar international
+     agreements.
 
-3. Copying, modification, communication to the public and distribution
-of the Documentation
+  e. Exceptions and Limitations means fair use, fair dealing, and/or
+     any other exception or limitation to Copyright and Similar Rights
+     that applies to Your use of the Licensed Material.
 
-3.1. The Licensee shall keep intact all copyright and trademarks
-notices, all notices referring to Documentation Location, and all
-notices that refer to this Licence and to the disclaimer of warranties
-that are included in the Documentation. He shall include a copy
-thereof in every copy of the Documentation or, as the case may be,
-modified Documentation, that he communicates to the public or
-distributes.
+  f. Licensed Material means the artistic or literary work, database,
+     or other material to which the Licensor applied this Public
+     License.
 
-3.2. The Licensee may copy, communicate to the public and distribute
-verbatim copies of the Documentation, in any medium, subject to the
-requirements specified in section 3.1.
+  g. Licensed Rights means the rights granted to You subject to the
+     terms and conditions of this Public License, which are limited to
+     all Copyright and Similar Rights that apply to Your use of the
+     Licensed Material and that the Licensor has authority to license.
 
-3.3. The Licensee may modify the Documentation or any portion thereof
-provided that upon modification of the Documentation, the Licensee
-shall make the modified Documentation available from a Documentation
-Location such that it can be easily located by an original Licensor
-once the Licensee communicates to the public or distributes the
-modified Documentation under section 3.4, and, where required by
-section 4.1, by a recipient of a Product. However, the Licensor shall
-not assert his rights under the foregoing proviso unless or until a
-Product is distributed.
+  h. Licensor means the individual(s) or entity(ies) granting rights
+     under this Public License.
 
-3.4. The Licensee may communicate to the public and distribute the
-modified Documentation (thereby in addition to being a Licensee also
-becoming a Licensor), always provided that he shall:
+  i. Share means to provide material to the public by any means or
+     process that requires permission under the Licensed Rights, such
+     as reproduction, public display, public performance, distribution,
+     dissemination, communication, or importation, and to make material
+     available to the public including in ways that members of the
+     public may access the material from a place and at a time
+     individually chosen by them.
 
-a) comply with section 3.1;
+  j. Sui Generis Database Rights means rights other than copyright
+     resulting from Directive 96/9/EC of the European Parliament and of
+     the Council of 11 March 1996 on the legal protection of databases,
+     as amended and/or succeeded, as well as other essentially
+     equivalent rights anywhere in the world.
 
-b) cause the modified Documentation to carry prominent notices stating
-that the Licensee has modified the Documentation, with the date and
-description of the modifications;
+  k. You means the individual or entity exercising the Licensed Rights
+     under this Public License. Your has a corresponding meaning.
 
-c) cause the modified Documentation to carry a new Documentation
-Location notice if the original Documentation provided for one;
 
-d) make available the modified Documentation at the same level of
-abstraction as that of the Documentation, in the preferred format for
-making modifications to it (e.g. the native format of the CAD tool as
-applicable), and in the event that format is proprietary, in a format
-viewable with a tool licensed under an OSI-approved license if the
-proprietary tool can create it; and
+Section 2 -- Scope.
 
-e) license the modified Documentation under the terms and conditions
-of this Licence or, where applicable, a later version of this Licence
-as may be issued by CERN.
+  a. License grant.
 
-3.5. The Licence includes a non-exclusive licence to those patents or
-registered designs that are held by, under the control of, or
-sub-licensable by the Licensor, to the extent necessary to make use of
-the rights granted under this Licence. The scope of this section 3.5
-shall be strictly limited to the parts of the Documentation or
-modified Documentation created by the Licensor.
+       1. Subject to the terms and conditions of this Public License,
+          the Licensor hereby grants You a worldwide, royalty-free,
+          non-sublicensable, non-exclusive, irrevocable license to
+          exercise the Licensed Rights in the Licensed Material to:
 
-4. Manufacture and distribution of Products
+            a. reproduce and Share the Licensed Material, in whole or
+               in part; and
 
-4.1. The Licensee may manufacture or distribute Products always
-provided that, where such manufacture or distribution requires a
-licence under this Licence the Licensee provides to each recipient of
-such Products an easy means of accessing a copy of the Documentation
-or modified Documentation, as applicable, as set out in section 3.
+            b. produce, reproduce, and Share Adapted Material.
 
-4.2. The Licensee is invited to inform any Licensor who has indicated
-his wish to receive this information about the type, quantity and
-dates of production of Products the Licensee has (had) manufactured
+       2. Exceptions and Limitations. For the avoidance of doubt, where
+          Exceptions and Limitations apply to Your use, this Public
+          License does not apply, and You do not need to comply with
+          its terms and conditions.
 
-5. Warranty and liability
+       3. Term. The term of this Public License is specified in Section
+          6(a).
 
-5.1. DISCLAIMER – The Documentation and any modified Documentation are
-provided "as is" and any express or implied warranties, including, but
-not limited to, implied warranties of merchantability, of satisfactory
-quality, non-infringement of third party rights, and fitness for a
-particular purpose or use are disclaimed in respect of the
-Documentation, the modified Documentation or any Product. The Licensor
-makes no representation that the Documentation, modified
-Documentation, or any Product, does or will not infringe any patent,
-copyright, trade secret or other proprietary right. The entire risk as
-to the use, quality, and performance of a Product shall be with the
-Licensee and not the Licensor. This disclaimer of warranty is an
-essential part of this Licence and a condition for the grant of any
-rights granted under this Licence. The Licensee warrants that it does
-not act in a consumer capacity.
+       4. Media and formats; technical modifications allowed. The
+          Licensor authorizes You to exercise the Licensed Rights in
+          all media and formats whether now known or hereafter created,
+          and to make technical modifications necessary to do so. The
+          Licensor waives and/or agrees not to assert any right or
+          authority to forbid You from making technical modifications
+          necessary to exercise the Licensed Rights, including
+          technical modifications necessary to circumvent Effective
+          Technological Measures. For purposes of this Public License,
+          simply making modifications authorized by this Section 2(a)
+          (4) never produces Adapted Material.
 
-5.2. LIMITATION OF LIABILITY – The Licensor shall have no liability
-for direct, indirect, special, incidental, consequential, exemplary,
-punitive or other damages of any character including, without
-limitation, procurement of substitute goods or services, loss of use,
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-from any liability, costs, damages, fees and expenses, including
-claims by third parties, in relation to such use.
+       5. Downstream recipients.
 
-6. General
+            a. Offer from the Licensor -- Licensed Material. Every
+               recipient of the Licensed Material automatically
+               receives an offer from the Licensor to exercise the
+               Licensed Rights under the terms and conditions of this
+               Public License.
 
-6.1. Except for the rights explicitly granted hereunder, this Licence
-does not imply or represent any transfer or assignment of intellectual
-property rights to the Licensee.
+            b. No downstream restrictions. You may not offer or impose
+               any additional or different terms or conditions on, or
+               apply any Effective Technological Measures to, the
+               Licensed Material if doing so restricts exercise of the
+               Licensed Rights by any recipient of the Licensed
+               Material.
 
-6.2. The Licensee shall not use or make reference to any of the names
-(including acronyms and abbreviations), images, or logos under which
-the Licensor is known, save in so far as required to comply with
-section 3. Any such permitted use or reference shall be factual and
-shall in no event suggest any kind of endorsement by the Licensor or
-its personnel of the modified Documentation or any Product, or any
-kind of implication by the Licensor or its personnel in the
-preparation of the modified Documentation or Product.
+       6. No endorsement. Nothing in this Public License constitutes or
+          may be construed as permission to assert or imply that You
+          are, or that Your use of the Licensed Material is, connected
+          with, or sponsored, endorsed, or granted official status by,
+          the Licensor or others designated to receive attribution as
+          provided in Section 3(a)(1)(A)(i).
 
-6.3. CERN may publish updated versions of this Licence which retain
-the same general provisions as this version, but differ in detail so
-far this is required and reasonable. New versions will be published
-with a unique version number.
+  b. Other rights.
 
