diff --git a/Hardware/Lib/KSZ8091MLXCA/CADSTAR/KSZ8091MLXCA.lib b/Hardware/Lib/KSZ8091MLXCA/CADSTAR/KSZ8091MLXCA.lib
deleted file mode 100644
index c559fc7..0000000
--- a/Hardware/Lib/KSZ8091MLXCA/CADSTAR/KSZ8091MLXCA.lib
+++ /dev/null
@@ -1,17 +0,0 @@
-.KSZ8091MLXCA :1 ;Ethernet ICs 10Base-T/100Base PhysLayerTrnscvr
-QFP50P900X900X160-48N
-*STM IC
-*NGS
-*PLB 1="GND_1" 2="GND_2" 3="GND_3" 4="VDD_1.2_1" 5="NC_1" 6="NC_2" 7="VDDA_3.3" 8="NC_3" 9="RXM" 10="RXP" 11="TXM" 12="TXP" 13="GND_4" 14="XO" 15="XI" 16="REXT" 17="GND_5" 18="MDIO" 19="MDC" 20="RXD3 / PHYAD0" 21="RXD2 / PHYAD1" 22="RXD1 / PHYAD2" 23="RXD0 / DUPLEX" 24="GND_6" 25="VDDIO" 26="NC_4" 27="RXDV / CONFIG2" 28="RXC / B-CAST_OFF" 29="RXER / ISO" 30="GND_7" 31="VDD_1.2_2" 32="INTRP / PME_N2 / NAND_TREE#" 33="TXC / PME_EN" 34="TXEN" 35="TXD0" &
-36="TXD1" 37="GND_8" 38="TXD2" 39="TXD3" 40="COL / CONFIG0" 41="CRS / CONFIG1" 42="LED0 / PME_N1 / NWAYEN" 43="LED1 / SPEED" 44="TXER" 45="NC_5" 46="NC_6" 47="RST#" 48="NC_7"
-*MXP 48
-*DFN KSZ8091MLXCA
-~!Mouser Part Number (998-KSZ8091MLXCA)
-~!Link Mouser Price/Stock (https://www.mouser.co.uk/ProductDetail/Microchip-Technology/KSZ8091MLXCA?qs=eR3IRSQlCypqsIaneAp%2FkQ%3D%3D)
-~!Manufacturer_Name (Microchip)
-~!Manufacturer_Part_Number (KSZ8091MLXCA)
-~!Link Datasheet (http://ww1.microchip.com/downloads/en/DeviceDoc/00002297A.pdf)
-~!Height (1.6mm)
-~!3D_Model (KSZ8091MLXCA)
-KSZ8091MLXCA
-1.1!U 2.1!U 3.1!U 4.1!U 5.1!U 6.1!U 7.1!U 8.1!U 9.1!U 10.1!U 11.1!U 12.1!U 13.1!U 14.1!U 15.1!U 16.1!U 17.1!U 18.1!U 19.1!U 20.1!U 21.1!U 22.1!U 23.1!U 24.1!U 36.1!U 35.1!U 34.1!U 33.1!U 32.1!U 31.1!U 30.1!U 29.1!U 28.1!U 27.1!U 26.1!U 25.1!U 48.1!U 47.1!U 46.1!U 45.1!U 44.1!U 43.1!U 42.1!U 41.1!U 40.1!U 39.1!U 38.1!U 37.1!U 
diff --git a/Hardware/Lib/KSZ8091MLXCA/KiCad/KSZ8091MLXCA.lib b/Hardware/Lib/KSZ8091MLXCA/KiCad/KSZ8091MLXCA.lib
deleted file mode 100644
index 036e654..0000000
--- a/Hardware/Lib/KSZ8091MLXCA/KiCad/KSZ8091MLXCA.lib
+++ /dev/null
@@ -1,69 +0,0 @@
-EESchema-LIBRARY Version 2.3
-#encoding utf-8
-#SamacSys ECAD Model KSZ8091MLXCA
-#/1615215/1031803/2.50/48/3/Integrated Circuit
-DEF KSZ8091MLXCA IC 0 30 Y Y 1 F N
-F0 "IC" 2350 1500 50 H V L CNN
-F1 "KSZ8091MLXCA" 2350 1400 50 H V L CNN
-F2 "QFP50P900X900X160-48N" 2350 1300 50 H I L CNN
-F3 "http://ww1.microchip.com/downloads/en/DeviceDoc/00002297A.pdf" 2350 1200 50 H I L CNN
-F4 "Ethernet ICs 10Base-T/100Base PhysLayerTrnscvr" 2350 1100 50 H I L CNN "Description"
-F5 "1.6" 2350 1000 50 H I L CNN "Height"
-F6 "998-KSZ8091MLXCA" 2350 900 50 H I L CNN "Mouser Part Number"
-F7 "https://www.mouser.co.uk/ProductDetail/Microchip-Technology/KSZ8091MLXCA?qs=eR3IRSQlCypqsIaneAp%2FkQ%3D%3D" 2350 800 50 H I L CNN "Mouser Price/Stock"
-F8 "Microchip" 2350 700 50 H I L CNN "Manufacturer_Name"
-F9 "KSZ8091MLXCA" 2350 600 50 H I L CNN "Manufacturer_Part_Number"
-DRAW
-X GND_1 1 0 0 200 R 50 50 0 0 P
-X GND_2 2 0 -100 200 R 50 50 0 0 P
-X GND_3 3 0 -200 200 R 50 50 0 0 P
-X VDD_1.2_1 4 0 -300 200 R 50 50 0 0 P
-X NC_1 5 0 -400 200 R 50 50 0 0 P
-X NC_2 6 0 -500 200 R 50 50 0 0 P
-X VDDA_3.3 7 0 -600 200 R 50 50 0 0 P
-X NC_3 8 0 -700 200 R 50 50 0 0 P
-X RXM 9 0 -800 200 R 50 50 0 0 P
-X RXP 10 0 -900 200 R 50 50 0 0 P
-X TXM 11 0 -1000 200 R 50 50 0 0 P
-X TXP 12 0 -1100 200 R 50 50 0 0 P
-X GND_4 13 700 -2200 200 U 50 50 0 0 P
-X XO 14 800 -2200 200 U 50 50 0 0 P
-X XI 15 900 -2200 200 U 50 50 0 0 P
-X REXT 16 1000 -2200 200 U 50 50 0 0 P