-6.4. This Licence shall terminate with immediate effect, upon written
-notice and without involvement of a court if the Licensee fails to
-comply with any of its terms and conditions, or if the Licensee
-initiates legal action against Licensor in relation to this
-Licence. Section 5 shall continue to apply.
\ No newline at end of file
+       1. Moral rights, such as the right of integrity, are not
+          licensed under this Public License, nor are publicity,
+          privacy, and/or other similar personality rights; however, to
+          the extent possible, the Licensor waives and/or agrees not to
+          assert any such rights held by the Licensor to the limited
+          extent necessary to allow You to exercise the Licensed
+          Rights, but not otherwise.
+
+       2. Patent and trademark rights are not licensed under this
+          Public License.
+
+       3. To the extent possible, the Licensor waives any right to
+          collect royalties from You for the exercise of the Licensed
+          Rights, whether directly or through a collecting society
+          under any voluntary or waivable statutory or compulsory
+          licensing scheme. In all other cases the Licensor expressly
+          reserves any right to collect such royalties.
+
+
+Section 3 -- License Conditions.
+
+Your exercise of the Licensed Rights is expressly made subject to the
+following conditions.
+
+  a. Attribution.
+
+       1. If You Share the Licensed Material (including in modified
+          form), You must:
+
+            a. retain the following if it is supplied by the Licensor
+               with the Licensed Material:
+
+                 i. identification of the creator(s) of the Licensed
+                    Material and any others designated to receive
+                    attribution, in any reasonable manner requested by
+                    the Licensor (including by pseudonym if
+                    designated);
+
+                ii. a copyright notice;
+
+               iii. a notice that refers to this Public License;
+
+                iv. a notice that refers to the disclaimer of
+                    warranties;
+
+                 v. a URI or hyperlink to the Licensed Material to the
+                    extent reasonably practicable;
+
+            b. indicate if You modified the Licensed Material and
+               retain an indication of any previous modifications; and
+
+            c. indicate the Licensed Material is licensed under this
+               Public License, and include the text of, or the URI or
+               hyperlink to, this Public License.
+
+       2. You may satisfy the conditions in Section 3(a)(1) in any
+          reasonable manner based on the medium, means, and context in
+          which You Share the Licensed Material. For example, it may be
+          reasonable to satisfy the conditions by providing a URI or
+          hyperlink to a resource that includes the required
+          information.
+
+       3. If requested by the Licensor, You must remove any of the
+          information required by Section 3(a)(1)(A) to the extent
+          reasonably practicable.
+
+       4. If You Share Adapted Material You produce, the Adapter's
+          License You apply must not prevent recipients of the Adapted
+          Material from complying with this Public License.
+
+
+Section 4 -- Sui Generis Database Rights.
+
+Where the Licensed Rights include Sui Generis Database Rights that
+apply to Your use of the Licensed Material:
+
+  a. for the avoidance of doubt, Section 2(a)(1) grants You the right
+     to extract, reuse, reproduce, and Share all or a substantial
+     portion of the contents of the database;
+
+  b. if You include all or a substantial portion of the database
+     contents in a database in which You have Sui Generis Database
+     Rights, then the database in which You have Sui Generis Database
+     Rights (but not its individual contents) is Adapted Material; and
+
+  c. You must comply with the conditions in Section 3(a) if You Share
+     all or a substantial portion of the contents of the database.
+
+For the avoidance of doubt, this Section 4 supplements and does not
+replace Your obligations under this Public License where the Licensed
+Rights include other Copyright and Similar Rights.
+
+
+Section 5 -- Disclaimer of Warranties and Limitation of Liability.
+
+  a. UNLESS OTHERWISE SEPARATELY UNDERTAKEN BY THE LICENSOR, TO THE
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+     ANY KIND CONCERNING THE LICENSED MATERIAL, WHETHER EXPRESS,
+     IMPLIED, STATUTORY, OR OTHER. THIS INCLUDES, WITHOUT LIMITATION,
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+     ACCURACY, OR THE PRESENCE OR ABSENCE OF ERRORS, WHETHER OR NOT
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+
+  b. TO THE EXTENT POSSIBLE, IN NO EVENT WILL THE LICENSOR BE LIABLE
+     TO YOU ON ANY LEGAL THEORY (INCLUDING, WITHOUT LIMITATION,
+     NEGLIGENCE) OR OTHERWISE FOR ANY DIRECT, SPECIAL, INDIRECT,
+     INCIDENTAL, CONSEQUENTIAL, PUNITIVE, EXEMPLARY, OR OTHER LOSSES,
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+     DAMAGES. WHERE A LIMITATION OF LIABILITY IS NOT ALLOWED IN FULL OR
+     IN PART, THIS LIMITATION MAY NOT APPLY TO YOU.
+
+  c. The disclaimer of warranties and limitation of liability provided
+     above shall be interpreted in a manner that, to the extent
+     possible, most closely approximates an absolute disclaimer and
+     waiver of all liability.
+
+
+Section 6 -- Term and Termination.
+
+  a. This Public License applies for the term of the Copyright and
+     Similar Rights licensed here. However, if You fail to comply with
+     this Public License, then Your rights under this Public License
+     terminate automatically.
+
+  b. Where Your right to use the Licensed Material has terminated under
+     Section 6(a), it reinstates:
+
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+          it is cured within 30 days of Your discovery of the
+          violation; or
+
+       2. upon express reinstatement by the Licensor.
+
+     For the avoidance of doubt, this Section 6(b) does not affect any
+     right the Licensor may have to seek remedies for Your violations
+     of this Public License.
+
+  c. For the avoidance of doubt, the Licensor may also offer the
+     Licensed Material under separate terms or conditions or stop
+     distributing the Licensed Material at any time; however, doing so
+     will not terminate this Public License.
+
+  d. Sections 1, 5, 6, 7, and 8 survive termination of this Public
+     License.
+
+
+Section 7 -- Other Terms and Conditions.
+
+  a. The Licensor shall not be bound by any additional or different
+     terms or conditions communicated by You unless expressly agreed.
+
+  b. Any arrangements, understandings, or agreements regarding the
+     Licensed Material not stated herein are separate from and
+     independent of the terms and conditions of this Public License.
+
+
+Section 8 -- Interpretation.
+
+  a. For the avoidance of doubt, this Public License does not, and
+     shall not be interpreted to, reduce, limit, restrict, or impose
+     conditions on any use of the Licensed Material that could lawfully
+     be made without permission under this Public License.
+
+  b. To the extent possible, if any provision of this Public License is
+     deemed unenforceable, it shall be automatically reformed to the
+     minimum extent necessary to make it enforceable. If the provision
+     cannot be reformed, it shall be severed from this Public License
+     without affecting the enforceability of the remaining terms and
+     conditions.
+
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+     failure to comply consented to unless expressly agreed to by the
+     Licensor.
+
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+     as a limitation upon, or waiver of, any privileges and immunities
+     that apply to the Licensor or You, including from the legal
+     processes of any jurisdiction or authority.
+
+
+=======================================================================
+
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+
+Creative Commons may be contacted at creativecommons.org.
diff --git a/ibom/ibom.html b/ibom/ibom.html
new file mode 100644
index 0000000..5af9b9b
--- /dev/null
+++ b/ibom/ibom.html
@@ -0,0 +1,4345 @@
+<!DOCTYPE html>
+<html lang="en">
+
+<head>
+  <meta charset="UTF-8">
+  <meta name="viewport" content="width=device-width, initial-scale=1.0">
+  <title>Interactive BOM for KiCAD</title>
+  <style type="text/css">
+:root {
+  --pcb-edge-color: black;
+  --pad-color: #878787;
+  --pad-hole-color: #CCCCCC;
+  --pad-color-highlight: #D04040;
+  --pad-color-highlight-both: #D0D040;
+  --pad-color-highlight-marked: #44a344;
+  --pin1-outline-color: #ffb629;
+  --pin1-outline-color-highlight: #ffb629;
+  --pin1-outline-color-highlight-both: #fcbb39;
+  --pin1-outline-color-highlight-marked: #fdbe41;
+  --silkscreen-edge-color: #aa4;
+  --silkscreen-polygon-color: #4aa;
+  --silkscreen-text-color: #4aa;
+  --fabrication-edge-color: #907651;
+  --fabrication-polygon-color: #907651;
+  --fabrication-text-color: #a27c24;
+  --track-color: #def5f1;
+  --track-color-highlight: #D04040;
+  --zone-color: #def5f1;
+  --zone-color-highlight: #d0404080;
+}
+
+html,
+body {
+  margin: 0px;
+  height: 100%;
+  font-family: Verdana, sans-serif;
+}
+
+.dark.topmostdiv {
+  --pcb-edge-color: #eee;
+  --pad-color: #808080;
+  --pin1-outline-color: #ffa800;
+  --pin1-outline-color-highlight: #ccff00;
+  --track-color: #42524f;
+  --zone-color: #42524f;
+  background-color: #252c30;
+  color: #eee;
+}
+
+button {
+  background-color: #eee;
+  border: 1px solid #888;
+  color: black;
+  height: 44px;
+  width: 44px;
+  text-align: center;
+  text-decoration: none;
+  display: inline-block;
+  font-size: 14px;
+  font-weight: bolder;
+}
+
+.dark button {
+  /* This will be inverted */
+  background-color: #c3b7b5;
+}
+
+button.depressed {
+  background-color: #0a0;
+  color: white;
+}
+
+.dark button.depressed {
+  /* This will be inverted */
+  background-color: #b3b;
+}
+
+button:focus {
+  outline: 0;
+}
+
+button#tb-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.32 290.12h5.82M1.32 291.45h5.82' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 292.5v4.23M.26 292.63H8.2' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='1.35' y='295.73'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
+}
+
+button#lr-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.06 290.12H3.7m-2.64 1.33H3.7m-2.64 1.32H3.7m-2.64 1.3H3.7m-2.64 1.33H3.7' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 288.8v7.94m0-4.11h3.96' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='5.11' y='291.96'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
+}
+
+button#bom-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)' fill='none' stroke='%23000' stroke-width='.4'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' stroke-linejoin='round'/%3E%3Cpath d='M1.59 290.12h5.29M1.59 291.45h5.33M1.59 292.75h5.33M1.59 294.09h5.33M1.59 295.41h5.33'/%3E%3C/g%3E%3C/svg%3E");
+}
+
+button#bom-grouped-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m4 0h5m4 0h3M6.1 22h3m3.9 0h5m4 0h4m-16-8h4m4 0h4'/%3E%3Cpath stroke-linecap='null' d='M5 17.5h22M5 26.6h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
+}
+
+button#bom-ungrouped-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m-4 8h3m-3 8h4'/%3E%3Cpath stroke-linecap='null' d='M5 13.5h22m-22 8h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
+}
+
+button#bom-netlist-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg fill='none' stroke='%23000' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-width='2' d='M6 26l6-6v-8m13.8-6.3l-6 6v8'/%3E%3Ccircle cx='11.8' cy='9.5' r='2.8' stroke-width='2'/%3E%3Ccircle cx='19.8' cy='22.8' r='2.8' stroke-width='2'/%3E%3C/g%3E%3C/svg%3E");
+}
+
+button#copy {
+  background-image: url("data:image/svg+xml,%3Csvg height='48' viewBox='0 0 48 48' width='48' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 0h48v48h-48z' fill='none'/%3E%3Cpath d='M32 2h-24c-2.21 0-4 1.79-4 4v28h4v-28h24v-4zm6 8h-22c-2.21 0-4 1.79-4 4v28c0 2.21 1.79 4 4 4h22c2.21 0 4-1.79 4-4v-28c0-2.21-1.79-4-4-4zm0 32h-22v-28h22v28z'/%3E%3C/svg%3E");
+  background-position: 6px 6px;
+  background-repeat: no-repeat;
+  background-size: 26px 26px;
+  border-radius: 6px;
+  height: 40px;
+  width: 40px;
+  margin: 10px 5px;
+}
+
+button#copy:active {
+  box-shadow: inset 0px 0px 5px #6c6c6c;
+}
+
+textarea.clipboard-temp {
+  position: fixed;
+  top: 0;
+  left: 0;
+  width: 2em;
+  height: 2em;
+  padding: 0;
+  border: None;
+  outline: None;
+  box-shadow: None;
+  background: transparent;
+}
+
+.left-most-button {
+  border-right: 0;
+  border-top-left-radius: 6px;
+  border-bottom-left-radius: 6px;
+}
+
+.middle-button {
+  border-right: 0;
+}
+
+.right-most-button {
+  border-top-right-radius: 6px;
+  border-bottom-right-radius: 6px;
+}
+
+.button-container {
+  font-size: 0;
+  margin: 10px 10px 10px 0px;
+}
+
+.dark .button-container {
+  filter: invert(1);
+}
+
+.button-container button {
+  background-size: 32px 32px;
+  background-position: 5px 5px;
+  background-repeat: no-repeat;
+}
+
+@media print {
+  .hideonprint {
+    display: none;
+  }
+}
+
+canvas {
+  cursor: crosshair;
+}
+
+canvas:active {
+  cursor: grabbing;
+}
+
+.fileinfo {
+  width: 100%;
+  max-width: 1000px;
+  border: none;
+  padding: 5px;
+}
+
+.fileinfo .title {
+  font-size: 20pt;
+  font-weight: bold;
+}
+
+.fileinfo td {
+  overflow: hidden;
+  white-space: nowrap;
+  max-width: 1px;
+  width: 50%;
+  text-overflow: ellipsis;
+}
+
+.bom {
+  border-collapse: collapse;
+  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
+  font-size: 10pt;
+  table-layout: fixed;
+  width: 100%;
+  margin-top: 1px;
+  position: relative;
+}
+
+.bom th,
+.bom td {
+  border: 1px solid black;
+  padding: 5px;
+  word-wrap: break-word;
+  text-align: center;
+  position: relative;
+}
+
+.dark .bom th,
+.dark .bom td {
+  border: 1px solid #777;
+}
+
+.bom th {
+  background-color: #CCCCCC;
+  background-clip: padding-box;
+}
+
+.dark .bom th {
+  background-color: #3b4749;
+}
+
+.bom tr.highlighted:nth-child(n) {
+  background-color: #cfc;
+}
+
+.dark .bom tr.highlighted:nth-child(n) {
+  background-color: #226022;
+}
+
+.bom tr:nth-child(even) {
+  background-color: #f2f2f2;
+}
+
+.dark .bom tr:nth-child(even) {
+  background-color: #313b40;
+}
+
+.bom tr.checked {
+  color: #1cb53d;
+}
+
+.dark .bom tr.checked {
+  color: #2cce54;
+}
+
+.bom tr {
+  transition: background-color 0.2s;
+}
+
+.bom .numCol {
+  width: 30px;
+}
+
+.bom .value {
+  width: 15%;
+}
+
+.bom .quantity {
+  width: 65px;
+}
+
+.bom th .sortmark {
+  position: absolute;
+  right: 1px;
+  top: 1px;
+  margin-top: -5px;
+  border-width: 5px;
+  border-style: solid;
+  border-color: transparent transparent #221 transparent;
+  transform-origin: 50% 85%;
+  transition: opacity 0.2s, transform 0.4s;
+}
+
+.dark .bom th .sortmark {
+  filter: invert(1);
+}
+
+.bom th .sortmark.none {
+  opacity: 0;
+}
+
+.bom th .sortmark.desc {
+  transform: rotate(180deg);
+}
+
+.bom th:hover .sortmark.none {
+  opacity: 0.5;
+}
+
+.bom .bom-checkbox {
+  width: 30px;
+  position: relative;
+  user-select: none;
+  -moz-user-select: none;
+}
+
+.bom .bom-checkbox:before {
+  content: "";
+  position: absolute;
+  border-width: 15px;
+  border-style: solid;
+  border-color: #51829f transparent transparent transparent;
+  visibility: hidden;
+  top: -15px;
+}
+
+.bom .bom-checkbox:after {
+  content: "Double click to set/unset all";
+  position: absolute;
+  color: white;
+  top: -35px;
+  left: -26px;
+  background: #51829f;
+  padding: 5px 15px;
+  border-radius: 8px;
+  white-space: nowrap;
+  visibility: hidden;
+}
+
+.bom .bom-checkbox:hover:before,
+.bom .bom-checkbox:hover:after {
+  visibility: visible;
+  transition: visibility 0.2s linear 1s;
+}
+
+.split {
+  -webkit-box-sizing: border-box;
+  -moz-box-sizing: border-box;
+  box-sizing: border-box;
+  overflow-y: auto;
+  overflow-x: hidden;
+  background-color: inherit;
+}
+
+.split.split-horizontal,
+.gutter.gutter-horizontal {
+  height: 100%;
+  float: left;
+}
+
+.gutter {
+  background-color: #ddd;
+  background-repeat: no-repeat;
+  background-position: 50%;
+  transition: background-color 0.3s;
+}
+
+.dark .gutter {
+  background-color: #777;
+}
+
+.gutter.gutter-horizontal {
+  background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAeCAYAAADkftS9AAAAIklEQVQoU2M4c+bMfxAGAgYYmwGrIIiDjrELjpo5aiZeMwF+yNnOs5KSvgAAAABJRU5ErkJggg==');
+  cursor: ew-resize;
+  width: 5px;
+}
+
+.gutter.gutter-vertical {
+  background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAFAQMAAABo7865AAAABlBMVEVHcEzMzMzyAv2sAAAAAXRSTlMAQObYZgAAABBJREFUeF5jOAMEEAIEEFwAn3kMwcB6I2AAAAAASUVORK5CYII=');
+  cursor: ns-resize;
+  height: 5px;
+}
+
+.searchbox {
+  float: left;
+  height: 40px;
+  margin: 10px 5px;
+  padding: 12px 32px;
+  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
+  font-size: 18px;
+  box-sizing: border-box;
+  border: 1px solid #888;
+  border-radius: 6px;
+  outline: none;
+  background-color: #eee;
+  transition: background-color 0.2s, border 0.2s;
+  background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAABNklEQVQ4T8XSMUvDQBQH8P/LElFa/AIZHcTBQSz0I/gFstTBRR2KUC4ldDxw7h0Bl3RRUATxi4iiODgoiLNrbQYp5J6cpJJqomkX33Z37/14d/dIa33MzDuYI4johOI4XhyNRteO46zNYjDzAxE1yBZprVeZ+QbAUhXEGJMA2Ox2u4+fQIa0mPmsCgCgJYQ4t7lfgF0opQYAdv9ABkKI/UnOFCClXKjX61cA1osQY8x9kiRNKeV7IWA3oyhaSdP0FkAtjxhj3hzH2RBCPOf3pzqYHCilfAAX+URm9oMguPzeWSGQvUcMYC8rOBJCHBRdqxTo9/vbRHRqi8bj8XKv1xvODbiuW2u32/bvf0SlDv4XYOY7z/Mavu+nM1+BmQ+NMc0wDF/LprP0DbTWW0T00ul0nn4b7Q87+X4Qmfiq2wAAAABJRU5ErkJggg==');
+  background-position: 10px 10px;
+  background-repeat: no-repeat;
+}
+
+.dark .searchbox {
+  background-color: #111;
+  color: #eee;
+}
+
+.searchbox::placeholder {
+  color: #ccc;
+}
+
+.dark .searchbox::placeholder {
+  color: #666;
+}
+
+.filter {
+  width: calc(60% - 64px);
+}
+
+.reflookup {
+  width: calc(40% - 10px);
+}
+
+input[type=text]:focus {
+  background-color: white;
+  border: 1px solid #333;
+}
+
+.dark input[type=text]:focus {
+  background-color: #333;
+  border: 1px solid #ccc;
+}
+
+mark.highlight {
+  background-color: #5050ff;
+  color: #fff;
+  padding: 2px;
+  border-radius: 6px;
+}
+
+.dark mark.highlight {
+  background-color: #76a6da;
+  color: #111;
+}
+
+.menubtn {
+  background-color: white;
+  border: none;
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
+  background-position: center;
+  background-repeat: no-repeat;
+}
+
+.statsbtn {
+  background-color: white;
+  border: none;
+  background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
+  background-position: center;
+  background-repeat: no-repeat;
+}
+
+.iobtn {
+  background-color: white;
+  border: none;
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
+  background-position: center;
+  background-repeat: no-repeat;
+}
+
+.visbtn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E");
+  background-position: center;
+  background-repeat: no-repeat;
+  padding: 15px;
+}
+
+#vismenu-content {
+  left: 0px;
+  font-family: Verdana, sans-serif;
+}
+
+.dark .statsbtn,
+.dark .savebtn,
+.dark .menubtn,
+.dark .iobtn,
+.dark .visbtn {
+  filter: invert(1);
+}
+
+.flexbox {
+  display: flex;
+  align-items: center;
+  justify-content: space-between;
+  width: 100%;
+}
+
+.savebtn {
+  background-color: #d6d6d6;
+  width: auto;
+  height: 30px;
+  flex-grow: 1;
+  margin: 5px;
+  border-radius: 4px;
+}
+
+.savebtn:active {
+  background-color: #0a0;
+  color: white;
+}
+
+.dark .savebtn:active {
+  /* This will be inverted */
+  background-color: #b3b;
+}
+
+.stats {
+  border-collapse: collapse;
+  font-size: 12pt;
+  table-layout: fixed;
+  width: 100%;
+  min-width: 450px;
+}
+
+.dark .stats td {
+  border: 1px solid #bbb;
+}
+
+.stats td {
+  border: 1px solid black;
+  padding: 5px;
+  word-wrap: break-word;
+  text-align: center;
+  position: relative;
+}
+
+#checkbox-stats div {
+  position: absolute;
+  left: 0;
+  top: 0;
+  height: 100%;
+  width: 100%;
+  display: flex;
+  align-items: center;
+  justify-content: center;
+}
+
+#checkbox-stats .bar {
+  background-color: rgba(28, 251, 0, 0.6);
+}
+
+.menu {
+  position: relative;
+  display: inline-block;
+  margin: 10px 10px 10px 0px;
+}
+
+.menu-content {
+  font-size: 12pt !important;
+  text-align: left !important;
+  font-weight: normal !important;
+  display: none;
+  position: absolute;
+  background-color: white;
+  right: 0;
+  min-width: 300px;
+  box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
+  z-index: 100;
+  padding: 8px;
+}
+
+.dark .menu-content {
+  background-color: #111;
+}
+
+.menu:hover .menu-content {
+  display: block;
+}
+
+.menu:hover .menubtn,
+.menu:hover .iobtn,
+.menu:hover .statsbtn {
+  background-color: #eee;
+}
+
+.menu-label {
+  display: inline-block;
+  padding: 8px;
+  border: 1px solid #ccc;
+  border-top: 0;
+  width: calc(100% - 18px);
+}
+
+.menu-label-top {
+  border-top: 1px solid #ccc;
+}
+
+.menu-textbox {
+  float: left;
+  height: 24px;
+  margin: 10px 5px;
+  padding: 5px 5px;
+  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
+  font-size: 14px;
+  box-sizing: border-box;
+  border: 1px solid #888;
+  border-radius: 4px;
+  outline: none;
+  background-color: #eee;
+  transition: background-color 0.2s, border 0.2s;
+  width: calc(100% - 10px);
+}
+
+.menu-textbox.invalid,
+.dark .menu-textbox.invalid {
+  color: red;
+}
+
+.dark .menu-textbox {
+  background-color: #222;
+  color: #eee;
+}
+
+.radio-container {
+  margin: 4px;
+}
+
+.topmostdiv {
+  width: 100%;
+  height: 100%;
+  background-color: white;
+  transition: background-color 0.3s;
+}
+
+#top {
+  height: 78px;
+  border-bottom: 2px solid black;
+}
+
+.dark #top {
+  border-bottom: 2px solid #ccc;
+}
+
+#dbg {
+  display: block;
+}
+
+::-webkit-scrollbar {
+  width: 8px;
+}
+
+::-webkit-scrollbar-track {
+  background: #aaa;
+}
+
+::-webkit-scrollbar-thumb {
+  background: #666;
+  border-radius: 3px;
+}
+
+::-webkit-scrollbar-thumb:hover {
+  background: #555;
+}
+
+.slider {
+  -webkit-appearance: none;
+  width: 100%;
+  margin: 3px 0;
+  padding: 0;
+  outline: none;
+  opacity: 0.7;
+  -webkit-transition: .2s;
+  transition: opacity .2s;
+  border-radius: 3px;
+}
+
+.slider:hover {
+  opacity: 1;
+}
+
+.slider:focus {
+  outline: none;
+}
+
+.slider::-webkit-slider-runnable-track {
+  -webkit-appearance: none;
+  width: 100%;
+  height: 8px;
+  background: #d3d3d3;
+  border-radius: 3px;
+  border: none;
+}
+
+.slider::-webkit-slider-thumb {
+  -webkit-appearance: none;
+  width: 15px;
+  height: 15px;
+  border-radius: 50%;
+  background: #0a0;
+  cursor: pointer;
+  margin-top: -4px;
+}
+
+.dark .slider::-webkit-slider-thumb {
+  background: #3d3;
+}
+
+.slider::-moz-range-thumb {
+  width: 15px;
+  height: 15px;
+  border-radius: 50%;
+  background: #0a0;
+  cursor: pointer;
+}
+
+.slider::-moz-range-track {
+  height: 8px;
+  background: #d3d3d3;
+  border-radius: 3px;
+}
+
+.dark .slider::-moz-range-thumb {
+  background: #3d3;
+}
+
+.slider::-ms-track {
+  width: 100%;
+  height: 8px;
+  border-width: 3px 0;
+  background: transparent;
+  border-color: transparent;
+  color: transparent;
+  transition: opacity .2s;
+}
+
+.slider::-ms-fill-lower {
+  background: #d3d3d3;
+  border: none;
+  border-radius: 3px;
+}
+
+.slider::-ms-fill-upper {
+  background: #d3d3d3;
+  border: none;
+  border-radius: 3px;
+}
+
+.slider::-ms-thumb {
+  width: 15px;
+  height: 15px;
+  border-radius: 50%;
+  background: #0a0;
+  cursor: pointer;
+  margin: 0;
+}
+
+.shameless-plug {
+  font-size: 0.8em;
+  text-align: center;
+  display: block;
+}
+
+a {
+  color: #0278a4;
+}
+
+.dark a {
+  color: #00b9fd;
+}
+
+#frontcanvas,
+#backcanvas {
+  touch-action: none;
+}
+
+.placeholder {
+  border: 1px dashed #9f9fda !important;
+  background-color: #edf2f7 !important;
+}
+
+.dragging {
+  z-index: 999;
+}
+
+.dark .dragging>table>tbody>tr {
+  background-color: #252c30;
+}
+
+.dark .placeholder {
+  filter: invert(1);
+}
+
+.column-spacer {
+  top: 0;
+  left: 0;
+  width: calc(100% - 4px);
+  position: absolute;
+  cursor: pointer;
+  user-select: none;
+  height: 100%;
+}
+
+.column-width-handle {
+  top: 0;
+  right: 0;
+  width: 4px;
+  position: absolute;
+  cursor: col-resize;
+  user-select: none;
+  height: 100%;
+}
+
+.column-width-handle:hover {
+  background-color: #4f99bd;
+}
+
+
+  </style>
+  <script type="text/javascript" >
+///////////////////////////////////////////////
+/*
+  Split.js - v1.3.5
+  MIT License
+  https://github.com/nathancahill/Split.js
+*/
+!function(e,t){"object"==typeof exports&&"undefined"!=typeof module?module.exports=t():"function"==typeof define&&define.amd?define(t):e.Split=t()}(this,function(){"use strict";var e=window,t=e.document,n="addEventListener",i="removeEventListener",r="getBoundingClientRect",s=function(){return!1},o=e.attachEvent&&!e[n],a=["","-webkit-","-moz-","-o-"].filter(function(e){var n=t.createElement("div");return n.style.cssText="width:"+e+"calc(9px)",!!n.style.length}).shift()+"calc",l=function(e){return"string"==typeof e||e instanceof String?t.querySelector(e):e};return function(u,c){function z(e,t,n){var i=A(y,t,n);Object.keys(i).forEach(function(t){return e.style[t]=i[t]})}function h(e,t){var n=B(y,t);Object.keys(n).forEach(function(t){return e.style[t]=n[t]})}function f(e){var t=E[this.a],n=E[this.b],i=t.size+n.size;t.size=e/this.size*i,n.size=i-e/this.size*i,z(t.element,t.size,this.aGutterSize),z(n.element,n.size,this.bGutterSize)}function m(e){var t;this.dragging&&((t="touches"in e?e.touches[0][b]-this.start:e[b]-this.start)<=E[this.a].minSize+M+this.aGutterSize?t=E[this.a].minSize+this.aGutterSize:t>=this.size-(E[this.b].minSize+M+this.bGutterSize)&&(t=this.size-(E[this.b].minSize+this.bGutterSize)),f.call(this,t),c.onDrag&&c.onDrag())}function g(){var e=E[this.a].element,t=E[this.b].element;this.size=e[r]()[y]+t[r]()[y]+this.aGutterSize+this.bGutterSize,this.start=e[r]()[G]}function d(){var t=this,n=E[t.a].element,r=E[t.b].element;t.dragging&&c.onDragEnd&&c.onDragEnd(),t.dragging=!1,e[i]("mouseup",t.stop),e[i]("touchend",t.stop),e[i]("touchcancel",t.stop),t.parent[i]("mousemove",t.move),t.parent[i]("touchmove",t.move),delete t.stop,delete t.move,n[i]("selectstart",s),n[i]("dragstart",s),r[i]("selectstart",s),r[i]("dragstart",s),n.style.userSelect="",n.style.webkitUserSelect="",n.style.MozUserSelect="",n.style.pointerEvents="",r.style.userSelect="",r.style.webkitUserSelect="",r.style.MozUserSelect="",r.style.pointerEvents="",t.gutter.style.cursor="",t.parent.style.cursor=""}function S(t){var i=this,r=E[i.a].element,o=E[i.b].element;!i.dragging&&c.onDragStart&&c.onDragStart(),t.preventDefault(),i.dragging=!0,i.move=m.bind(i),i.stop=d.bind(i),e[n]("mouseup",i.stop),e[n]("touchend",i.stop),e[n]("touchcancel",i.stop),i.parent[n]("mousemove",i.move),i.parent[n]("touchmove",i.move),r[n]("selectstart",s),r[n]("dragstart",s),o[n]("selectstart",s),o[n]("dragstart",s),r.style.userSelect="none",r.style.webkitUserSelect="none",r.style.MozUserSelect="none",r.style.pointerEvents="none",o.style.userSelect="none",o.style.webkitUserSelect="none",o.style.MozUserSelect="none",o.style.pointerEvents="none",i.gutter.style.cursor=j,i.parent.style.cursor=j,g.call(i)}function v(e){e.forEach(function(t,n){if(n>0){var i=F[n-1],r=E[i.a],s=E[i.b];r.size=e[n-1],s.size=t,z(r.element,r.size,i.aGutterSize),z(s.element,s.size,i.bGutterSize)}})}function p(){F.forEach(function(e){e.parent.removeChild(e.gutter),E[e.a].element.style[y]="",E[e.b].element.style[y]=""})}void 0===c&&(c={});var y,b,G,E,w=l(u[0]).parentNode,D=e.getComputedStyle(w).flexDirection,U=c.sizes||u.map(function(){return 100/u.length}),k=void 0!==c.minSize?c.minSize:100,x=Array.isArray(k)?k:u.map(function(){return k}),L=void 0!==c.gutterSize?c.gutterSize:10,M=void 0!==c.snapOffset?c.snapOffset:30,O=c.direction||"horizontal",j=c.cursor||("horizontal"===O?"ew-resize":"ns-resize"),C=c.gutter||function(e,n){var i=t.createElement("div");return i.className="gutter gutter-"+n,i},A=c.elementStyle||function(e,t,n){var i={};return"string"==typeof t||t instanceof String?i[e]=t:i[e]=o?t+"%":a+"("+t+"% - "+n+"px)",i},B=c.gutterStyle||function(e,t){return n={},n[e]=t+"px",n;var n};"horizontal"===O?(y="width","clientWidth",b="clientX",G="left","paddingLeft"):"vertical"===O&&(y="height","clientHeight",b="clientY",G="top","paddingTop");var F=[];return E=u.map(function(e,t){var i,s={element:l(e),size:U[t],minSize:x[t]};if(t>0&&(i={a:t-1,b:t,dragging:!1,isFirst:1===t,isLast:t===u.length-1,direction:O,parent:w},i.aGutterSize=L,i.bGutterSize=L,i.isFirst&&(i.aGutterSize=L/2),i.isLast&&(i.bGutterSize=L/2),"row-reverse"===D||"column-reverse"===D)){var a=i.a;i.a=i.b,i.b=a}if(!o&&t>0){var c=C(t,O);h(c,L),c[n]("mousedown",S.bind(i)),c[n]("touchstart",S.bind(i)),w.insertBefore(c,s.element),i.gutter=c}0===t||t===u.length-1?z(s.element,s.size,L/2):z(s.element,s.size,L);var f=s.element[r]()[y];return f<s.minSize&&(s.minSize=f),t>0&&F.push(i),s}),o?{setSizes:v,destroy:p}:{setSizes:v,getSizes:function(){return E.map(function(e){return e.size})},collapse:function(e){if(e===F.length){var t=F[e-1];g.call(t),o||f.call(t,t.size-t.bGutterSize)}else{var n=F[e];g.call(n),o||f.call(n,n.aGutterSize)}},destroy:p}}});
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
+// This work is free. You can redistribute it and/or modify it
+// under the terms of the WTFPL, Version 2
+// For more information see LICENSE.txt or http://www.wtfpl.net/
+//
+// For more information, the home page:
+// http://pieroxy.net/blog/pages/lz-string/testing.html
+//
+// LZ-based compression algorithm, version 1.4.4
+var LZString=function(){var o=String.fromCharCode,i={};var n={decompressFromBase64:function(o){return null==o?"":""==o?null:n._decompress(o.length,32,function(n){return function(o,n){if(!i[o]){i[o]={};for(var t=0;t<o.length;t++)i[o][o.charAt(t)]=t}return i[o][n]}("ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",o.charAt(n))})},_decompress:function(i,n,t){var r,e,a,s,p,u,l,f=[],c=4,d=4,h=3,v="",g=[],m={val:t(0),position:n,index:1};for(r=0;r<3;r+=1)f[r]=r;for(a=0,p=Math.pow(2,2),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 2:return""}for(f[3]=l,e=l,g.push(l);;){if(m.index>i)return"";for(a=0,p=Math.pow(2,h),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(l=a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 2:return g.join("")}if(0==c&&(c=Math.pow(2,h),h++),f[l])v=f[l];else{if(l!==d)return null;v=e+e.charAt(0)}g.push(v),f[d++]=e+v.charAt(0),e=v,0==--c&&(c=Math.pow(2,h),h++)}}};return n}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+/*!
+ * PEP v0.4.3 | https://github.com/jquery/PEP
+ * Copyright jQuery Foundation and other contributors | http://jquery.org/license
+ */
+!function(a,b){"object"==typeof exports&&"undefined"!=typeof module?module.exports=b():"function"==typeof define&&define.amd?define(b):a.PointerEventsPolyfill=b()}(this,function(){"use strict";function a(a,b){b=b||Object.create(null);var c=document.createEvent("Event");c.initEvent(a,b.bubbles||!1,b.cancelable||!1);
+for(var d,e=2;e<m.length;e++)d=m[e],c[d]=b[d]||n[e];c.buttons=b.buttons||0;
+var f=0;return f=b.pressure&&c.buttons?b.pressure:c.buttons?.5:0,c.x=c.clientX,c.y=c.clientY,c.pointerId=b.pointerId||0,c.width=b.width||0,c.height=b.height||0,c.pressure=f,c.tiltX=b.tiltX||0,c.tiltY=b.tiltY||0,c.twist=b.twist||0,c.tangentialPressure=b.tangentialPressure||0,c.pointerType=b.pointerType||"",c.hwTimestamp=b.hwTimestamp||0,c.isPrimary=b.isPrimary||!1,c}function b(){this.array=[],this.size=0}function c(a,b,c,d){this.addCallback=a.bind(d),this.removeCallback=b.bind(d),this.changedCallback=c.bind(d),A&&(this.observer=new A(this.mutationWatcher.bind(this)))}function d(a){return"body /shadow-deep/ "+e(a)}function e(a){return'[touch-action="'+a+'"]'}function f(a){return"{ -ms-touch-action: "+a+"; touch-action: "+a+"; }"}function g(){if(F){D.forEach(function(a){String(a)===a?(E+=e(a)+f(a)+"\n",G&&(E+=d(a)+f(a)+"\n")):(E+=a.selectors.map(e)+f(a.rule)+"\n",G&&(E+=a.selectors.map(d)+f(a.rule)+"\n"))});var a=document.createElement("style");a.textContent=E,document.head.appendChild(a)}}function h(){if(!window.PointerEvent){if(window.PointerEvent=a,window.navigator.msPointerEnabled){var b=window.navigator.msMaxTouchPoints;Object.defineProperty(window.navigator,"maxTouchPoints",{value:b,enumerable:!0}),u.registerSource("ms",_)}else Object.defineProperty(window.navigator,"maxTouchPoints",{value:0,enumerable:!0}),u.registerSource("mouse",N),void 0!==window.ontouchstart&&u.registerSource("touch",V);u.register(document)}}function i(a){if(!u.pointermap.has(a)){var b=new Error("InvalidPointerId");throw b.name="InvalidPointerId",b}}function j(a){for(var b=a.parentNode;b&&b!==a.ownerDocument;)b=b.parentNode;if(!b){var c=new Error("InvalidStateError");throw c.name="InvalidStateError",c}}function k(a){var b=u.pointermap.get(a);return 0!==b.buttons}function l(){window.Element&&!Element.prototype.setPointerCapture&&Object.defineProperties(Element.prototype,{setPointerCapture:{value:W},releasePointerCapture:{value:X},hasPointerCapture:{value:Y}})}
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+b.register.call(b,a)},unregister:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
+b.unregister.call(b,a)},contains:function(a,b){try{return a.contains(b)}catch(c){return!1}},down:function(a){a.bubbles=!0,this.fireEvent("pointerdown",a)},move:function(a){a.bubbles=!0,this.fireEvent("pointermove",a)},up:function(a){a.bubbles=!0,this.fireEvent("pointerup",a)},enter:function(a){a.bubbles=!1,this.fireEvent("pointerenter",a)},leave:function(a){a.bubbles=!1,this.fireEvent("pointerleave",a)},over:function(a){a.bubbles=!0,this.fireEvent("pointerover",a)},out:function(a){a.bubbles=!0,this.fireEvent("pointerout",a)},cancel:function(a){a.bubbles=!0,this.fireEvent("pointercancel",a)},leaveOut:function(a){this.out(a),this.propagate(a,this.leave,!1)},enterOver:function(a){this.over(a),this.propagate(a,this.enter,!0)},eventHandler:function(a){if(!a._handledByPE){var b=a.type,c=this.eventMap&&this.eventMap[b];c&&c(a),a._handledByPE=!0}},listen:function(a,b){b.forEach(function(b){this.addEvent(a,b)},this)},unlisten:function(a,b){b.forEach(function(b){this.removeEvent(a,b)},this)},addEvent:function(a,b){a.addEventListener(b,this.boundHandler)},removeEvent:function(a,b){a.removeEventListener(b,this.boundHandler)},makeEvent:function(b,c){this.captureInfo[c.pointerId]&&(c.relatedTarget=null);var d=new a(b,c);return c.preventDefault&&(d.preventDefault=c.preventDefault),d._target=d._target||c.target,d},fireEvent:function(a,b){var c=this.makeEvent(a,b);return this.dispatchEvent(c)},cloneEvent:function(a){for(var b,c=Object.create(null),d=0;d<q.length;d++)b=q[d],c[b]=a[b]||r[d],!t||"target"!==b&&"relatedTarget"!==b||c[b]instanceof SVGElementInstance&&(c[b]=c[b].correspondingUseElement);return a.preventDefault&&(c.preventDefault=function(){a.preventDefault()}),c},getTarget:function(a){var b=this.captureInfo[a.pointerId];return b?a._target!==b&&a.type in s?void 0:b:a._target},propagate:function(a,b,c){for(var d=a.target,e=[];d!==document&&!d.contains(a.relatedTarget);) if(e.push(d),d=d.parentNode,!d)return;c&&e.reverse(),e.forEach(function(c){a.target=c,b.call(this,a)},this)},setCapture:function(b,c,d){this.captureInfo[b]&&this.releaseCapture(b,d),this.captureInfo[b]=c,this.implicitRelease=this.releaseCapture.bind(this,b,d),document.addEventListener("pointerup",this.implicitRelease),document.addEventListener("pointercancel",this.implicitRelease);var e=new a("gotpointercapture");e.pointerId=b,e._target=c,d||this.asyncDispatchEvent(e)},releaseCapture:function(b,c){var d=this.captureInfo[b];if(d){this.captureInfo[b]=void 0,document.removeEventListener("pointerup",this.implicitRelease),document.removeEventListener("pointercancel",this.implicitRelease);var e=new a("lostpointercapture");e.pointerId=b,e._target=d,c||this.asyncDispatchEvent(e)}},dispatchEvent:/*scope.external.dispatchEvent || */function(a){var b=this.getTarget(a);if(b)return b.dispatchEvent(a)},asyncDispatchEvent:function(a){requestAnimationFrame(this.dispatchEvent.bind(this,a))}};u.boundHandler=u.eventHandler.bind(u);var v={shadow:function(a){if(a)return a.shadowRoot||a.webkitShadowRoot},canTarget:function(a){return a&&Boolean(a.elementFromPoint)},targetingShadow:function(a){var b=this.shadow(a);if(this.canTarget(b))return b},olderShadow:function(a){var b=a.olderShadowRoot;if(!b){var c=a.querySelector("shadow");c&&(b=c.olderShadowRoot)}return b},allShadows:function(a){for(var b=[],c=this.shadow(a);c;)b.push(c),c=this.olderShadow(c);return b},searchRoot:function(a,b,c){if(a){var d,e,f=a.elementFromPoint(b,c);for(e=this.targetingShadow(f);e;){if(d=e.elementFromPoint(b,c)){var g=this.targetingShadow(d);return this.searchRoot(g,b,c)||d} e=this.olderShadow(e)} return f}},owner:function(a){
+for(var b=a;b.parentNode;)b=b.parentNode;
+return b.nodeType!==Node.DOCUMENT_NODE&&b.nodeType!==Node.DOCUMENT_FRAGMENT_NODE&&(b=document),b},findTarget:function(a){var b=a.clientX,c=a.clientY,d=this.owner(a.target);
+return d.elementFromPoint(b,c)||(d=document),this.searchRoot(d,b,c)}},w=Array.prototype.forEach.call.bind(Array.prototype.forEach),x=Array.prototype.map.call.bind(Array.prototype.map),y=Array.prototype.slice.call.bind(Array.prototype.slice),z=Array.prototype.filter.call.bind(Array.prototype.filter),A=window.MutationObserver||window.WebKitMutationObserver,B="[touch-action]",C={subtree:!0,childList:!0,attributes:!0,attributeOldValue:!0,attributeFilter:["touch-action"]};c.prototype={watchSubtree:function(a){
+//
+this.observer&&v.canTarget(a)&&this.observer.observe(a,C)},enableOnSubtree:function(a){this.watchSubtree(a),a===document&&"complete"!==document.readyState?this.installOnLoad():this.installNewSubtree(a)},installNewSubtree:function(a){w(this.findElements(a),this.addElement,this)},findElements:function(a){return a.querySelectorAll?a.querySelectorAll(B):[]},removeElement:function(a){this.removeCallback(a)},addElement:function(a){this.addCallback(a)},elementChanged:function(a,b){this.changedCallback(a,b)},concatLists:function(a,b){return a.concat(y(b))},
+installOnLoad:function(){document.addEventListener("readystatechange",function(){"complete"===document.readyState&&this.installNewSubtree(document)}.bind(this))},isElement:function(a){return a.nodeType===Node.ELEMENT_NODE},flattenMutationTree:function(a){
+var b=x(a,this.findElements,this);
+return b.push(z(a,this.isElement)),b.reduce(this.concatLists,[])},mutationWatcher:function(a){a.forEach(this.mutationHandler,this)},mutationHandler:function(a){if("childList"===a.type){var b=this.flattenMutationTree(a.addedNodes);b.forEach(this.addElement,this);var c=this.flattenMutationTree(a.removedNodes);c.forEach(this.removeElement,this)}else"attributes"===a.type&&this.elementChanged(a.target,a.oldValue)}};var D=["none","auto","pan-x","pan-y",{rule:"pan-x pan-y",selectors:["pan-x pan-y","pan-y pan-x"]}],E="",F=window.PointerEvent||window.MSPointerEvent,G=!window.ShadowDOMPolyfill&&document.head.createShadowRoot,H=u.pointermap,I=25,J=[1,4,2,8,16],K=!1;try{K=1===new MouseEvent("test",{buttons:1}).buttons}catch(L){}
+var M,N={POINTER_ID:1,POINTER_TYPE:"mouse",events:["mousedown","mousemove","mouseup","mouseover","mouseout"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},lastTouches:[],
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+var h=Math.abs(d-b.x),i=Math.abs(e-b.y);if(h<=I&&i<=I)return!0}},prepareEvent:function(a){var b=u.cloneEvent(a),c=b.preventDefault;return b.preventDefault=function(){a.preventDefault(),c()},b.pointerId=this.POINTER_ID,b.isPrimary=!0,b.pointerType=this.POINTER_TYPE,b},prepareButtonsForMove:function(a,b){var c=H.get(this.POINTER_ID);
+0!==b.which&&c?a.buttons=c.buttons:a.buttons=0,b.buttons=a.buttons},mousedown:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);K||(c.buttons=J[c.button],b&&(c.buttons|=b.buttons),a.buttons=c.buttons),H.set(this.POINTER_ID,a),b&&0!==b.buttons?u.move(c):u.down(c)}},mousemove:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.move(b)}},mouseup:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);if(!K){var d=J[c.button];
+c.buttons=b?b.buttons&~d:0,a.buttons=c.buttons}H.set(this.POINTER_ID,a),
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+Q(a).forEach(function(a){a._scrollType=c,u.listen(a,this.events)},this))},elementRemoved:function(a){a._scrollType=void 0,u.unlisten(a,this.events),
+Q(a).forEach(function(a){a._scrollType=void 0,u.unlisten(a,this.events)},this)},elementChanged:function(a,b){var c=a.getAttribute(U),d=this.touchActionToScrollType(c),e=this.touchActionToScrollType(b);
+d&&e?(a._scrollType=d,Q(a).forEach(function(a){a._scrollType=d},this)):e?this.elementRemoved(a):d&&this.elementAdded(a)},scrollTypes:{EMITTER:"none",XSCROLLER:"pan-x",YSCROLLER:"pan-y",SCROLLER:/^(?:pan-x pan-y)|(?:pan-y pan-x)|auto$/},touchActionToScrollType:function(a){var b=a,c=this.scrollTypes;return"none"===b?"none":b===c.XSCROLLER?"X":b===c.YSCROLLER?"Y":c.SCROLLER.exec(b)?"XY":void 0},POINTER_TYPE:"touch",firstTouch:null,isPrimaryTouch:function(a){return this.firstTouch===a.identifier},setPrimaryTouch:function(a){
+(0===R.size||1===R.size&&R.has(1))&&(this.firstTouch=a.identifier,this.firstXY={X:a.clientX,Y:a.clientY},this.scrolling=!1,this.cancelResetClickCount())},removePrimaryPointer:function(a){a.isPrimary&&(this.firstTouch=null,this.firstXY=null,this.resetClickCount())},clickCount:0,resetId:null,resetClickCount:function(){var a=function(){this.clickCount=0,this.resetId=null}.bind(this);this.resetId=setTimeout(a,T)},cancelResetClickCount:function(){this.resetId&&clearTimeout(this.resetId)},typeToButtons:function(a){var b=0;return"touchstart"!==a&&"touchmove"!==a||(b=1),b},touchToPointer:function(a){var b=this.currentTouchEvent,c=u.cloneEvent(a),d=c.pointerId=a.identifier+2;c.target=O[d]||P(c),c.bubbles=!0,c.cancelable=!0,c.detail=this.clickCount,c.button=0,c.buttons=this.typeToButtons(b.type),c.width=2*(a.radiusX||a.webkitRadiusX||0),c.height=2*(a.radiusY||a.webkitRadiusY||0),c.pressure=a.force||a.webkitForce||.5,c.isPrimary=this.isPrimaryTouch(a),c.pointerType=this.POINTER_TYPE,
+c.altKey=b.altKey,c.ctrlKey=b.ctrlKey,c.metaKey=b.metaKey,c.shiftKey=b.shiftKey;
+var e=this;return c.preventDefault=function(){e.scrolling=!1,e.firstXY=null,b.preventDefault()},c},processTouches:function(a,b){var c=a.changedTouches;this.currentTouchEvent=a;for(var d,e=0;e<c.length;e++)d=c[e],b.call(this,this.touchToPointer(d))},
+shouldScroll:function(a){if(this.firstXY){var b,c=a.currentTarget._scrollType;if("none"===c)
+b=!1;else if("XY"===c)
+b=!0;else{var d=a.changedTouches[0],e=c,f="Y"===c?"X":"Y",g=Math.abs(d["client"+e]-this.firstXY[e]),h=Math.abs(d["client"+f]-this.firstXY[f]);
+b=g>=h}return this.firstXY=null,b}},findTouch:function(a,b){for(var c,d=0,e=a.length;d<e&&(c=a[d]);d++)if(c.identifier===b)return!0},
+vacuumTouches:function(a){var b=a.touches;
+if(R.size>=b.length){var c=[];R.forEach(function(a,d){
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+if(c){var d=c.out,e=c.outTarget;u.move(b),d&&e!==b.target&&(d.relatedTarget=b.target,b.relatedTarget=e,
+d.target=e,b.target?(u.leaveOut(d),u.enterOver(b)):(
+b.target=e,b.relatedTarget=null,this.cancelOut(b))),c.out=b,c.outTarget=b.target}},touchend:function(a){this.dedupSynthMouse(a),this.processTouches(a,this.upOut)},upOut:function(a){this.scrolling||(u.up(a),u.leaveOut(a)),this.cleanUpPointer(a)},touchcancel:function(a){this.processTouches(a,this.cancelOut)},cancelOut:function(a){u.cancel(a),u.leaveOut(a),this.cleanUpPointer(a)},cleanUpPointer:function(a){R["delete"](a.pointerId),this.removePrimaryPointer(a)},