-X GND_5 17 1100 -2200 200 U 50 50 0 0 P
-X MDIO 18 1200 -2200 200 U 50 50 0 0 P
-X MDC 19 1300 -2200 200 U 50 50 0 0 P
-X RXD3_/_PHYAD0 20 1400 -2200 200 U 50 50 0 0 P
-X RXD2_/_PHYAD1 21 1500 -2200 200 U 50 50 0 0 P
-X RXD1_/_PHYAD2 22 1600 -2200 200 U 50 50 0 0 P
-X RXD0_/_DUPLEX 23 1700 -2200 200 U 50 50 0 0 P
-X GND_6 24 1800 -2200 200 U 50 50 0 0 P
-X TXD1 36 2500 0 200 L 50 50 0 0 P
-X TXD0 35 2500 -100 200 L 50 50 0 0 P
-X TXEN 34 2500 -200 200 L 50 50 0 0 P
-X TXC_/_PME_EN 33 2500 -300 200 L 50 50 0 0 P
-X INTRP_/_PME_N2_/_NAND_TREE# 32 2500 -400 200 L 50 50 0 0 P
-X VDD_1.2_2 31 2500 -500 200 L 50 50 0 0 P
-X GND_7 30 2500 -600 200 L 50 50 0 0 P
-X RXER_/_ISO 29 2500 -700 200 L 50 50 0 0 P
-X RXC_/_B-CAST_OFF 28 2500 -800 200 L 50 50 0 0 P
-X RXDV_/_CONFIG2 27 2500 -900 200 L 50 50 0 0 P
-X NC_4 26 2500 -1000 200 L 50 50 0 0 P
-X VDDIO 25 2500 -1100 200 L 50 50 0 0 P
-X NC_7 48 700 1500 200 D 50 50 0 0 P
-X RST# 47 800 1500 200 D 50 50 0 0 P
-X NC_6 46 900 1500 200 D 50 50 0 0 P
-X NC_5 45 1000 1500 200 D 50 50 0 0 P
-X TXER 44 1100 1500 200 D 50 50 0 0 P
-X LED1_/_SPEED 43 1200 1500 200 D 50 50 0 0 P
-X LED0_/_PME_N1_/_NWAYEN 42 1300 1500 200 D 50 50 0 0 P
-X CRS_/_CONFIG1 41 1400 1500 200 D 50 50 0 0 P
-X COL_/_CONFIG0 40 1500 1500 200 D 50 50 0 0 P
-X TXD3 39 1600 1500 200 D 50 50 0 0 P
-X TXD2 38 1700 1500 200 D 50 50 0 0 P
-X GND_8 37 1800 1500 200 D 50 50 0 0 P
-P 5 0 1 6 200 1300 2300 1300 2300 -2000 200 -2000 200 1300 N
-ENDDRAW
-ENDDEF
-#
-#End Library
diff --git a/Hardware/Lib/KSZ8091MLXCA/KiCad/KSZ8091MLXCA.mod b/Hardware/Lib/KSZ8091MLXCA/KiCad/KSZ8091MLXCA.mod
deleted file mode 100644
index 02d3a34..0000000
--- a/Hardware/Lib/KSZ8091MLXCA/KiCad/KSZ8091MLXCA.mod
+++ /dev/null
@@ -1,321 +0,0 @@
-PCBNEW-LibModule-V1  2025-01-30 15:30:48
-# encoding utf-8
-Units mm
-$INDEX
-QFP50P900X900X160-48N
-$EndINDEX
-$MODULE QFP50P900X900X160-48N
-Po 0 0 0 15 679b9b28 00000000 ~~
-Li QFP50P900X900X160-48N
-Cd KSZ8091MLXCA
-Kw Integrated Circuit
-Sc 0
-At SMD
-AR 
-Op 0 0 0
-T0 0 0 1.27 1.27 0 0.254 N V 21 N "IC**"
-T1 0 0 1.27 1.27 0 0.254 N I 21 N "QFP50P900X900X160-48N"
-DS -5.225 -5.225 5.225 -5.225 0.05 24
-DS 5.225 -5.225 5.225 5.225 0.05 24
-DS 5.225 5.225 -5.225 5.225 0.05 24
-DS -5.225 5.225 -5.225 -5.225 0.05 24
-DS -3.5 -3.5 3.5 -3.5 0.1 24
-DS 3.5 -3.5 3.5 3.5 0.1 24
-DS 3.5 3.5 -3.5 3.5 0.1 24
-DS -3.5 3.5 -3.5 -3.5 0.1 24
-DS -3.5 -3 -3 -3.5 0.1 24
-DS -3.15 -3.15 3.15 -3.15 0.2 21
-DS 3.15 -3.15 3.15 3.15 0.2 21
-DS 3.15 3.15 -3.15 3.15 0.2 21
-DS -3.15 3.15 -3.15 -3.15 0.2 21
-DC -4.725 -3.5 -4.85 -3.5 0.254 21
-$PAD
-Po -4.238 -2.75
-Sh "1" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -4.238 -2.25
-Sh "2" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -4.238 -1.75
-Sh "3" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -4.238 -1.25
-Sh "4" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -4.238 -0.75
-Sh "5" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -4.238 -0.25
-Sh "6" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -4.238 0.25
-Sh "7" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -4.238 0.75
-Sh "8" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -4.238 1.25
-Sh "9" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -4.238 1.75
-Sh "10" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -4.238 2.25
-Sh "11" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -4.238 2.75