+dedupSynthMouse:function(a){var b=N.lastTouches,c=a.changedTouches[0];
+if(this.isPrimaryTouch(c)){
+var d={x:c.clientX,y:c.clientY};b.push(d);var e=function(a,b){var c=a.indexOf(b);c>-1&&a.splice(c,1)}.bind(null,b,d);setTimeout(e,S)}}};M=new c(V.elementAdded,V.elementRemoved,V.elementChanged,V);var W,X,Y,Z=u.pointermap,$=window.MSPointerEvent&&"number"==typeof window.MSPointerEvent.MSPOINTER_TYPE_MOUSE,_={events:["MSPointerDown","MSPointerMove","MSPointerUp","MSPointerOut","MSPointerOver","MSPointerCancel","MSGotPointerCapture","MSLostPointerCapture"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},POINTER_TYPES:["","unavailable","touch","pen","mouse"],prepareEvent:function(a){var b=a;return $&&(b=u.cloneEvent(a),b.pointerType=this.POINTER_TYPES[a.pointerType]),b},cleanup:function(a){Z["delete"](a)},MSPointerDown:function(a){Z.set(a.pointerId,a);var b=this.prepareEvent(a);u.down(b)},MSPointerMove:function(a){var b=this.prepareEvent(a);u.move(b)},MSPointerUp:function(a){var b=this.prepareEvent(a);u.up(b),this.cleanup(a.pointerId)},MSPointerOut:function(a){var b=this.prepareEvent(a);u.leaveOut(b)},MSPointerOver:function(a){var b=this.prepareEvent(a);u.enterOver(b)},MSPointerCancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.cleanup(a.pointerId)},MSLostPointerCapture:function(a){var b=u.makeEvent("lostpointercapture",a);u.dispatchEvent(b)},MSGotPointerCapture:function(a){var b=u.makeEvent("gotpointercapture",a);u.dispatchEvent(b)}},aa=window.navigator;aa.msPointerEnabled?(W=function(a){i(a),j(this),k(a)&&(u.setCapture(a,this,!0),this.msSetPointerCapture(a))},X=function(a){i(a),u.releaseCapture(a,!0),this.msReleasePointerCapture(a)}):(W=function(a){i(a),j(this),k(a)&&u.setCapture(a,this)},X=function(a){i(a),u.releaseCapture(a)}),Y=function(a){return!!u.captureInfo[a]},g(),h(),l();var ba={dispatcher:u,Installer:c,PointerEvent:a,PointerMap:p,targetFinding:v};return ba});
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+var config = {"dark_mode": true, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": true, "redraw_on_drag": true, "board_rotation": -18, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "fields": ["Value", "Footprint"]}
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+var pcbdata = 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"))
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+/* Utility functions */
+
+var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
+  pcbdata.metadata.revision + '__#';
+var storage;
+
+function initStorage(key) {
+  try {
+    window.localStorage.getItem("blank");
+    storage = window.localStorage;
+  } catch (e) {
+    // localStorage not available
+  }
+  if (!storage) {
+    try {
+      window.sessionStorage.getItem("blank");
+      storage = window.sessionStorage;
+    } catch (e) {
+      // sessionStorage also not available
+    }
+  }
+}
+
+function readStorage(key) {
+  if (storage) {
+    return storage.getItem(storagePrefix + key);
+  } else {
+    return null;
+  }
+}
+
+function writeStorage(key, value) {
+  if (storage) {
+    storage.setItem(storagePrefix + key, value);
+  }
+}
+
+function fancyDblClickHandler(el, onsingle, ondouble) {
+  return function() {
+    if (el.getAttribute("data-dblclick") == null) {
+      el.setAttribute("data-dblclick", 1);
+      setTimeout(function() {
+        if (el.getAttribute("data-dblclick") == 1) {
+          onsingle();
+        }
+        el.removeAttribute("data-dblclick");
+      }, 200);
+    } else {
+      el.removeAttribute("data-dblclick");
+      ondouble();
+    }
+  }
+}
+
+function smoothScrollToRow(rowid) {
+  document.getElementById(rowid).scrollIntoView({
+    behavior: "smooth",
+    block: "center",
+    inline: "nearest"
+  });
+}
+
+function focusInputField(input) {
+  input.scrollIntoView(false);
+  input.focus();
+  input.select();
+}
+
+function copyToClipboard() {
+  var text = '';
+  for (var node of bomhead.childNodes[0].childNodes) {
+    if (node.firstChild) {
+      text = text + node.firstChild.nodeValue;
+    }
+    if (node != bomhead.childNodes[0].lastChild) {
+      text += '\t';
+    }
+  }
+  text += '\n';
+  for (var row of bombody.childNodes) {
+    for (var cell of row.childNodes) {
+      for (var node of cell.childNodes) {
+        if (node.nodeName == "INPUT") {
+          if (node.checked) {
+            text = text + '✓';
+          }
+        } else if (node.nodeName == "MARK") {
+          text = text + node.firstChild.nodeValue;
+        } else {
+          text = text + node.nodeValue;
+        }
+      }
+      if (cell != row.lastChild) {
+        text += '\t';
+      }
+    }
+    text += '\n';
+  }
+  var textArea = document.createElement("textarea");
+  textArea.classList.add('clipboard-temp');
+  textArea.value = text;
+
+  document.body.appendChild(textArea);
+  textArea.focus();
+  textArea.select();
+
+  try {
+    if (document.execCommand('copy')) {
+      console.log('Bom copied to clipboard.');
+    }
+  } catch (err) {
+    console.log('Can not copy to clipboard.');
+  }
+
+  document.body.removeChild(textArea);
+}
+
+function removeGutterNode(node) {
+  for (var i = 0; i < node.childNodes.length; i++) {
+    if (node.childNodes[i].classList &&
+      node.childNodes[i].classList.contains("gutter")) {
+      node.removeChild(node.childNodes[i]);
+      break;
+    }
+  }
+}
+
+function cleanGutters() {
+  removeGutterNode(document.getElementById("bot"));
+  removeGutterNode(document.getElementById("canvasdiv"));
+}
+
+var units = {
+  prefixes: {
+    giga: ["G", "g", "giga", "Giga", "GIGA"],
+    mega: ["M", "mega", "Mega", "MEGA"],
+    kilo: ["K", "k", "kilo", "Kilo", "KILO"],
+    milli: ["m", "milli", "Milli", "MILLI"],
+    micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
+    nano: ["N", "n", "nano", "Nano", "NANO"],
+    pico: ["P", "p", "pico", "Pico", "PICO"],
+  },
+  unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
+  unitsLong: [
+    "OHM", "Ohm", "ohm", "ohms",
+    "FARAD", "Farad", "farad",
+    "HENRY", "Henry", "henry"
+  ],
+  getMultiplier: function(s) {
+    if (this.prefixes.giga.includes(s)) return 1e9;
+    if (this.prefixes.mega.includes(s)) return 1e6;
+    if (this.prefixes.kilo.includes(s)) return 1e3;
+    if (this.prefixes.milli.includes(s)) return 1e-3;
+    if (this.prefixes.micro.includes(s)) return 1e-6;
+    if (this.prefixes.nano.includes(s)) return 1e-9;
+    if (this.prefixes.pico.includes(s)) return 1e-12;
+    return 1;
+  },
+  valueRegex: null,
+}
+
+function initUtils() {
+  var allPrefixes = units.prefixes.giga
+    .concat(units.prefixes.mega)
+    .concat(units.prefixes.kilo)
+    .concat(units.prefixes.milli)
+    .concat(units.prefixes.micro)
+    .concat(units.prefixes.nano)
+    .concat(units.prefixes.pico);
+  var allUnits = units.unitsShort.concat(units.unitsLong);
+  units.valueRegex = new RegExp("^([0-9\.]+)" +
+    "\\s*(" + allPrefixes.join("|") + ")?" +
+    "(" + allUnits.join("|") + ")?" +
+    "(\\b.*)?$", "");
+  units.valueAltRegex = new RegExp("^([0-9]*)" +
+    "(" + units.unitsShort.join("|") + ")?" +
+    "([GgMmKkUuNnPp])?" +
+    "([0-9]*)" +
+    "(\\b.*)?$", "");
+  if (config.fields.includes("Value")) {
+    var index = config.fields.indexOf("Value");
+    pcbdata.bom["parsedValues"] = {};
+    for (var id in pcbdata.bom.fields) {
+      pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index])
+    }
+  }
+}
+
+function parseValue(val, ref) {
+  var inferUnit = (unit, ref) => {
+    if (unit) {
+      unit = unit.toLowerCase();
+      if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
+        unit = 'r';
+      }
+      unit = unit[0];
+    } else {
+      ref = /^([a-z]+)\d+$/i.exec(ref);
+      if (ref) {
+        ref = ref[1].toLowerCase();
+        if (ref == "c") unit = 'f';
+        else if (ref == "l") unit = 'h';
+        else if (ref == "r" || ref == "rv") unit = 'r';
+        else unit = null;
+      }
+    }
+    return unit;
+  };
+  val = val.replace(/,/g, "");
+  var match = units.valueRegex.exec(val);
+  var unit;
+  if (match) {
+    val = parseFloat(match[1]);
+    if (match[2]) {
+      val = val * units.getMultiplier(match[2]);
+    }
+    unit = inferUnit(match[3], ref);
+    if (!unit) return null;
+    else return {
+      val: val,
+      unit: unit,
+      extra: match[4],
+    }
+  }
+  match = units.valueAltRegex.exec(val);
+  if (match && (match[1] || match[4])) {
+    val = parseFloat(match[1] + "." + match[4]);
+    if (match[3]) {
+      val = val * units.getMultiplier(match[3]);
+    }
+    unit = inferUnit(match[2], ref);
+    if (!unit) return null;
+    else return {
+      val: val,
+      unit: unit,
+      extra: match[5],
+    }
+  }
+  return null;
+}
+
+function valueCompare(a, b, stra, strb) {
+  if (a === null && b === null) {
+    // Failed to parse both values, compare them as strings.
+    if (stra != strb) return stra > strb ? 1 : -1;
+    else return 0;
+  } else if (a === null) {
+    return 1;
+  } else if (b === null) {
+    return -1;
+  } else {
+    if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
+    else if (a.val != b.val) return a.val > b.val ? 1 : -1;
+    else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
+    else return 0;
+  }
+}
+
+function validateSaveImgDimension(element) {
+  var valid = false;
+  var intValue = 0;
+  if (/^[1-9]\d*$/.test(element.value)) {
+    intValue = parseInt(element.value);
+    if (intValue <= 16000) {
+      valid = true;
+    }
+  }
+  if (valid) {
+    element.classList.remove("invalid");
+  } else {
+    element.classList.add("invalid");
+  }
+  return intValue;
+}
+
+function saveImage(layer) {
+  var width = validateSaveImgDimension(document.getElementById("render-save-width"));
+  var height = validateSaveImgDimension(document.getElementById("render-save-height"));
+  var bgcolor = null;
+  if (!document.getElementById("render-save-transparent").checked) {
+    var style = getComputedStyle(topmostdiv);
+    bgcolor = style.getPropertyValue("background-color");
+  }
+  if (!width || !height) return;
+
+  // Prepare image
+  var canvas = document.createElement("canvas");
+  var layerdict = {
+    transform: {
+      x: 0,
+      y: 0,
+      s: 1,
+      panx: 0,
+      pany: 0,
+      zoom: 1,
+    },
+    bg: canvas,
+    fab: canvas,
+    silk: canvas,
+    highlight: canvas,
+    layer: layer,
+  }
+  // Do the rendering
+  recalcLayerScale(layerdict, width, height);
+  prepareLayer(layerdict);
+  clearCanvas(canvas, bgcolor);
+  drawBackground(layerdict, false);
+  drawHighlightsOnLayer(layerdict, false);
+
+  // Save image
+  var imgdata = canvas.toDataURL("image/png");
+
+  var filename = pcbdata.metadata.title;
+  if (pcbdata.metadata.revision) {
+    filename += `.${pcbdata.metadata.revision}`;
+  }
+  filename += `.${layer}.png`;
+  saveFile(filename, dataURLtoBlob(imgdata));
+}
+
+function saveSettings() {
+  var data = {
+    type: "InteractiveHtmlBom settings",
+    version: 1,
+    pcbmetadata: pcbdata.metadata,
+    settings: settings,
+  }
+  var blob = new Blob([JSON.stringify(data, null, 4)], {
+    type: "application/json"
+  });
+  saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
+}
+
+function loadSettings() {
+  var input = document.createElement("input");
+  input.type = "file";
+  input.accept = ".settings.json";
+  input.onchange = function(e) {
+    var file = e.target.files[0];
+    var reader = new FileReader();
+    reader.onload = readerEvent => {
+      var content = readerEvent.target.result;
+      var newSettings;
+      try {
+        newSettings = JSON.parse(content);
+      } catch (e) {
+        alert("Selected file is not InteractiveHtmlBom settings file.");
+        return;
+      }
+      if (newSettings.type != "InteractiveHtmlBom settings") {
+        alert("Selected file is not InteractiveHtmlBom settings file.");
+        return;
+      }
+      var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
+      if (metadataMatches) {
+        for (var k in pcbdata.metadata) {
+          if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
+            metadataMatches = false;
+          }
+        }
+      }
+      if (!metadataMatches) {
+        var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
+        var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
+        if (!confirm(
+            `Settins file metadata does not match current metadata.\n\n` +
+            `Page metadata:\n${currentMetadata}\n\n` +
+            `Settings file metadata:\n${fileMetadata}\n\n` +
+            `Press OK if you would like to import settings anyway.`)) {
+          return;
+        }
+      }
+      overwriteSettings(newSettings.settings);
+    }
+    reader.readAsText(file, 'UTF-8');
+  }
+  input.click();
+}
+
+function overwriteSettings(newSettings) {
+  initDone = false;
+  Object.assign(settings, newSettings);
+  writeStorage("bomlayout", settings.bomlayout);
+  writeStorage("bommode", settings.bommode);
+  writeStorage("canvaslayout", settings.canvaslayout);
+  writeStorage("bomCheckboxes", settings.checkboxes.join(","));
+  document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
+  for (var checkbox of settings.checkboxes) {
+    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
+  }
+  writeStorage("markWhenChecked", settings.markWhenChecked);
+  padsVisible(settings.renderPads);
+  document.getElementById("padsCheckbox").checked = settings.renderPads;
+  fabricationVisible(settings.renderFabrication);
+  document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
+  silkscreenVisible(settings.renderSilkscreen);
+  document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
+  referencesVisible(settings.renderReferences);
+  document.getElementById("referencesCheckbox").checked = settings.renderReferences;
+  valuesVisible(settings.renderValues);
+  document.getElementById("valuesCheckbox").checked = settings.renderValues;
+  tracksVisible(settings.renderTracks);
+  document.getElementById("tracksCheckbox").checked = settings.renderTracks;
+  zonesVisible(settings.renderZones);
+  document.getElementById("zonesCheckbox").checked = settings.renderZones;
+  dnpOutline(settings.renderDnpOutline);
+  document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
+  setRedrawOnDrag(settings.redrawOnDrag);
+  document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
+  setDarkMode(settings.darkMode);
+  document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
+  setHighlightPin1(settings.highlightpin1);
+  document.getElementById("highlightpin1Checkbox").checked = settings.highlightpin1;
+  showFootprints(settings.show_footprints);
+  writeStorage("boardRotation", settings.boardRotation);
+  document.getElementById("boardRotation").value = settings.boardRotation / 5;
+  document.getElementById("rotationDegree").textContent = settings.boardRotation;
+  initDone = true;
+  prepCheckboxes();
+  changeBomLayout(settings.bomlayout);
+}
+
+function saveFile(filename, blob) {
+  var link = document.createElement("a");
+  var objurl = URL.createObjectURL(blob);
+  link.download = filename;
+  link.href = objurl;
+  link.click();
+}
+
+function dataURLtoBlob(dataurl) {
+  var arr = dataurl.split(','),
+    mime = arr[0].match(/:(.*?);/)[1],
+    bstr = atob(arr[1]),
+    n = bstr.length,
+    u8arr = new Uint8Array(n);
+  while (n--) {
+    u8arr[n] = bstr.charCodeAt(n);
+  }
+  return new Blob([u8arr], {
+    type: mime
+  });
+}
+
+var settings = {
+  canvaslayout: "default",
+  bomlayout: "default",
+  bommode: "grouped",
+  checkboxes: [],
+  checkboxStoredRefs: {},
+  darkMode: false,
+  highlightpin1: false,
+  redrawOnDrag: true,
+  boardRotation: 0,
+  renderPads: true,
+  renderReferences: true,
+  renderValues: true,
+  renderSilkscreen: true,
+  renderFabrication: true,
+  renderDnpOutline: false,
+  renderTracks: true,
+  renderZones: true,
+  columnOrder: [],
+  hiddenColumns: [],
+}
+
+function initDefaults() {
+  settings.bomlayout = readStorage("bomlayout");
+  if (settings.bomlayout === null) {
+    settings.bomlayout = config.bom_view;
+  }
+  if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
+    settings.bomlayout = config.bom_view;
+  }
+  settings.bommode = readStorage("bommode");
+  if (settings.bommode === null) {
+    settings.bommode = "grouped";
+  }
+  if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
+    settings.bommode = "grouped";
+  }
+  settings.canvaslayout = readStorage("canvaslayout");
+  if (settings.canvaslayout === null) {
+    settings.canvaslayout = config.layer_view;
+  }
+  var bomCheckboxes = readStorage("bomCheckboxes");
+  if (bomCheckboxes === null) {
+    bomCheckboxes = config.checkboxes;
+  }
+  settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
+  document.getElementById("bomCheckboxes").value = bomCheckboxes;
+
+  settings.markWhenChecked = readStorage("markWhenChecked") || "";
+  populateMarkWhenCheckedOptions();
+
+  function initBooleanSetting(storageString, def, elementId, func) {
+    var b = readStorage(storageString);
+    if (b === null) {
+      b = def;
+    } else {
+      b = (b == "true");
+    }
+    document.getElementById(elementId).checked = b;
+    func(b);
+  }
+
+  initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
+  initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
+  initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
+  initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
+  initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
+  if ("tracks" in pcbdata) {
+    initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
+    initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
+  } else {
+    document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
+    tracksVisible(false);
+    zonesVisible(false);
+  }
+  initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
+  initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
+  initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);
+  initBooleanSetting("highlightpin1", config.highlight_pin1, "highlightpin1Checkbox", setHighlightPin1);
+
+  var fields = ["checkboxes", "References"].concat(config.fields).concat(["Quantity"]);
+  var hcols = JSON.parse(readStorage("hiddenColumns"));
+  if (hcols === null) {
+    hcols = [];
+  }
+  settings.hiddenColumns = hcols.filter(e => fields.includes(e));
+
+  var cord = JSON.parse(readStorage("columnOrder"));
+  if (cord === null) {
+    cord = fields;
+  } else {
+    cord = cord.filter(e => fields.includes(e));
+    if (cord.length != fields.length)
+      cord = fields;
+  }
+  settings.columnOrder = cord;
+
+  settings.boardRotation = readStorage("boardRotation");
+  if (settings.boardRotation === null) {
+    settings.boardRotation = config.board_rotation * 5;
+  } else {
+    settings.boardRotation = parseInt(settings.boardRotation);
+  }
+  document.getElementById("boardRotation").value = settings.boardRotation / 5;
+  document.getElementById("rotationDegree").textContent = settings.boardRotation;
+}
+
+// Helper classes for user js callbacks.
+
+const IBOM_EVENT_TYPES = {
+  ALL: "all",
+  HIGHLIGHT_EVENT: "highlightEvent",
+  CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
+  BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
+}
+
+const EventHandler = {
+  callbacks: {},
+  init: function() {
+    for (eventType of Object.values(IBOM_EVENT_TYPES))
+      this.callbacks[eventType] = [];
+  },
+  registerCallback: function(eventType, callback) {
+    this.callbacks[eventType].push(callback);
+  },
+  emitEvent: function(eventType, eventArgs) {
+    event = {
+      eventType: eventType,
+      args: eventArgs,
+    }
+    var callback;
+    for (callback of this.callbacks[eventType])
+      callback(event);
+    for (callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
+      callback(event);
+  }
+}
+EventHandler.init();
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+/* PCB rendering code */
+
+var emptyContext2d = document.createElement("canvas").getContext("2d");
+
+function deg2rad(deg) {
+  return deg * Math.PI / 180;
+}
+
+function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
+  var point = [
+    linepoint[0] * text.width + offsetx,
+    linepoint[1] * text.height + offsety
+  ];
+  // This approximates pcbnew behavior with how text tilts depending on horizontal justification
+  point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
+  return point;
+}
+
+function drawText(ctx, text, color) {
+  if ("ref" in text && !settings.renderReferences) return;
+  if ("val" in text && !settings.renderValues) return;
+  ctx.save();
+  ctx.fillStyle = color;
+  ctx.strokeStyle = color;
+  ctx.lineCap = "round";
+  ctx.lineJoin = "round";
+  ctx.lineWidth = text.thickness;
+  if ("svgpath" in text) {
+    ctx.stroke(new Path2D(text.svgpath));
+    ctx.restore();
+    return;
+  }
+  ctx.translate(...text.pos);
+  ctx.translate(text.thickness * 0.5, 0);
+  var angle = -text.angle;
+  if (text.attr.includes("mirrored")) {
+    ctx.scale(-1, 1);
+    angle = -angle;
+  }
+  var tilt = 0;
+  if (text.attr.includes("italic")) {
+    tilt = 0.125;
+  }
+  var interline = text.height * 1.5 + text.thickness;
+  var txt = text.text.split("\n");
+  // KiCad ignores last empty line.
+  if (txt[txt.length - 1] == '') txt.pop();
+  ctx.rotate(deg2rad(angle));
+  var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
+  offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
+  for (var i in txt) {
+    var lineWidth = text.thickness + interline / 2 * tilt;
+    for (var j = 0; j < txt[i].length; j++) {
+      if (txt[i][j] == '\t') {
+        var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
+        lineWidth += fourSpaces - lineWidth % fourSpaces;
+      } else {
+        if (txt[i][j] == '~') {
+          j++;
+          if (j == txt[i].length)
+            break;
+        }
+        lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
+      }
+    }
+    var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
+    var inOverbar = false;
+    for (var j = 0; j < txt[i].length; j++) {
+      if (txt[i][j] == '\t') {
+        var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
+        offsetx += fourSpaces - offsetx % fourSpaces;
+        continue;
+      } else if (txt[i][j] == '~') {
+        j++;
+        if (j == txt[i].length)
+          break;
+        if (txt[i][j] != '~') {
+          inOverbar = !inOverbar;
+        }
+      }
+      var glyph = pcbdata.font_data[txt[i][j]];
+      if (inOverbar) {
+        var overbarStart = [offsetx, -text.height * 1.4 + offsety];
+        var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];
+
+        if (!lastHadOverbar) {
+          overbarStart[0] += text.height * 1.4 * tilt;
+          lastHadOverbar = true;
+        }
+        ctx.beginPath();
+        ctx.moveTo(...overbarStart);
+        ctx.lineTo(...overbarEnd);
+        ctx.stroke();
+      } else {
+        lastHadOverbar = false;
+      }
+      for (var line of glyph.l) {
+        ctx.beginPath();
+        ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
+        for (var k = 1; k < line.length; k++) {
+          ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
+        }
+        ctx.stroke();
+      }
+      offsetx += glyph.w * text.width;
+    }
+    offsety += interline;
+  }
+  ctx.restore();
+}
+
+function drawedge(ctx, scalefactor, edge, color) {
+  ctx.strokeStyle = color;
+  ctx.fillStyle = color;
+  ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
+  ctx.lineCap = "round";
+  ctx.lineJoin = "round";
+  if ("svgpath" in edge) {
+    ctx.stroke(new Path2D(edge.svgpath));
+  } else {
+    ctx.beginPath();
+    if (edge.type == "segment") {
+      ctx.moveTo(...edge.start);
+      ctx.lineTo(...edge.end);
+    }
+    if (edge.type == "rect") {
+      ctx.moveTo(...edge.start);
+      ctx.lineTo(edge.start[0], edge.end[1]);
+      ctx.lineTo(...edge.end);
+      ctx.lineTo(edge.end[0], edge.start[1]);
+      ctx.lineTo(...edge.start);
+    }
+    if (edge.type == "arc") {
+      ctx.arc(
+        ...edge.start,
+        edge.radius,
+        deg2rad(edge.startangle),
+        deg2rad(edge.endangle));
+    }
+    if (edge.type == "circle") {
+      ctx.arc(
+        ...edge.start,
+        edge.radius,
+        0, 2 * Math.PI);
+      ctx.closePath();
+    }
+    if (edge.type == "curve") {
+      ctx.moveTo(...edge.start);
+      ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
+    }
+    if("filled" in edge && edge.filled)
+      ctx.fill();
+    else
+      ctx.stroke();
+  }
+}
+
+function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
+  // chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
+  var path = new Path2D();
+  var width = size[0];
+  var height = size[1];
+  var x = width * -0.5;
+  var y = height * -0.5;
+  var chamfOffset = Math.min(width, height) * chamfratio;
+  path.moveTo(x, 0);
+  if (chamfpos & 4) {
+    path.lineTo(x, y + height - chamfOffset);
+    path.lineTo(x + chamfOffset, y + height);
+    path.lineTo(0, y + height);
+  } else {
+    path.arcTo(x, y + height, x + width, y + height, radius);
+  }
+  if (chamfpos & 8) {
+    path.lineTo(x + width - chamfOffset, y + height);
+    path.lineTo(x + width, y + height - chamfOffset);
+    path.lineTo(x + width, 0);
+  } else {
+    path.arcTo(x + width, y + height, x + width, y, radius);
+  }
+  if (chamfpos & 2) {
+    path.lineTo(x + width, y + chamfOffset);
+    path.lineTo(x + width - chamfOffset, y);
+    path.lineTo(0, y);
+  } else {
+    path.arcTo(x + width, y, x, y, radius);
+  }
+  if (chamfpos & 1) {
+    path.lineTo(x + chamfOffset, y);
+    path.lineTo(x, y + chamfOffset);
+    path.lineTo(x, 0);
+  } else {
+    path.arcTo(x, y, x, y + height, radius);
+  }
+  path.closePath();
+  return path;
+}
+
+function getOblongPath(size) {
+  return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
+}
+
+function getPolygonsPath(shape) {
+  if (shape.path2d) {
+    return shape.path2d;
+  }
+  if ("svgpath" in shape) {
+    shape.path2d = new Path2D(shape.svgpath);
+  } else {
+    var path = new Path2D();
+    for (var polygon of shape.polygons) {
+      path.moveTo(...polygon[0]);
+      for (var i = 1; i < polygon.length; i++) {
+        path.lineTo(...polygon[i]);
+      }
+      path.closePath();
+    }
+    shape.path2d = path;
+  }
+  return shape.path2d;
+}
+
+function drawPolygonShape(ctx, scalefactor, shape, color) {
+  ctx.save();
+  if (!("svgpath" in shape)) {
+    ctx.translate(...shape.pos);
+    ctx.rotate(deg2rad(-shape.angle));
+  }
+  if("filled" in shape && !shape.filled) {
+    ctx.strokeStyle = color;
+    ctx.lineWidth = Math.max(1 / scalefactor, shape.width);
+    ctx.lineCap = "round";
+    ctx.lineJoin = "round";
+    ctx.stroke(getPolygonsPath(shape));
+  } else {
+    ctx.fillStyle = color;
+    ctx.fill(getPolygonsPath(shape));
+  }
+  ctx.restore();
+}
+
+function drawDrawing(ctx, scalefactor, drawing, color) {
+  if (["segment", "arc", "circle", "curve", "rect"].includes(drawing.type)) {
+    drawedge(ctx, scalefactor, drawing, color);
+  } else if (drawing.type == "polygon") {
+    drawPolygonShape(ctx, scalefactor, drawing, color);
+  } else {
+    drawText(ctx, drawing, color);
+  }
+}
+
+function getCirclePath(radius) {
+  var path = new Path2D();
+  path.arc(0, 0, radius, 0, 2 * Math.PI);
+  path.closePath();
+  return path;
+}
+
+function getCachedPadPath(pad) {
+  if (!pad.path2d) {
+    // if path2d is not set, build one and cache it on pad object
+    if (pad.shape == "rect") {
+      pad.path2d = new Path2D();
+      pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
+    } else if (pad.shape == "oval") {
+      pad.path2d = getOblongPath(pad.size);
+    } else if (pad.shape == "circle") {
+      pad.path2d = getCirclePath(pad.size[0] / 2);
+    } else if (pad.shape == "roundrect") {
+      pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
+    } else if (pad.shape == "chamfrect") {
+      pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
+    } else if (pad.shape == "custom") {
+      pad.path2d = getPolygonsPath(pad);
+    }
+  }
+  return pad.path2d;
+}
+
+function drawPad(ctx, pad, color, outline) {
+  ctx.save();
+  ctx.translate(...pad.pos);
+  ctx.rotate(deg2rad(pad.angle));
+  if (pad.offset) {
+    ctx.translate(...pad.offset);
+  }
+  ctx.fillStyle = color;
+  ctx.strokeStyle = color;
+  var path = getCachedPadPath(pad);
+  if (outline) {
+    ctx.stroke(path);
+  } else {
+    ctx.fill(path);
+  }
+  ctx.restore();
+}
+
+function drawPadHole(ctx, pad, padHoleColor) {
+  if (pad.type != "th") return;
+  ctx.save();
+  ctx.translate(...pad.pos);
+  ctx.rotate(deg2rad(pad.angle));
+  ctx.fillStyle = padHoleColor;
+  if (pad.drillshape == "oblong") {
+    ctx.fill(getOblongPath(pad.drillsize));
+  } else {
+    ctx.fill(getCirclePath(pad.drillsize[0] / 2));
+  }
+  ctx.restore();
+}
+
+function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, outline) {
+  if (highlight) {
+    // draw bounding box
+    if (footprint.layer == layer) {
+      ctx.save();
+      ctx.globalAlpha = 0.2;
+      ctx.translate(...footprint.bbox.pos);
+      ctx.rotate(deg2rad(-footprint.bbox.angle));
+      ctx.translate(...footprint.bbox.relpos);
+      ctx.fillStyle = colors.pad;
+      ctx.fillRect(0, 0, ...footprint.bbox.size);
+      ctx.globalAlpha = 1;
+      ctx.strokeStyle = colors.pad;
+      ctx.strokeRect(0, 0, ...footprint.bbox.size);
+      ctx.restore();
+    }
+  }
+  // draw drawings
+  for (var drawing of footprint.drawings) {
+    if (drawing.layer == layer) {
+      drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad);
+    }
+  }
+  // draw pads
+  if (settings.renderPads) {
+    for (var pad of footprint.pads) {
+      if (pad.layers.includes(layer)) {
+        drawPad(ctx, pad, colors.pad, outline);
+        if (pad.pin1 && settings.highlightpin1) {
+          drawPad(ctx, pad, colors.outline, true);
+        }
+      }
+    }
+    for (var pad of footprint.pads) {
+      drawPadHole(ctx, pad, colors.padHole);
+    }
+  }
+}
+
+function drawEdgeCuts(canvas, scalefactor) {
+  var ctx = canvas.getContext("2d");
+  var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
+  for (var edge of pcbdata.edges) {
+    drawDrawing(ctx, scalefactor, edge, edgecolor);
+  }
+}
+
+function drawFootprints(canvas, layer, scalefactor, highlight) {
+  var ctx = canvas.getContext("2d");
+  ctx.lineWidth = 3 / scalefactor;
+  var style = getComputedStyle(topmostdiv);
+
+  var colors = {
+    pad: style.getPropertyValue('--pad-color'),
+    padHole: style.getPropertyValue('--pad-hole-color'),
+    outline: style.getPropertyValue('--pin1-outline-color'),
+  }
+
+  for (var i = 0; i < pcbdata.footprints.length; i++) {
+    var mod = pcbdata.footprints[i];
+    var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
+    var h = highlightedFootprints.includes(i);
+    var d = markedFootprints.has(i);
+    if (highlight) {
+      if(h && d) {
+        colors.pad = style.getPropertyValue('--pad-color-highlight-both');
+        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-both');
+      } else if (h) {
+        colors.pad = style.getPropertyValue('--pad-color-highlight');
+        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight');
+      } else if (d) {
+        colors.pad = style.getPropertyValue('--pad-color-highlight-marked');
+        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-marked');
+      }
+    }
+    if( h || d || !highlight) {
+      drawFootprint(ctx, layer, scalefactor, mod, colors, highlight, outline);
+    }
+  }
+}
+
+function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
+  var ctx = canvas.getContext("2d");
+  for (var d of pcbdata.drawings[layername][layer]) {
+    if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
+      drawedge(ctx, scalefactor, d, edgeColor);
+    } else if (d.type == "polygon") {
+      drawPolygonShape(ctx, scalefactor, d, polygonColor);
+    } else {
+      drawText(ctx, d, textColor);
+    }
+  }
+}
+
+function drawTracks(canvas, layer, color, highlight) {
+  ctx = canvas.getContext("2d");
+  ctx.strokeStyle = color;
+  ctx.lineCap = "round";
+  for (var track of pcbdata.tracks[layer]) {
+    if (highlight && highlightedNet != track.net) continue;
+    ctx.lineWidth = track.width;
+    ctx.beginPath();
+    if ('radius' in track) {
+      ctx.arc(
+        ...track.center,
+        track.radius,
+        deg2rad(track.startangle),
+        deg2rad(track.endangle));
+    } else {
+      ctx.moveTo(...track.start);
+      ctx.lineTo(...track.end);
+    }
+    ctx.stroke();
+  }
+}
+
+function drawZones(canvas, layer, color, highlight) {
+  ctx = canvas.getContext("2d");
+  ctx.strokeStyle = color;
+  ctx.fillStyle = color;
+  ctx.lineJoin = "round";
+  for (var zone of pcbdata.zones[layer]) {
+    if (!zone.path2d) {
+      zone.path2d = getPolygonsPath(zone);
+    }
+    if (highlight && highlightedNet != zone.net) continue;
+    ctx.fill(zone.path2d);
+    if (zone.width > 0) {
+      ctx.lineWidth = zone.width;
+      ctx.stroke(zone.path2d);
+    }
+  }
+}
+
+function clearCanvas(canvas, color = null) {
+  var ctx = canvas.getContext("2d");
+  ctx.save();
+  ctx.setTransform(1, 0, 0, 1, 0, 0);
+  if (color) {
+    ctx.fillStyle = color;
+    ctx.fillRect(0, 0, canvas.width, canvas.height);
+  } else {
+    if (!window.matchMedia("print").matches)
+      ctx.clearRect(0, 0, canvas.width, canvas.height);
+  }
+  ctx.restore();
+}
+
+function drawNets(canvas, layer, highlight) {
+  var style = getComputedStyle(topmostdiv);
+  if (settings.renderTracks) {
+    var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
+    drawTracks(canvas, layer, trackColor, highlight);
+  }
+  if (settings.renderZones) {
+    var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
+    drawZones(canvas, layer, zoneColor, highlight);
+  }
+  if (highlight && settings.renderPads) {
+    var padColor = style.getPropertyValue('--pad-color-highlight');
+    var padHoleColor = style.getPropertyValue('--pad-hole-color');
+    var ctx = canvas.getContext("2d");
+    for (var footprint of pcbdata.footprints) {
+      // draw pads
+      var padDrawn = false;
+      for (var pad of footprint.pads) {
+        if (highlightedNet != pad.net) continue;
+        if (pad.layers.includes(layer)) {
+          drawPad(ctx, pad, padColor, false);
+          padDrawn = true;
+        }
+      }
+      if (padDrawn) {
+        // redraw all pad holes because some pads may overlap
+        for (var pad of footprint.pads) {
+          drawPadHole(ctx, pad, padHoleColor);
+        }
+      }
+    }
+  }
+}
+
+function drawHighlightsOnLayer(canvasdict, clear = true) {
+  if (clear) {
+    clearCanvas(canvasdict.highlight);
+  }
+  if (markedFootprints.size > 0 || highlightedFootprints.length > 0) {
+    drawFootprints(canvasdict.highlight, canvasdict.layer,
+      canvasdict.transform.s * canvasdict.transform.zoom, true);
+  }
+  if (highlightedNet !== null) {
+    drawNets(canvasdict.highlight, canvasdict.layer, true);
+  }
+}
+
+function drawHighlights() {
+  drawHighlightsOnLayer(allcanvas.front);
+  drawHighlightsOnLayer(allcanvas.back);
+}
+
+function drawBackground(canvasdict, clear = true) {
+  if (clear) {
+    clearCanvas(canvasdict.bg);
+    clearCanvas(canvasdict.fab);
+    clearCanvas(canvasdict.silk);
+  }
+
+  drawNets(canvasdict.bg, canvasdict.layer, false);
+  drawFootprints(canvasdict.bg, canvasdict.layer,
+    canvasdict.transform.s * canvasdict.transform.zoom, false);
+
+  drawEdgeCuts(canvasdict.bg, canvasdict.transform.s * canvasdict.transform.zoom);
+
+  var style = getComputedStyle(topmostdiv);
+  var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
+  var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
+  var textColor = style.getPropertyValue('--silkscreen-text-color');
+  if (settings.renderSilkscreen) {
+    drawBgLayer(
+      "silkscreen", canvasdict.silk, canvasdict.layer,
+      canvasdict.transform.s * canvasdict.transform.zoom,
+      edgeColor, polygonColor, textColor);
+  }
+  edgeColor = style.getPropertyValue('--fabrication-edge-color');
+  polygonColor = style.getPropertyValue('--fabrication-polygon-color');
+  textColor = style.getPropertyValue('--fabrication-text-color');
+  if (settings.renderFabrication) {
+    drawBgLayer(
+      "fabrication", canvasdict.fab, canvasdict.layer,
+      canvasdict.transform.s * canvasdict.transform.zoom,
+      edgeColor, polygonColor, textColor);
+  }
+}
+
+function prepareCanvas(canvas, flip, transform) {
+  var ctx = canvas.getContext("2d");
+  ctx.setTransform(1, 0, 0, 1, 0, 0);
+  var fontsize = 1.55;
+  ctx.scale(transform.zoom, transform.zoom);
+  ctx.translate(transform.panx, transform.pany);
+  if (flip) {
+    ctx.scale(-1, 1);
+  }
+  ctx.translate(transform.x, transform.y);
+  ctx.rotate(deg2rad(settings.boardRotation));
+  ctx.scale(transform.s, transform.s);
+}
+
+function prepareLayer(canvasdict) {
+  var flip = (canvasdict.layer == "B");
+  for (var c of ["bg", "fab", "silk", "highlight"]) {
+    prepareCanvas(canvasdict[c], flip, canvasdict.transform);
+  }
+}
+
+function rotateVector(v, angle) {
+  angle = deg2rad(angle);
+  return [
+    v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
+    v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
+  ];
+}
+
+function applyRotation(bbox) {
+  var corners = [
+    [bbox.minx, bbox.miny],
+    [bbox.minx, bbox.maxy],
+    [bbox.maxx, bbox.miny],
+    [bbox.maxx, bbox.maxy],
+  ];
+  corners = corners.map((v) => rotateVector(v, settings.boardRotation));
+  return {
+    minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
+    miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
+    maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
+    maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
+  }
+}
+
+function recalcLayerScale(layerdict, width, height) {
+  var bbox = applyRotation(pcbdata.edges_bbox);
+  var scalefactor = 0.98 * Math.min(
+    width / (bbox.maxx - bbox.minx),
+    height / (bbox.maxy - bbox.miny)
+  );
+  if (scalefactor < 0.1) {
+    scalefactor = 1;
+  }
+  layerdict.transform.s = scalefactor;
+  var flip = (layerdict.layer == "B");
+  if (flip) {
+    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
+  } else {
+    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
+  }
+  layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
+  for (var c of ["bg", "fab", "silk", "highlight"]) {
+    canvas = layerdict[c];
+    canvas.width = width;
+    canvas.height = height;
+    canvas.style.width = (width / devicePixelRatio) + "px";
+    canvas.style.height = (height / devicePixelRatio) + "px";
+  }
+}
+
+function redrawCanvas(layerdict) {
+  prepareLayer(layerdict);
+  drawBackground(layerdict);
+  drawHighlightsOnLayer(layerdict);
+}
+
+function resizeCanvas(layerdict) {
+  var canvasdivid = {
+    "F": "frontcanvas",
+    "B": "backcanvas"
+  } [layerdict.layer];
+  var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
+  var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
+  recalcLayerScale(layerdict, width, height);
+  redrawCanvas(layerdict);
+}
+
+function resizeAll() {
+  resizeCanvas(allcanvas.front);
+  resizeCanvas(allcanvas.back);
+}
+
+function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
+  var A = x - x1;
+  var B = y - y1;
+  var C = x2 - x1;
+  var D = y2 - y1;
+
+  var dot = A * C + B * D;
+  var len_sq = C * C + D * D;
+  var dx, dy;
+  if (len_sq == 0) {
+    // start and end of the segment coincide
+    dx = x - x1;
+    dy = y - y1;
+  } else {
+    var param = dot / len_sq;
+    var xx, yy;
+    if (param < 0) {
+      xx = x1;
+      yy = y1;
+    } else if (param > 1) {
+      xx = x2;
+      yy = y2;
+    } else {
+      xx = x1 + param * C;
+      yy = y1 + param * D;
+    }
+    dx = x - xx;
+    dy = y - yy;
+  }
+  return dx * dx + dy * dy <= d * d;
+}
+
+function modulo(n, mod) {
+  return ((n % mod) + mod) % mod;
+}
+
+function pointWithinDistanceToArc(x, y, xc, yc, radius, startangle, endangle, d) {
+  var dx = x - xc;
+  var dy = y - yc;
+  var r_sq = dx * dx + dy * dy;
+  var rmin = Math.max(0, radius - d);
+  var rmax = radius + d;
+
+  if (r_sq < rmin * rmin || r_sq > rmax * rmax)
+    return false;
+
+  var angle1 = modulo(deg2rad(startangle), 2 * Math.PI);
+  var dx1 = xc + radius * Math.cos(angle1) - x;
+  var dy1 = yc + radius * Math.sin(angle1) - y;
+  if (dx1 * dx1 + dy1 * dy1 <= d * d)
+    return true;
+
+  var angle2 = modulo(deg2rad(endangle), 2 * Math.PI);
+  var dx2 = xc + radius * Math.cos(angle2) - x;
+  var dy2 = yc + radius * Math.sin(angle2) - y;
+  if (dx2 * dx2 + dy2 * dy2 <= d * d)
+    return true;
+
+  var angle = modulo(Math.atan2(dy, dx), 2 * Math.PI);
+  if (angle1 > angle2)
+    return (angle >= angle2 || angle <= angle1);
+  else
+    return (angle >= angle1 && angle <= angle2);
+}
+
+function pointWithinPad(x, y, pad) {
+  var v = [x - pad.pos[0], y - pad.pos[1]];
+  v = rotateVector(v, -pad.angle);
+  if (pad.offset) {
+    v[0] -= pad.offset[0];
+    v[1] -= pad.offset[1];
+  }
+  return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
+}
+
+function netHitScan(layer, x, y) {
+  // Check track segments
+  if (settings.renderTracks && pcbdata.tracks) {
+    for (var track of pcbdata.tracks[layer]) {
+      if ('radius' in track) {
+        if (pointWithinDistanceToArc(x, y, ...track.center, track.radius, track.startangle, track.endangle, track.width / 2)) {
+          return track.net;
+        }
+      } else {
+        if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
+          return track.net;
+        }
+      }
+    }
+  }
+  // Check pads
+  if (settings.renderPads) {
+    for (var footprint of pcbdata.footprints) {
+      for (var pad of footprint.pads) {
+        if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
+          return pad.net;
+        }
+      }
+    }
+  }
+  return null;
+}
+
+function pointWithinFootprintBbox(x, y, bbox) {
+  var v = [x - bbox.pos[0], y - bbox.pos[1]];
+  v = rotateVector(v, bbox.angle);
+  return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
+    bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
+}
+
+function bboxHitScan(layer, x, y) {
+  var result = [];
+  for (var i = 0; i < pcbdata.footprints.length; i++) {
+    var footprint = pcbdata.footprints[i];
+    if (footprint.layer == layer) {
+      if (pointWithinFootprintBbox(x, y, footprint.bbox)) {
+        result.push(i);
+      }
+    }
+  }
+  return result;
+}
+
+function handlePointerDown(e, layerdict) {
+  if (e.button != 0 && e.button != 1) {
+    return;
+  }
+  e.preventDefault();
+  e.stopPropagation();
+
+  if (!e.hasOwnProperty("offsetX")) {
+    // The polyfill doesn't set this properly
+    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
+    e.offsetY = e.pageY - e.currentTarget.offsetTop;
+  }
+
+  layerdict.pointerStates[e.pointerId] = {
+    distanceTravelled: 0,
+    lastX: e.offsetX,
+    lastY: e.offsetY,
+    downTime: Date.now(),
+  };
+}
+
+function handleMouseClick(e, layerdict) {
+  if (!e.hasOwnProperty("offsetX")) {
+    // The polyfill doesn't set this properly
+    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
+    e.offsetY = e.pageY - e.currentTarget.offsetTop;
+  }
+
+  var x = e.offsetX;
+  var y = e.offsetY;
+  var t = layerdict.transform;
+  if (layerdict.layer == "B") {
+    x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
+  } else {
+    x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
+  }
+  y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
+  var v = rotateVector([x, y], -settings.boardRotation);
+  if ("nets" in pcbdata) {
+    var net = netHitScan(layerdict.layer, ...v);
+    if (net !== highlightedNet) {
+      netClicked(net);
+    }
+  }
+  if (highlightedNet === null) {
+    var footprints = bboxHitScan(layerdict.layer, ...v);
+    if (footprints.length > 0) {
+      footprintsClicked(footprints);
+    }
+  }
+}
+
+function handlePointerLeave(e, layerdict) {
+  e.preventDefault();
+  e.stopPropagation();
+
+  if (!settings.redrawOnDrag) {
+    redrawCanvas(layerdict);
+  }
+
+  delete layerdict.pointerStates[e.pointerId];
+}
+
+function resetTransform(layerdict) {
+  layerdict.transform.panx = 0;
+  layerdict.transform.pany = 0;
+  layerdict.transform.zoom = 1;
+  redrawCanvas(layerdict);
+}
+
+function handlePointerUp(e, layerdict) {
+  if (!e.hasOwnProperty("offsetX")) {
+    // The polyfill doesn't set this properly
+    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
+    e.offsetY = e.pageY - e.currentTarget.offsetTop;
+  }
+
+  e.preventDefault();
+  e.stopPropagation();
+
+  if (e.button == 2) {
+    // Reset pan and zoom on right click.
+    resetTransform(layerdict);
+    layerdict.anotherPointerTapped = false;
+    return;
+  }
+
+  // We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
+  var ptr = layerdict.pointerStates[e.pointerId];
+  ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);
+
+  if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
+    if (Object.keys(layerdict.pointerStates).length == 1) {
+      if (layerdict.anotherPointerTapped) {
+        // This is the second pointer coming off of a two-finger tap
+        resetTransform(layerdict);
+      } else {
+        // This is just a regular tap
+        handleMouseClick(e, layerdict);
+      }
+      layerdict.anotherPointerTapped = false;
+    } else {
+      // This is the first finger coming off of what could become a two-finger tap
+      layerdict.anotherPointerTapped = true;
+    }
+  } else {
+    if (!settings.redrawOnDrag) {
+      redrawCanvas(layerdict);
+    }
+    layerdict.anotherPointerTapped = false;
+  }
+
+  delete layerdict.pointerStates[e.pointerId];
+}
+
+function handlePointerMove(e, layerdict) {
+  if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
+    return;
+  }
+  e.preventDefault();
+  e.stopPropagation();
+
+  if (!e.hasOwnProperty("offsetX")) {
+    // The polyfill doesn't set this properly
+    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
+    e.offsetY = e.pageY - e.currentTarget.offsetTop;
+  }
+
+  var thisPtr = layerdict.pointerStates[e.pointerId];
+
+  var dx = e.offsetX - thisPtr.lastX;
+  var dy = e.offsetY - thisPtr.lastY;
+
+  // If this number is low on pointer up, we count the action as a click
+  thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);
+
+  if (Object.keys(layerdict.pointerStates).length == 1) {
+    // This is a simple drag
+    layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
+    layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
+  } else if (Object.keys(layerdict.pointerStates).length == 2) {
+    var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];
+
+    var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
+    var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2) + Math.pow(e.offsetY - otherPtr.lastY, 2));
+
+    var scaleFactor = newDist / oldDist;
+
+    if (scaleFactor != NaN) {
+      layerdict.transform.zoom *= scaleFactor;
+
+      var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
+      layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
+      layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
+    }
+  }
+
+  thisPtr.lastX = e.offsetX;
+  thisPtr.lastY = e.offsetY;
+
+  if (settings.redrawOnDrag) {
+    redrawCanvas(layerdict);
+  }
+}
+
+function handleMouseWheel(e, layerdict) {
+  e.preventDefault();
+  e.stopPropagation();
+  var t = layerdict.transform;
+  var wheeldelta = e.deltaY;
+  if (e.deltaMode == 1) {
+    // FF only, scroll by lines
+    wheeldelta *= 30;
+  } else if (e.deltaMode == 2) {
+    wheeldelta *= 300;
+  }
+  var m = Math.pow(1.1, -wheeldelta / 40);
+  // Limit amount of zoom per tick.
+  if (m > 2) {
+    m = 2;
+  } else if (m < 0.5) {
+    m = 0.5;
+  }
+  t.zoom *= m;
+  var zoomd = (1 - m) / t.zoom;
+  t.panx += devicePixelRatio * e.offsetX * zoomd;
+  t.pany += devicePixelRatio * e.offsetY * zoomd;
+  redrawCanvas(layerdict);
+}
+
+function addMouseHandlers(div, layerdict) {
+  div.addEventListener("pointerdown", function(e) {
+    handlePointerDown(e, layerdict);
+  });
+  div.addEventListener("pointermove", function(e) {
+    handlePointerMove(e, layerdict);
+  });
+  div.addEventListener("pointerup", function(e) {
+    handlePointerUp(e, layerdict);
+  });
+  var pointerleave = function(e) {
+    handlePointerLeave(e, layerdict);
+  }
+  div.addEventListener("pointercancel", pointerleave);
+  div.addEventListener("pointerleave", pointerleave);
+  div.addEventListener("pointerout", pointerleave);
+
+  div.onwheel = function(e) {
+    handleMouseWheel(e, layerdict);
+  }
+  for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
+    element.addEventListener("contextmenu", function(e) {
+      e.preventDefault();
+    }, false);
+  }
+}
+
+function setRedrawOnDrag(value) {
+  settings.redrawOnDrag = value;
+  writeStorage("redrawOnDrag", value);
+}
+
+function setBoardRotation(value) {
+  settings.boardRotation = value * 5;
+  writeStorage("boardRotation", settings.boardRotation);
+  document.getElementById("rotationDegree").textContent = settings.boardRotation;
+  resizeAll();
+}
+
+function initRender() {
+  allcanvas = {
+    front: {
+      transform: {
+        x: 0,
+        y: 0,
+        s: 1,
+        panx: 0,
+        pany: 0,
+        zoom: 1,
+      },
+      pointerStates: {},
+      anotherPointerTapped: false,
+      bg: document.getElementById("F_bg"),
+      fab: document.getElementById("F_fab"),
+      silk: document.getElementById("F_slk"),
+      highlight: document.getElementById("F_hl"),
+      layer: "F",
+    },
+    back: {
+      transform: {
+        x: 0,
+        y: 0,
+        s: 1,
+        panx: 0,
+        pany: 0,
+        zoom: 1,
+      },
+      pointerStates: {},
+      anotherPointerTapped: false,
+      bg: document.getElementById("B_bg"),
+      fab: document.getElementById("B_fab"),
+      silk: document.getElementById("B_slk"),
+      highlight: document.getElementById("B_hl"),
+      layer: "B",
+    }
+  };
+  addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
+  addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
+}
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+/*
+ * Table reordering via Drag'n'Drop
+ * Inspired by: https://htmldom.dev/drag-and-drop-table-column
+ */
+
+function setBomHandlers() {
+
+  const bom = document.getElementById('bomtable');
+
+  let dragName;
+  let placeHolderElements;
+  let draggingElement;
+  let forcePopulation;
+  let xOffset;
+  let yOffset;
+  let wasDragged;
+
+  const mouseUpHandler = function(e) {
+    // Delete dragging element
+    draggingElement.remove();
+
+    // Make BOM selectable again
+    bom.style.removeProperty("userSelect");
+
+    // Remove listeners
+    document.removeEventListener('mousemove', mouseMoveHandler);
+    document.removeEventListener('mouseup', mouseUpHandler);
+
+    if (wasDragged) {
+      // Redraw whole BOM
+      populateBomTable();
+    }
+  }
+
+  const mouseMoveHandler = function(e) {
+    // Notice the dragging
+    wasDragged = true;
+
+    // Make the dragged element visible
+    draggingElement.style.removeProperty("display");
+
+    // Set elements position to mouse position
+    draggingElement.style.left = `${e.screenX - xOffset}px`;
+    draggingElement.style.top = `${e.screenY - yOffset}px`;
+
+    // Forced redrawing of BOM table
+    if (forcePopulation) {
+      forcePopulation = false;
+      // Copy array
+      phe = Array.from(placeHolderElements);
+      // populate BOM table again
+      populateBomHeader(dragName, phe);
+      populateBomBody(dragName, phe);
+    }
+
+    // Set up array of hidden columns
+    var hiddenColumns = Array.from(settings.hiddenColumns);
+    // In the ungrouped mode, quantity don't exist
+    if (settings.bommode === "ungrouped")
+      hiddenColumns.push("Quantity");
+    // If no checkbox fields can be found, we consider them hidden
+    if (settings.checkboxes.length == 0)
+      hiddenColumns.push("checkboxes");
+
+    // Get table headers and group them into checkboxes, extrafields and normal headers
+    const bh = document.getElementById("bomhead");
+    headers = Array.from(bh.querySelectorAll("th"))
+    headers.shift() // numCol is not part of the columnOrder
+    headerGroups = []
+    lastCompoundClass = null;
+    for (i = 0; i < settings.columnOrder.length; i++) {
+      cElem = settings.columnOrder[i];
+      if (hiddenColumns.includes(cElem)) {
+        // Hidden columns appear as a dummy element
+        headerGroups.push([]);
+        continue;
+      }
+      elem = headers.filter(e => getColumnOrderName(e) === cElem)[0];
+      if (elem.classList.contains("bom-checkbox")) {
+        if (lastCompoundClass === "bom-checkbox") {
+          cbGroup = headerGroups.pop();
+          cbGroup.push(elem);
+          headerGroups.push(cbGroup);
+        } else {
+          lastCompoundClass = "bom-checkbox";
+          headerGroups.push([elem])
+        }
+      } else {
+        headerGroups.push([elem])
+      }
+    }
+
+    // Copy settings.columnOrder
+    var columns = Array.from(settings.columnOrder)
+
+    // Set up array with indices of hidden columns
+    var hiddenIndices = hiddenColumns.map(e => settings.columnOrder.indexOf(e));
+    var dragIndex = columns.indexOf(dragName);
+    var swapIndex = dragIndex;
+    var swapDone = false;
+
+    // Check if the current dragged element is swapable with the left or right element
+    if (dragIndex > 0) {
+      // Get left headers boundingbox
+      swapIndex = dragIndex - 1;
+      while (hiddenIndices.includes(swapIndex) && swapIndex > 0)
+        swapIndex--;
+      if (!hiddenIndices.includes(swapIndex)) {
+        box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
+        if (e.clientX < box.left + window.scrollX + (box.width / 2)) {
+          swapElement = columns[dragIndex];
+          columns.splice(dragIndex, 1);
+          columns.splice(swapIndex, 0, swapElement);
+          forcePopulation = true;
+          swapDone = true;
+        }
+      }
+    }
+    if ((!swapDone) && dragIndex < headerGroups.length - 1) {
+      // Get right headers boundingbox
+      swapIndex = dragIndex + 1;
+      while (hiddenIndices.includes(swapIndex))
+        swapIndex++;
+      if (swapIndex < headerGroups.length) {
+        box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
+        if (e.clientX > box.left + window.scrollX + (box.width / 2)) {
+          swapElement = columns[dragIndex];
+          columns.splice(dragIndex, 1);
+          columns.splice(swapIndex, 0, swapElement);
+          forcePopulation = true;
+          swapDone = true;
+        }
+      }
+    }
+
+    // Write back change to storage
+    if (swapDone) {
+      settings.columnOrder = columns
+      writeStorage("columnOrder", JSON.stringify(columns));
+    }
+
+  }
+
+  const mouseDownHandler = function(e) {
+    var target = e.target;
+    if (target.tagName.toLowerCase() != "td")
+      target = target.parentElement;
+
+    // Used to check if a dragging has ever happened
+    wasDragged = false;
+
+    // Create new element which will be displayed as the dragged column
+    draggingElement = document.createElement("div")
+    draggingElement.classList.add("dragging");
+    draggingElement.style.display = "none";
+    draggingElement.style.position = "absolute";
+    draggingElement.style.overflow = "hidden";
+
+    // Get bomhead and bombody elements
+    const bh = document.getElementById("bomhead");
+    const bb = document.getElementById("bombody");
+
+    // Get all compound headers for the current column
+    var compoundHeaders;
+    if (target.classList.contains("bom-checkbox")) {
+      compoundHeaders = Array.from(bh.querySelectorAll("th.bom-checkbox"));
+    } else {
+      compoundHeaders = [target];
+    }
+
+    // Create new table which will display the column
+    var newTable = document.createElement("table");
+    newTable.classList.add("bom");
+    newTable.style.background = "white";
+    draggingElement.append(newTable);
+
+    // Create new header element
+    var newHeader = document.createElement("thead");
+    newTable.append(newHeader);
+
+    // Set up array for storing all placeholder elements
+    placeHolderElements = [];
+
+    // Add all compound headers to the new thead element and placeholders
+    compoundHeaders.forEach(function(h) {
+      clone = cloneElementWithDimensions(h);
+      newHeader.append(clone);
+      placeHolderElements.push(clone);
+    });
+
+    // Create new body element
+    var newBody = document.createElement("tbody");
+    newTable.append(newBody);
+
+    // Get indices for compound headers
+    var idxs = compoundHeaders.map(e => getBomTableHeaderIndex(e));
+
+    // For each row in the BOM body...
+    var rows = bb.querySelectorAll("tr");
+    rows.forEach(function(row) {
+      // ..get the cells for the compound column
+      const tds = row.querySelectorAll("td");
+      var copytds = idxs.map(i => tds[i]);
+      // Add them to the new element and the placeholders
+      var newRow = document.createElement("tr");
+      copytds.forEach(function(td) {
+        clone = cloneElementWithDimensions(td);
+        newRow.append(clone);
+        placeHolderElements.push(clone);
+      });
+      newBody.append(newRow);
+    });
+
+    // Compute width for compound header
+    var width = compoundHeaders.reduce((acc, x) => acc + x.clientWidth, 0);
+    draggingElement.style.width = `${width}px`;
+
+    // Insert the new dragging element and disable selection on BOM
+    bom.insertBefore(draggingElement, null);
+    bom.style.userSelect = "none";
+
+    // Determine the mouse position offset
+    xOffset = e.screenX - compoundHeaders.reduce((acc, x) => Math.min(acc, x.offsetLeft), compoundHeaders[0].offsetLeft);
+    yOffset = e.screenY - compoundHeaders[0].offsetTop;
+
+    // Get name for the column in settings.columnOrder
+    dragName = getColumnOrderName(target);
+
+    // Change text and class for placeholder elements
+    placeHolderElements = placeHolderElements.map(function(e) {
+      newElem = cloneElementWithDimensions(e);
+      newElem.textContent = "";
+      newElem.classList.add("placeholder");
+      return newElem;
+    });
+
+    // On next mouse move, the whole BOM needs to be redrawn to show the placeholders
+    forcePopulation = true;
+
+    // Add listeners for move and up on mouse
+    document.addEventListener('mousemove', mouseMoveHandler);
+    document.addEventListener('mouseup', mouseUpHandler);
+  }
+
+  // In netlist mode, there is nothing to reorder
+  if (settings.bommode === "netlist")
+    return;
+
+  // Add mouseDownHandler to every column except the numCol
+  bom.querySelectorAll("th")
+    .forEach(function(head) {
+      if (!head.classList.contains("numCol")) {
+        head.onmousedown = mouseDownHandler;
+      }
+    });
+
+}
+
+function getBoundingClientRectFromMultiple(elements) {
+  var elems = Array.from(elements);
+
+  if (elems.length == 0)
+    return null;
+
+  var box = elems.shift()
+    .getBoundingClientRect();
+
+  elems.forEach(function(elem) {
+    var elembox = elem.getBoundingClientRect();
+    box.left = Math.min(elembox.left, box.left);
+    box.top = Math.min(elembox.top, box.top);
+    box.width += elembox.width;
+    box.height = Math.max(elembox.height, box.height);
+  });
+
+  return box;
+}
+
+function cloneElementWithDimensions(elem) {
+  var newElem = elem.cloneNode(true);
+  newElem.style.height = window.getComputedStyle(elem).height;
+  newElem.style.width = window.getComputedStyle(elem).width;
+  return newElem;
+}
+
+function getBomTableHeaderIndex(elem) {
+  const bh = document.getElementById('bomhead');
+  const ths = Array.from(bh.querySelectorAll("th"));
+  return ths.indexOf(elem);
+}
+
+function getColumnOrderName(elem) {
+  var cname = elem.getAttribute("col_name");
+  if (cname === "bom-checkbox")
+    return "checkboxes";
+  else
+    return cname;
+}
+
+function resizableGrid(tablehead) {
+  var cols = tablehead.firstElementChild.children;
+  var rowWidth = tablehead.offsetWidth;
+
+  for (var i = 1; i < cols.length; i++) {
+    if (cols[i].classList.contains("bom-checkbox"))
+      continue;
+    cols[i].style.width = ((cols[i].clientWidth - paddingDiff(cols[i])) * 100 / rowWidth) + '%';
+  }
+
+  for (var i = 1; i < cols.length - 1; i++) {
+    var div = document.createElement('div');
+    div.className = "column-width-handle";
+    cols[i].appendChild(div);
+    setListeners(div);
+  }
+
+  function setListeners(div) {
+    var startX, curCol, nxtCol, curColWidth, nxtColWidth, rowWidth;
+
+    div.addEventListener('mousedown', function(e) {
+      e.preventDefault();
+      e.stopPropagation();
+
+      curCol = e.target.parentElement;
+      nxtCol = curCol.nextElementSibling;
+      startX = e.pageX;
+
+      var padding = paddingDiff(curCol);
+
+      rowWidth = curCol.parentElement.offsetWidth;
+      curColWidth = curCol.clientWidth - padding;
+      nxtColWidth = nxtCol.clientWidth - padding;
+    });
+
+    document.addEventListener('mousemove', function(e) {
+      if (startX) {
+        var diffX = e.pageX - startX;
+        diffX = -Math.min(-diffX, curColWidth - 20);
+        diffX = Math.min(diffX, nxtColWidth - 20);
+
+        curCol.style.width = ((curColWidth + diffX) * 100 / rowWidth) + '%';
+        nxtCol.style.width = ((nxtColWidth - diffX) * 100 / rowWidth) + '%';
+        console.log(`${curColWidth + nxtColWidth} ${(curColWidth + diffX) * 100 / rowWidth + (nxtColWidth - diffX) * 100 / rowWidth}`);
+      }
+    });
+
+    document.addEventListener('mouseup', function(e) {
+      curCol = undefined;
+      nxtCol = undefined;
+      startX = undefined;
+      nxtColWidth = undefined;
+      curColWidth = undefined
+    });
+  }
+
+  function paddingDiff(col) {
+
+    if (getStyleVal(col, 'box-sizing') == 'border-box') {
+      return 0;
+    }
+
+    var padLeft = getStyleVal(col, 'padding-left');
+    var padRight = getStyleVal(col, 'padding-right');
+    return (parseInt(padLeft) + parseInt(padRight));
+
+  }
+
+  function getStyleVal(elm, css) {
+    return (window.getComputedStyle(elm, null).getPropertyValue(css))
+  }
+}
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+/* DOM manipulation and misc code */
+
+var bomsplit;
+var canvassplit;
+var initDone = false;
+var bomSortFunction = null;
+var currentSortColumn = null;
+var currentSortOrder = null;
+var currentHighlightedRowId;
+var highlightHandlers = [];
+var footprintIndexToHandler = {};
+var netsToHandler = {};
+var markedFootprints = new Set();
+var highlightedFootprints = [];
+var highlightedNet = null;
+var lastClicked;
+
+function dbg(html) {
+  dbgdiv.innerHTML = html;
+}
+
+function redrawIfInitDone() {
+  if (initDone) {
+    redrawCanvas(allcanvas.front);
+    redrawCanvas(allcanvas.back);
+  }
+}
+
+function padsVisible(value) {
+  writeStorage("padsVisible", value);
+  settings.renderPads = value;
+  redrawIfInitDone();
+}
+
+function referencesVisible(value) {
+  writeStorage("referencesVisible", value);
+  settings.renderReferences = value;
+  redrawIfInitDone();
+}
+
+function valuesVisible(value) {
+  writeStorage("valuesVisible", value);
+  settings.renderValues = value;
+  redrawIfInitDone();
+}
+
+function tracksVisible(value) {
+  writeStorage("tracksVisible", value);
+  settings.renderTracks = value;
+  redrawIfInitDone();
+}
+
+function zonesVisible(value) {
+  writeStorage("zonesVisible", value);
+  settings.renderZones = value;
+  redrawIfInitDone();
+}
+
+function dnpOutline(value) {
+  writeStorage("dnpOutline", value);
+  settings.renderDnpOutline = value;
+  redrawIfInitDone();
+}
+
+function setDarkMode(value) {
+  if (value) {
+    topmostdiv.classList.add("dark");
+  } else {
+    topmostdiv.classList.remove("dark");
+  }
+  writeStorage("darkmode", value);
+  settings.darkMode = value;
+  redrawIfInitDone();
+}
+
+function setShowBOMColumn(field, value) {
+  if (field === "references") {
+    var rl = document.getElementById("reflookup");
+    rl.disabled = !value;
+    if (!value) {
+      rl.value = "";
+      updateRefLookup("");
+    }
+  }
+
+  var n = settings.hiddenColumns.indexOf(field);
+  if (value) {
+    if (n != -1) {
+      settings.hiddenColumns.splice(n, 1);
+    }
+  } else {
+    if (n == -1) {
+      settings.hiddenColumns.push(field);
+    }
+  }
+
+  writeStorage("hiddenColumns", JSON.stringify(settings.hiddenColumns));
+
+  if (initDone) {
+    populateBomTable();
+  }
+
+  redrawIfInitDone();
+}
+
+
+function setFullscreen(value) {
+  if (value) {
+    document.documentElement.requestFullscreen();
+  } else {
+    document.exitFullscreen();
+  }
+}
+
+function fabricationVisible(value) {
+  writeStorage("fabricationVisible", value);
+  settings.renderFabrication = value;
+  redrawIfInitDone();
+}
+
+function silkscreenVisible(value) {
+  writeStorage("silkscreenVisible", value);
+  settings.renderSilkscreen = value;
+  redrawIfInitDone();
+}
+
+function setHighlightPin1(value) {
+  writeStorage("highlightpin1", value);
+  settings.highlightpin1 = value;
+  redrawIfInitDone();
+}
+
+function getStoredCheckboxRefs(checkbox) {
+  function convert(ref) {
+    var intref = parseInt(ref);
+    if (isNaN(intref)) {
+      for (var i = 0; i < pcbdata.footprints.length; i++) {
+        if (pcbdata.footprints[i].ref == ref) {
+          return i;
+        }
+      }
+      return -1;
+    } else {
+      return intref;
+    }
+  }
+  if (!(checkbox in settings.checkboxStoredRefs)) {
+    var val = readStorage("checkbox_" + checkbox);
+    settings.checkboxStoredRefs[checkbox] = val ? val : "";
+  }
+  if (!settings.checkboxStoredRefs[checkbox]) {
+    return new Set();
+  } else {
+    return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
+  }
+}
+
+function getCheckboxState(checkbox, references) {
+  var storedRefsSet = getStoredCheckboxRefs(checkbox);
+  var currentRefsSet = new Set(references.map(r => r[1]));
+  // Get difference of current - stored
+  var difference = new Set(currentRefsSet);
+  for (ref of storedRefsSet) {
+    difference.delete(ref);
+  }
+  if (difference.size == 0) {
+    // All the current refs are stored
+    return "checked";
+  } else if (difference.size == currentRefsSet.size) {
+    // None of the current refs are stored
+    return "unchecked";
+  } else {
+    // Some of the refs are stored
+    return "indeterminate";
+  }
+}
+
+function setBomCheckboxState(checkbox, element, references) {
+  var state = getCheckboxState(checkbox, references);
+  element.checked = (state == "checked");
+  element.indeterminate = (state == "indeterminate");
+}
+
+function createCheckboxChangeHandler(checkbox, references, row) {
+  return function () {
+    refsSet = getStoredCheckboxRefs(checkbox);
+    var markWhenChecked = settings.markWhenChecked == checkbox;
+    eventArgs = {
+      checkbox: checkbox,
+      refs: references,
+    }
+    if (this.checked) {
+      // checkbox ticked
+      for (var ref of references) {
+        refsSet.add(ref[1]);
+      }
+      if (markWhenChecked) {
+        row.classList.add("checked");
+        for (var ref of references) {
+          markedFootprints.add(ref[1]);
+        }
+        drawHighlights();
+      }
+      eventArgs.state = 'checked';
+    } else {
+      // checkbox unticked
+      for (var ref of references) {
+        refsSet.delete(ref[1]);
+      }
+      if (markWhenChecked) {
+        row.classList.remove("checked");
+        for (var ref of references) {
+          markedFootprints.delete(ref[1]);
+        }
+        drawHighlights();
+      }
+      eventArgs.state = 'unchecked';
+    }
+    settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
+    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
+    updateCheckboxStats(checkbox);
+    EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
+  }
+}
+
+function clearHighlightedFootprints() {
+  if (currentHighlightedRowId) {
+    document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
+    currentHighlightedRowId = null;
+    highlightedFootprints = [];
+    highlightedNet = null;
+  }
+}
+
+function createRowHighlightHandler(rowid, refs, net) {
+  return function () {
+    if (currentHighlightedRowId) {
+      if (currentHighlightedRowId == rowid) {
+        return;
+      }
+      document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
+    }
+    document.getElementById(rowid).classList.add("highlighted");
+    currentHighlightedRowId = rowid;
+    highlightedFootprints = refs ? refs.map(r => r[1]) : [];
+    highlightedNet = net;
+    drawHighlights();
+    EventHandler.emitEvent(
+      IBOM_EVENT_TYPES.HIGHLIGHT_EVENT, {
+      rowid: rowid,
+      refs: refs,
+      net: net
+    });
+  }
+}
+
+function entryMatches(entry) {
+  if (settings.bommode == "netlist") {
+    // entry is just a net name
+    return entry.toLowerCase().indexOf(filter) >= 0;
+  }
+  // check refs
+  if (!settings.hiddenColumns.includes("references")) {
+    for (var ref of entry) {
+      if (ref[0].toLowerCase().indexOf(filter) >= 0) {
+        return true;
+      }
+    }
+  }
+  // check fields
+  for (var i in config.fields) {
+    var f = config.fields[i];
+    if (!settings.hiddenColumns.includes(f)) {
+      for (var ref of entry) {
+        if (pcbdata.bom.fields[ref[1]][i].toLowerCase().indexOf(filter) >= 0) {
+          return true;
+        }
+      }
+    }
+  }
+  return false;
+}
+
+function findRefInEntry(entry) {
+  return entry.filter(r => r[0].toLowerCase() == reflookup);
+}
+
+function highlightFilter(s) {
+  if (!filter) {
+    return s;
+  }
+  var parts = s.toLowerCase().split(filter);
+  if (parts.length == 1) {
+    return s;
+  }
+  var r = "";
+  var pos = 0;
+  for (var i in parts) {
+    if (i > 0) {
+      r += '<mark class="highlight">' +
+        s.substring(pos, pos + filter.length) +
+        '</mark>';
+      pos += filter.length;
+    }
+    r += s.substring(pos, pos + parts[i].length);
+    pos += parts[i].length;
+  }
+  return r;
+}
+
+function checkboxSetUnsetAllHandler(checkboxname) {
+  return function () {
+    var checkboxnum = 0;
+    while (checkboxnum < settings.checkboxes.length &&
+      settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
+      checkboxnum++;
+    }
+    if (checkboxnum >= settings.checkboxes.length) {
+      return;
+    }
+    var allset = true;
+    var checkbox;
+    var row;
+    for (row of bombody.childNodes) {
+      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
+      if (!checkbox.checked || checkbox.indeterminate) {
+        allset = false;
+        break;
+      }
+    }
+    for (row of bombody.childNodes) {
+      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
+      checkbox.checked = !allset;
+      checkbox.indeterminate = false;
+      checkbox.onchange();
+    }
+  }
+}
+
+function createColumnHeader(name, cls, comparator, is_checkbox = false) {
+  var th = document.createElement("TH");
+  th.innerHTML = name;
+  th.classList.add(cls);
+  if (is_checkbox)
+    th.setAttribute("col_name", "bom-checkbox");
+  else
+    th.setAttribute("col_name", name);
+  var span = document.createElement("SPAN");
+  span.classList.add("sortmark");
+  span.classList.add("none");
+  th.appendChild(span);
+  var spacer = document.createElement("div");
+  spacer.className = "column-spacer";
+  th.appendChild(spacer);
+  spacer.onclick = function () {
+    if (currentSortColumn && th !== currentSortColumn) {
+      // Currently sorted by another column
+      currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
+      currentSortColumn.childNodes[1].classList.add("none");
+      currentSortColumn = null;
+      currentSortOrder = null;
+    }
+    if (currentSortColumn && th === currentSortColumn) {
+      // Already sorted by this column
+      if (currentSortOrder == "asc") {
+        // Sort by this column, descending order
+        bomSortFunction = function (a, b) {
+          return -comparator(a, b);
+        }
+        currentSortColumn.childNodes[1].classList.remove("asc");
+        currentSortColumn.childNodes[1].classList.add("desc");
+        currentSortOrder = "desc";
+      } else {
+        // Unsort
+        bomSortFunction = null;
+        currentSortColumn.childNodes[1].classList.remove("desc");
+        currentSortColumn.childNodes[1].classList.add("none");
+        currentSortColumn = null;
+        currentSortOrder = null;
+      }
+    } else {
+      // Sort by this column, ascending order
+      bomSortFunction = comparator;
+      currentSortColumn = th;
+      currentSortColumn.childNodes[1].classList.remove("none");
+      currentSortColumn.childNodes[1].classList.add("asc");
+      currentSortOrder = "asc";
+    }
+    populateBomBody();
+  }
+  if (is_checkbox) {
+    spacer.onclick = fancyDblClickHandler(
+      spacer, spacer.onclick, checkboxSetUnsetAllHandler(name));
+  }
+  return th;
+}
+
+function populateBomHeader(placeHolderColumn = null, placeHolderElements = null) {
+  while (bomhead.firstChild) {
+    bomhead.removeChild(bomhead.firstChild);
+  }
+  var tr = document.createElement("TR");
+  var th = document.createElement("TH");
+  th.classList.add("numCol");
+
+  var vismenu = document.createElement("div");
+  vismenu.id = "vismenu";
+  vismenu.classList.add("menu");
+
+  var visbutton = document.createElement("div");
+  visbutton.classList.add("visbtn");
+  visbutton.classList.add("hideonprint");
+
+  var viscontent = document.createElement("div");
+  viscontent.classList.add("menu-content");
+  viscontent.id = "vismenu-content";
+
+  settings.columnOrder.forEach(column => {
+    if (typeof column !== "string")
+      return;
+
+    // Skip empty columns
+    if (column === "checkboxes" && settings.checkboxes.length == 0)
+      return;
+    else if (column === "Quantity" && settings.bommode == "ungrouped")
+      return;
+
+    var label = document.createElement("label");
+    label.classList.add("menu-label");
+
+    var input = document.createElement("input");
+    input.classList.add("visibility_checkbox");
+    input.type = "checkbox";
+    input.onchange = function (e) {
+      setShowBOMColumn(column, e.target.checked)
+    };
+    input.checked = !(settings.hiddenColumns.includes(column));
+
+    label.appendChild(input);
+    if (column.length > 0)
+      label.append(column[0].toUpperCase() + column.slice(1));
+
+    viscontent.appendChild(label);
+  });
+
+  viscontent.childNodes[0].classList.add("menu-label-top");
+
+  vismenu.appendChild(visbutton);
+  if (settings.bommode != "netlist") {
+    vismenu.appendChild(viscontent);
+    th.appendChild(vismenu);
+  }
+  tr.appendChild(th);
+
+  var checkboxCompareClosure = function (checkbox) {
+    return (a, b) => {
+      var stateA = getCheckboxState(checkbox, a);
+      var stateB = getCheckboxState(checkbox, b);
+      if (stateA > stateB) return -1;
+      if (stateA < stateB) return 1;
+      return 0;
+    }
+  }
+  var stringFieldCompareClosure = function (fieldIndex) {
+    return (a, b) => {
+      var fa = pcbdata.bom.fields[a[0][1]][fieldIndex];
+      var fb = pcbdata.bom.fields[b[0][1]][fieldIndex];
+      if (fa != fb) return fa > fb ? 1 : -1;
+      else return 0;
+    }
+  }
+  var referenceRegex = /(?<prefix>[^0-9]+)(?<number>[0-9]+)/;
+  var compareRefs = (a, b) => {
+    var ra = referenceRegex.exec(a);
+    var rb = referenceRegex.exec(b);
+    if (ra === null || rb === null) {
+      if (a != b) return a > b ? 1 : -1;
+      return 0;
+    } else {
+      if (ra.groups.prefix != rb.groups.prefix) {
+        return ra.groups.prefix > rb.groups.prefix ? 1 : -1;
+      }
+      if (ra.groups.number != rb.groups.number) {
+        return parseInt(ra.groups.number) > parseInt(rb.groups.number) ? 1 : -1;
+      }
+      return 0;
+    }
+  }
+  if (settings.bommode == "netlist") {
+    th = createColumnHeader("Net name", "bom-netname", (a, b) => {
+      if (a > b) return -1;
+      if (a < b) return 1;
+      return 0;
+    });
+    tr.appendChild(th);
+  } else {
+    // Filter hidden columns
+    var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
+    var valueIndex = config.fields.indexOf("Value");
+    var footprintIndex = config.fields.indexOf("Footprint");
+    columns.forEach((column) => {
+      if (column === placeHolderColumn) {
+        var n = 1;
+        if (column === "checkboxes")
+          n = settings.checkboxes.length;
+        for (i = 0; i < n; i++) {
+          td = placeHolderElements.shift();
+          tr.appendChild(td);
+        }
+        return;
+      } else if (column === "checkboxes") {
+        for (var checkbox of settings.checkboxes) {
+          th = createColumnHeader(
+            checkbox, "bom-checkbox", checkboxCompareClosure(checkbox), true);
+          tr.appendChild(th);
+        }
+      } else if (column === "References") {
+        tr.appendChild(createColumnHeader("References", "references", (a, b) => {
+          var i = 0;
+          while (i < a.length && i < b.length) {
+            if (a[i] != b[i]) return compareRefs(a[i][0], b[i][0]);
+            i++;
+          }
+          return a.length - b.length;
+        }));
+      } else if (column === "Value") {
+        tr.appendChild(createColumnHeader("Value", "value", (a, b) => {
+          var ra = a[0][1], rb = b[0][1];
+          return valueCompare(
+            pcbdata.bom.parsedValues[ra], pcbdata.bom.parsedValues[rb],
+            pcbdata.bom.fields[ra][valueIndex], pcbdata.bom.fields[rb][valueIndex]);
+        }));
+        return;
+      } else if (column === "Footprint") {
+        tr.appendChild(createColumnHeader(
+          "Footprint", "footprint", stringFieldCompareClosure(footprintIndex)));
+      } else if (column === "Quantity" && settings.bommode == "grouped") {
+        tr.appendChild(createColumnHeader("Quantity", "quantity", (a, b) => {
+          return a.length - b.length;
+        }));
+      } else {
+        // Other fields
+        var i = config.fields.indexOf(column);
+        if (i < 0)
+          return;
+        tr.appendChild(createColumnHeader(
+          column, `field${i + 1}`, stringFieldCompareClosure(i)));
+      }
+    });
+  }
+  bomhead.appendChild(tr);
+}
+
+function populateBomBody(placeholderColumn = null, placeHolderElements = null) {
+  while (bom.firstChild) {
+    bom.removeChild(bom.firstChild);
+  }
+  highlightHandlers = [];
+  footprintIndexToHandler = {};
+  netsToHandler = {};
+  currentHighlightedRowId = null;
+  var first = true;
+  if (settings.bommode == "netlist") {
+    bomtable = pcbdata.nets.slice();
+  } else {
+    switch (settings.canvaslayout) {
+      case 'F':
+        bomtable = pcbdata.bom.F.slice();
+        break;
+      case 'FB':
+        bomtable = pcbdata.bom.both.slice();
+        break;
+      case 'B':
+        bomtable = pcbdata.bom.B.slice();
+        break;
+    }
+    if (settings.bommode == "ungrouped") {
+      // expand bom table
+      expandedTable = []
+      for (var bomentry of bomtable) {
+        for (var ref of bomentry) {
+          expandedTable.push([ref]);
+        }
+      }
+      bomtable = expandedTable;
+    }
+  }
+  if (bomSortFunction) {
+    bomtable = bomtable.sort(bomSortFunction);
+  }
+  for (var i in bomtable) {
+    var bomentry = bomtable[i];
+    if (filter && !entryMatches(bomentry)) {
+      continue;
+    }
+    var references = null;
+    var netname = null;
+    var tr = document.createElement("TR");
+    var td = document.createElement("TD");
+    var rownum = +i + 1;
+    tr.id = "bomrow" + rownum;
+    td.textContent = rownum;
+    tr.appendChild(td);
+    if (settings.bommode == "netlist") {
+      netname = bomentry;
+      td = document.createElement("TD");
+      td.innerHTML = highlightFilter(netname ? netname : "&lt;no net&gt;");
+      tr.appendChild(td);
+    } else {
+      if (reflookup) {
+        references = findRefInEntry(bomentry);
+        if (references.length == 0) {
+          continue;
+        }
+      } else {
+        references = bomentry;
+      }
+      // Filter hidden columns
+      var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
+      columns.forEach((column) => {
+        if (column === placeholderColumn) {
+          var n = 1;
+          if (column === "checkboxes")
+            n = settings.checkboxes.length;
+          for (i = 0; i < n; i++) {
+            td = placeHolderElements.shift();
+            tr.appendChild(td);
+          }
+          return;
+        } else if (column === "checkboxes") {
+          for (var checkbox of settings.checkboxes) {
+            if (checkbox) {
+              td = document.createElement("TD");
+              var input = document.createElement("input");
+              input.type = "checkbox";
+              input.onchange = createCheckboxChangeHandler(checkbox, references, tr);
+              setBomCheckboxState(checkbox, input, references);
+              if (input.checked && settings.markWhenChecked == checkbox) {
+                tr.classList.add("checked");
+              }
+              td.appendChild(input);
+              tr.appendChild(td);
+            }
+          }
+        } else if (column === "References") {
+          td = document.createElement("TD");
+          td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
+          tr.appendChild(td);
+        } else if (column === "Quantity" && settings.bommode == "grouped") {
+          // Quantity
+          td = document.createElement("TD");
+          td.textContent = references.length;
+          tr.appendChild(td);
+        } else {
+          // All the other fields
+          var field_index = config.fields.indexOf(column)
+          if (field_index < 0)
+            return;
+          var valueSet = new Set();
+          references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index]));
+          td = document.createElement("TD");
+          td.innerHTML = highlightFilter(Array.from(valueSet).join(", "));
+          tr.appendChild(td);
+        }
+      });
+    }
+    bom.appendChild(tr);
+    var handler = createRowHighlightHandler(tr.id, references, netname);
+    tr.onmousemove = handler;
+    highlightHandlers.push({
+      id: tr.id,
+      handler: handler,
+    });
+    if (references !== null) {
+      for (var refIndex of references.map(r => r[1])) {
+        footprintIndexToHandler[refIndex] = handler;
+      }
+    }
+    if (netname !== null) {
+      netsToHandler[netname] = handler;
+    }
+    if ((filter || reflookup) && first) {
+      handler();
+      first = false;
+    }
+  }
+  EventHandler.emitEvent(
+    IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, {
+    filter: filter,
+    reflookup: reflookup,
+    checkboxes: settings.checkboxes,
+    bommode: settings.bommode,
+  });
+}
+
+function highlightPreviousRow() {
+  if (!currentHighlightedRowId) {
+    highlightHandlers[highlightHandlers.length - 1].handler();
+  } else {
+    if (highlightHandlers.length > 1 &&
+      highlightHandlers[0].id == currentHighlightedRowId) {
+      highlightHandlers[highlightHandlers.length - 1].handler();
+    } else {
+      for (var i = 0; i < highlightHandlers.length - 1; i++) {
+        if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
+          highlightHandlers[i].handler();
+          break;
+        }
+      }
+    }
+  }
+  smoothScrollToRow(currentHighlightedRowId);
+}
+
+function highlightNextRow() {
+  if (!currentHighlightedRowId) {
+    highlightHandlers[0].handler();
+  } else {
+    if (highlightHandlers.length > 1 &&
+      highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
+      highlightHandlers[0].handler();
+    } else {
+      for (var i = 1; i < highlightHandlers.length; i++) {
+        if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
+          highlightHandlers[i].handler();
+          break;
+        }
+      }
+    }
+  }
+  smoothScrollToRow(currentHighlightedRowId);
+}
+
+function populateBomTable() {
+  populateBomHeader();
+  populateBomBody();
+  setBomHandlers();
+  resizableGrid(bomhead);
+}
+
+function footprintsClicked(footprintIndexes) {
+  var lastClickedIndex = footprintIndexes.indexOf(lastClicked);
+  for (var i = 1; i <= footprintIndexes.length; i++) {
+    var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length];
+    if (refIndex in footprintIndexToHandler) {
+      lastClicked = refIndex;
+      footprintIndexToHandler[refIndex]();
+      smoothScrollToRow(currentHighlightedRowId);
+      break;
+    }
+  }
+}
+
+function netClicked(net) {
+  if (net in netsToHandler) {
+    netsToHandler[net]();
+    smoothScrollToRow(currentHighlightedRowId);
+  } else {
+    clearHighlightedFootprints();
+    highlightedNet = net;
+    drawHighlights();
+  }
+}
+
+function updateFilter(input) {
+  filter = input.toLowerCase();
+  populateBomTable();
+}
+
+function updateRefLookup(input) {
+  reflookup = input.toLowerCase();
+  populateBomTable();
+}
+
+function changeCanvasLayout(layout) {
+  document.getElementById("fl-btn").classList.remove("depressed");
+  document.getElementById("fb-btn").classList.remove("depressed");
+  document.getElementById("bl-btn").classList.remove("depressed");
+  switch (layout) {
+    case 'F':
+      document.getElementById("fl-btn").classList.add("depressed");
+      if (settings.bomlayout != "bom-only") {
+        canvassplit.collapse(1);
+      }
+      break;
+    case 'B':
+      document.getElementById("bl-btn").classList.add("depressed");
+      if (settings.bomlayout != "bom-only") {
+        canvassplit.collapse(0);
+      }
+      break;
+    default:
+      document.getElementById("fb-btn").classList.add("depressed");
+      if (settings.bomlayout != "bom-only") {
+        canvassplit.setSizes([50, 50]);
+      }
+  }
+  settings.canvaslayout = layout;
+  writeStorage("canvaslayout", layout);
+  resizeAll();
+  changeBomMode(settings.bommode);
+}
+
+function populateMetadata() {
+  document.getElementById("title").innerHTML = pcbdata.metadata.title;
+  document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
+  document.getElementById("company").innerHTML = pcbdata.metadata.company;
+  document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
+  if (pcbdata.metadata.title != "") {
+    document.title = pcbdata.metadata.title + " BOM";
+  }
+  // Calculate board stats
+  var fp_f = 0,
+    fp_b = 0,
+    pads_f = 0,
+    pads_b = 0,
+    pads_th = 0;
+  for (var i = 0; i < pcbdata.footprints.length; i++) {
+    if (pcbdata.bom.skipped.includes(i)) continue;
+    var mod = pcbdata.footprints[i];
+    if (mod.layer == "F") {
+      fp_f++;
+    } else {
+      fp_b++;
+    }
+    for (var pad of mod.pads) {
+      if (pad.type == "th") {
+        pads_th++;
+      } else {
+        if (pad.layers.includes("F")) {
+          pads_f++;
+        }
+        if (pad.layers.includes("B")) {
+          pads_b++;
+        }
+      }
+    }
+  }
+  document.getElementById("stats-components-front").innerHTML = fp_f;
+  document.getElementById("stats-components-back").innerHTML = fp_b;
+  document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
+  document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
+  document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
+  document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
+  document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
+  document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
+  document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
+  document.getElementById("stats-th-pads").innerHTML = pads_th;
+  // Update version string
+  document.getElementById("github-link").innerHTML = "InteractiveHtmlBom&nbsp;" +
+    /^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
+}
+
+function changeBomLayout(layout) {
+  document.getElementById("bom-btn").classList.remove("depressed");
+  document.getElementById("lr-btn").classList.remove("depressed");
+  document.getElementById("tb-btn").classList.remove("depressed");
+  switch (layout) {
+    case 'bom-only':
+      document.getElementById("bom-btn").classList.add("depressed");
+      if (bomsplit) {
+        bomsplit.destroy();
+        bomsplit = null;
+        canvassplit.destroy();
+        canvassplit = null;
+      }
+      document.getElementById("frontcanvas").style.display = "none";
+      document.getElementById("backcanvas").style.display = "none";
+      document.getElementById("bot").style.height = "";
+      break;
+    case 'top-bottom':
+      document.getElementById("tb-btn").classList.add("depressed");
+      document.getElementById("frontcanvas").style.display = "";
+      document.getElementById("backcanvas").style.display = "";
+      document.getElementById("bot").style.height = "calc(100% - 80px)";
+      document.getElementById("bomdiv").classList.remove("split-horizontal");
+      document.getElementById("canvasdiv").classList.remove("split-horizontal");
+      document.getElementById("frontcanvas").classList.add("split-horizontal");
+      document.getElementById("backcanvas").classList.add("split-horizontal");
+      if (bomsplit) {
+        bomsplit.destroy();
+        bomsplit = null;
+        canvassplit.destroy();
+        canvassplit = null;
+      }
+      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
+        sizes: [50, 50],
+        onDragEnd: resizeAll,
+        direction: "vertical",
+        gutterSize: 5
+      });
+      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
+        sizes: [50, 50],
+        gutterSize: 5,
+        onDragEnd: resizeAll
+      });
+      break;
+    case 'left-right':
+      document.getElementById("lr-btn").classList.add("depressed");
+      document.getElementById("frontcanvas").style.display = "";
+      document.getElementById("backcanvas").style.display = "";
+      document.getElementById("bot").style.height = "calc(100% - 80px)";
+      document.getElementById("bomdiv").classList.add("split-horizontal");
+      document.getElementById("canvasdiv").classList.add("split-horizontal");
+      document.getElementById("frontcanvas").classList.remove("split-horizontal");
+      document.getElementById("backcanvas").classList.remove("split-horizontal");
+      if (bomsplit) {
+        bomsplit.destroy();
+        bomsplit = null;
+        canvassplit.destroy();
+        canvassplit = null;
+      }
+      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
+        sizes: [50, 50],
+        onDragEnd: resizeAll,
+        gutterSize: 5
+      });
+      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
+        sizes: [50, 50],
+        gutterSize: 5,
+        direction: "vertical",
+        onDragEnd: resizeAll
+      });
+  }
+  settings.bomlayout = layout;
+  writeStorage("bomlayout", layout);
+  changeCanvasLayout(settings.canvaslayout);
+}
+
+function changeBomMode(mode) {
+  document.getElementById("bom-grouped-btn").classList.remove("depressed");
+  document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
+  document.getElementById("bom-netlist-btn").classList.remove("depressed");
+  var chkbxs = document.getElementsByClassName("visibility_checkbox");
+
+  switch (mode) {
+    case 'grouped':
+      document.getElementById("bom-grouped-btn").classList.add("depressed");
+      for (var i = 0; i < chkbxs.length; i++) {
+        chkbxs[i].disabled = false;
+      }
+      break;
+    case 'ungrouped':
+      document.getElementById("bom-ungrouped-btn").classList.add("depressed");
+      for (var i = 0; i < chkbxs.length; i++) {
+        chkbxs[i].disabled = false;
+      }
+      break;
+    case 'netlist':
+      document.getElementById("bom-netlist-btn").classList.add("depressed");
+      for (var i = 0; i < chkbxs.length; i++) {
+        chkbxs[i].disabled = true;
+      }
+  }
+
+  writeStorage("bommode", mode);
+  if (mode != settings.bommode) {
+    settings.bommode = mode;
+    bomSortFunction = null;
+    currentSortColumn = null;
+    currentSortOrder = null;
+    clearHighlightedFootprints();
+  }
+  populateBomTable();
+}
+
+function focusFilterField() {
+  focusInputField(document.getElementById("filter"));
+}
+
+function focusRefLookupField() {
+  focusInputField(document.getElementById("reflookup"));
+}
+
+function toggleBomCheckbox(bomrowid, checkboxnum) {
+  if (!bomrowid || checkboxnum > settings.checkboxes.length) {
+    return;
+  }
+  var bomrow = document.getElementById(bomrowid);
+  var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
+  checkbox.checked = !checkbox.checked;
+  checkbox.indeterminate = false;
+  checkbox.onchange();
+}
+
+function checkBomCheckbox(bomrowid, checkboxname) {
+  var checkboxnum = 0;
+  while (checkboxnum < settings.checkboxes.length &&
+    settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
+    checkboxnum++;
+  }
+  if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
+    return;
+  }
+  var bomrow = document.getElementById(bomrowid);
+  var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
+  checkbox.checked = true;
+  checkbox.indeterminate = false;
+  checkbox.onchange();
+}
+
+function setBomCheckboxes(value) {
+  writeStorage("bomCheckboxes", value);
+  settings.checkboxes = value.split(",").map((e) => e.trim()).filter((e) => e);
+  prepCheckboxes();
+  populateMarkWhenCheckedOptions();
+  setMarkWhenChecked(settings.markWhenChecked);
+}
+
+function setMarkWhenChecked(value) {
+  writeStorage("markWhenChecked", value);
+  settings.markWhenChecked = value;
+  markedFootprints.clear();
+  for (var ref of (value ? getStoredCheckboxRefs(value) : [])) {
+    markedFootprints.add(ref);
+  }
+  populateBomTable();
+  drawHighlights();
+}
+
+function prepCheckboxes() {
+  var table = document.getElementById("checkbox-stats");
+  while (table.childElementCount > 1) {
+    table.removeChild(table.lastChild);
+  }
+  if (settings.checkboxes.length) {
+    table.style.display = "";
+  } else {
+    table.style.display = "none";
+  }
+  for (var checkbox of settings.checkboxes) {
+    var tr = document.createElement("TR");
+    var td = document.createElement("TD");
+    td.innerHTML = checkbox;
+    tr.appendChild(td);
+    td = document.createElement("TD");
+    td.id = "checkbox-stats-" + checkbox;
+    var progressbar = document.createElement("div");
+    progressbar.classList.add("bar");
+    td.appendChild(progressbar);
+    var text = document.createElement("div");
+    text.classList.add("text");
+    td.appendChild(text);
+    tr.appendChild(td);
+    table.appendChild(tr);
+    updateCheckboxStats(checkbox);
+  }
+}
+
+function populateMarkWhenCheckedOptions() {
+  var container = document.getElementById("markWhenCheckedContainer");
+
+  if (settings.checkboxes.length == 0) {
+    container.parentElement.style.display = "none";
+    return;
+  }
+
+  container.innerHTML = '';
+  container.parentElement.style.display = "inline-block";
+
+  function createOption(name, displayName) {
+    var id = "markWhenChecked-" + name;
+
+    var div = document.createElement("div");
+    div.classList.add("radio-container");
+
+    var input = document.createElement("input");
+    input.type = "radio";
+    input.name = "markWhenChecked";
+    input.value = name;
+    input.id = id;
+    input.onchange = () => setMarkWhenChecked(name);
+    div.appendChild(input);
+
+    // Preserve the selected element when the checkboxes change
+    if (name == settings.markWhenChecked) {
+      input.checked = true;
+    }
+
+    var label = document.createElement("label");
+    label.innerHTML = displayName;
+    label.htmlFor = id;
+    div.appendChild(label);
+
+    container.appendChild(div);
+  }
+  createOption("", "None");
+  for (var checkbox of settings.checkboxes) {
+    createOption(checkbox, checkbox);
+  }
+}
+
+function updateCheckboxStats(checkbox) {
+  var checked = getStoredCheckboxRefs(checkbox).size;
+  var total = pcbdata.footprints.length - pcbdata.bom.skipped.length;
+  var percent = checked * 100.0 / total;
+  var td = document.getElementById("checkbox-stats-" + checkbox);
+  td.firstChild.style.width = percent + "%";
+  td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
+}
+
+document.onkeydown = function (e) {
+  switch (e.key) {
+    case "n":
+      if (document.activeElement.type == "text") {
+        return;
+      }
+      if (currentHighlightedRowId !== null) {
+        checkBomCheckbox(currentHighlightedRowId, "placed");
+        highlightNextRow();
+        e.preventDefault();
+      }
+      break;
+    case "ArrowUp":
+      highlightPreviousRow();
+      e.preventDefault();
+      break;
+    case "ArrowDown":
+      highlightNextRow();
+      e.preventDefault();
+      break;
+    default:
+      break;
+  }
+  if (e.altKey) {
+    switch (e.key) {
+      case "f":
+        focusFilterField();
+        e.preventDefault();
+        break;
+      case "r":
+        focusRefLookupField();
+        e.preventDefault();
+        break;
+      case "z":
+        changeBomLayout("bom-only");
+        e.preventDefault();
+        break;
+      case "x":
+        changeBomLayout("left-right");
+        e.preventDefault();
+        break;
+      case "c":
+        changeBomLayout("top-bottom");
+        e.preventDefault();
+        break;
+      case "v":
+        changeCanvasLayout("F");
+        e.preventDefault();
+        break;
+      case "b":
+        changeCanvasLayout("FB");
+        e.preventDefault();
+        break;
+      case "n":
+        changeCanvasLayout("B");
+        e.preventDefault();
+        break;
+      default:
+        break;
+    }
+    if (e.key >= '1' && e.key <= '9') {
+      toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key));
+      e.preventDefault();
+    }
+  }
+}
+
+function hideNetlistButton() {
+  document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
+  document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
+  document.getElementById("bom-netlist-btn").style.display = "none";
+}
+
+window.onload = function (e) {
+  initUtils();
+  initRender();
+  initStorage();
+  initDefaults();
+  cleanGutters();
+  populateMetadata();
+  dbgdiv = document.getElementById("dbg");
+  bom = document.getElementById("bombody");
+  bomhead = document.getElementById("bomhead");
+  filter = "";
+  reflookup = "";
+  if (!("nets" in pcbdata)) {
+    hideNetlistButton();
+  }
+  initDone = true;
+  setBomCheckboxes(document.getElementById("bomCheckboxes").value);
+  // Triggers render
+  changeBomLayout(settings.bomlayout);
+
+  // Users may leave fullscreen without touching the checkbox. Uncheck.
+  document.addEventListener('fullscreenchange', () => {
+    if (!document.fullscreenElement)
+      document.getElementById('fullscreenCheckbox').checked = false;
+  });
+}
+
+window.onresize = resizeAll;
+window.matchMedia("print").addListener(resizeAll);
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+  </script>
+</head>
+
+<body>
+
+<div id="topmostdiv" class="topmostdiv">
+  <div id="top">
+    <div style="float: right; height: 100%;">
+      <div class="hideonprint menu" style="float: right; top: 8px;">
+        <button class="menubtn"></button>
+        <div class="menu-content">
+          <label class="menu-label menu-label-top" style="width: calc(50% - 18px)">
+            <input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
+            Dark mode
+          </label><!-- This comment eats space! All of it!
+          --><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
+            <input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
+            Full Screen
+          </label>
+          <label class="menu-label" style="width: calc(50% - 18px)">
+            <input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
+            Fab layer
+          </label><!-- This comment eats space! All of it!
+          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
+            <input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
+            Silkscreen
+          </label>
+          <label class="menu-label" style="width: calc(50% - 18px)">
+            <input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
+            References
+          </label><!-- This comment eats space! All of it!
+          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
+            <input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
+            Values
+          </label>
+          <div id="tracksAndZonesCheckboxes">
+            <label class="menu-label" style="width: calc(50% - 18px)">
+              <input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
+              Tracks
+            </label><!-- This comment eats space! All of it!
+            --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
+              <input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
+              Zones
+            </label>
+          </div>
+          <label class="menu-label" style="width: calc(50% - 18px)">
+            <input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
+            Pads
+          </label><!-- This comment eats space! All of it!
+          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
+            <input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
+            DNP outlined
+          </label>
+          <label class="menu-label">
+            <input id="highlightpin1Checkbox" type="checkbox" onchange="setHighlightPin1(this.checked)">
+            Highlight first pin
+          </label>
+          <label class="menu-label">
+            <input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
+            Continuous redraw on drag
+          </label>
+          <label class="menu-label">
+            <span>Board rotation</span>
+            <span style="float: right"><span id="rotationDegree">0</span>&#176;</span>
+            <input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
+          </label>
+          <label class="menu-label">
+            <div style="margin-left: 5px">Bom checkboxes</div>
+            <input id="bomCheckboxes" class="menu-textbox" type=text
+                   oninput="setBomCheckboxes(this.value)">
+          </label>
+          <label class="menu-label">
+            <div style="margin-left: 5px">Mark when checked</div>
+            <div id="markWhenCheckedContainer"></div>
+          </label>
+          <label class="menu-label">
+            <span class="shameless-plug">
+              <span>Created using</span>
+              <a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
+            </span>
+          </label>
+        </div>
+      </div>
+      <div class="button-container hideonprint"
+           style="float: right; position: relative; top: 8px">
+        <button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')"
+                title="Front only">F
+        </button>
+        <button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')"
+                title="Front and Back">FB
+        </button>
+        <button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')"
+                title="Back only">B
+        </button>
+      </div>
+      <div class="button-container hideonprint"
+           style="float: right; position: relative; top: 8px">
+        <button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')"
+                title="BOM only"></button>
+        <button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')"
+                title="BOM left, drawings right"></button>
+        <button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')"
+                title="BOM top, drawings bot"></button>
+      </div>
+      <div class="button-container hideonprint"
+           style="float: right; position: relative; top: 8px">
+        <button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')"
+                title="Grouped BOM"></button>
+        <button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')"
+                title="Ungrouped BOM"></button>
+        <button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')"
+                title="Netlist"></button>
+      </div>
+      <div class="hideonprint menu" style="float: right; top: 8px;">
+        <button class="statsbtn"></button>
+        <div class="menu-content">
+          <table class="stats">
+            <tbody>
+              <tr>
+                <td width="40%">Board stats</td>
+                <td>Front</td>
+                <td>Back</td>
+                <td>Total</td>
+              </tr>
+              <tr>
+                <td>Components</td>
+                <td id="stats-components-front">~</td>
+                <td id="stats-components-back">~</td>
+                <td id="stats-components-total">~</td>
+              </tr>
+              <tr>
+                <td>Groups</td>
+                <td id="stats-groups-front">~</td>
+                <td id="stats-groups-back">~</td>
+                <td id="stats-groups-total">~</td>
+              </tr>
+              <tr>
+                <td>SMD pads</td>
+                <td id="stats-smd-pads-front">~</td>
+                <td id="stats-smd-pads-back">~</td>
+                <td id="stats-smd-pads-total">~</td>
+              </tr>
+              <tr>
+                <td>TH pads</td>
+                <td colspan=3 id="stats-th-pads">~</td>
+              </tr>
+            </tbody>
+          </table>
+          <table class="stats">
+            <col width="40%"/><col />
+            <tbody id="checkbox-stats">
+              <tr>
+                <td colspan=2 style="border-top: 0">Checkboxes</td>
+              </tr>
+            </tbody>
+          </table>
+        </div>
+      </div>
+      <div class="hideonprint menu" style="float: right; top: 8px;">
+        <button class="iobtn"></button>
+        <div class="menu-content">
+          <div class="menu-label menu-label-top">
+            <div style="margin-left: 5px;">Save board image</div>
+            <div class="flexbox">
+              <input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
+                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
+              <span>X</span>
+              <input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
+                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
+            </div>
+            <label>
+              <input id="render-save-transparent" type="checkbox">
+              Transparent background
+            </label>
+            <div class="flexbox">
+              <button class="savebtn" onclick="saveImage('F')">Front</button>
+              <button class="savebtn" onclick="saveImage('B')">Back</button>
+            </div>
+          </div>
+          <div class="menu-label">
+            <span style="margin-left: 5px;">Config and checkbox state</span>
+            <div class="flexbox">
+              <button class="savebtn" onclick="saveSettings()">Export</button>
+              <button class="savebtn" onclick="loadSettings()">Import</button>
+            </div>
+          </div>
+        </div>
+      </div>
+    </div>
+    <div id="fileinfodiv" style="overflow: auto;">
+      <table class="fileinfo">
+        <tbody>
+          <tr>
+            <td id="title" class="title" style="width: 70%">
+              Title
+            </td>
+            <td id="revision" class="title" style="width: 30%">
+              Revision
+            </td>
+          </tr>
+          <tr>
+            <td id="company">
+              Company
+            </td>
+            <td id="filedate">
+              Date
+            </td>
+          </tr>
+        </tbody>
+      </table>
+    </div>
+  </div>
+  <div id="bot" class="split" style="height: calc(100% - 80px)">
+    <div id="bomdiv" class="split split-horizontal">
+      <div style="width: 100%">
+        <input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup"
+               oninput="updateRefLookup(this.value)">
+        <input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter"
+               oninput="updateFilter(this.value)">
+        <div class="button-container hideonprint" style="float: left; margin: 0;">
+          <button id="copy" title="Copy bom table to clipboard"
+               onclick="copyToClipboard()"></button>
+        </div>
+      </div>
+      <div id="dbg"></div>
+      <table class="bom" id="bomtable">
+        <thead id="bomhead">
+        </thead>
+        <tbody id="bombody">
+        </tbody>
+      </table>
+    </div>
+    <div id="canvasdiv" class="split split-horizontal">
+      <div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden">
+        <div style="position: relative; width: 100%; height: 100%;">
+          <canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
+          <canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
+          <canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
+          <canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
+        </div>
+      </div>
+      <div id="backcanvas" class="split" touch-action="none" style="overflow: hidden">
+        <div style="position: relative; width: 100%; height: 100%;">
+          <canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
+          <canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
+          <canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
+          <canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
+        </div>
+      </div>
+    </div>
+  </div>
+</div>
+
+</body>
+
+</html>