-Sh "12" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -2.75 4.238
-Sh "13" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -2.25 4.238
-Sh "14" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -1.75 4.238
-Sh "15" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -1.25 4.238
-Sh "16" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -0.75 4.238
-Sh "17" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -0.25 4.238
-Sh "18" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 0.25 4.238
-Sh "19" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 0.75 4.238
-Sh "20" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 1.25 4.238
-Sh "21" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 1.75 4.238
-Sh "22" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 2.25 4.238
-Sh "23" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 2.75 4.238
-Sh "24" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 4.238 2.75
-Sh "25" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 4.238 2.25
-Sh "26" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 4.238 1.75
-Sh "27" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 4.238 1.25
-Sh "28" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 4.238 0.75
-Sh "29" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 4.238 0.25
-Sh "30" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 4.238 -0.25
-Sh "31" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 4.238 -0.75
-Sh "32" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 4.238 -1.25
-Sh "33" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 4.238 -1.75
-Sh "34" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 4.238 -2.25
-Sh "35" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 4.238 -2.75
-Sh "36" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 2.75 -4.238
-Sh "37" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 2.25 -4.238
-Sh "38" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 1.75 -4.238
-Sh "39" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 1.25 -4.238
-Sh "40" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 0.75 -4.238
-Sh "41" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 0.25 -4.238
-Sh "42" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -0.25 -4.238
-Sh "43" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -0.75 -4.238
-Sh "44" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -1.25 -4.238
-Sh "45" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -1.75 -4.238
-Sh "46" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -2.25 -4.238
-Sh "47" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -2.75 -4.238
-Sh "48" R 0.3 1.475 0 0 0
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$EndMODULE QFP50P900X900X160-48N
-$EndLIBRARY
diff --git a/Hardware/Lib/KSZ8091MLXCA/PADS/QFP50P900X900X160-48N.d b/Hardware/Lib/KSZ8091MLXCA/PADS/QFP50P900X900X160-48N.d
deleted file mode 100644
index d9724c2..0000000
--- a/Hardware/Lib/KSZ8091MLXCA/PADS/QFP50P900X900X160-48N.d
+++ /dev/null
@@ -1,184 +0,0 @@
-*PADS-LIBRARY-PCB-DECALS-V9*
-
-QFP50P900X900X160-48N M 0 0 0 2 5 0 48 25 0
-TIMESTAMP 2025.01.30.15.01.48
-0 0 0 0 1.27 0.127 1 0 34 "Regular <Romansim Stroke Font>"
-REF-DES
-0 0 0 0 1.27 0.127 1 32 35 "Regular <Romansim Stroke Font>"
-PART-TYPE
-CLOSED 5 0.05 20 -1
--5.225 5.225
-5.225 5.225
-5.225 -5.225
--5.225 -5.225
--5.225 5.225
-CLOSED 5 0.1 27 -1
--3.5 3.5
-3.5 3.5
-3.5 -3.5
--3.5 -3.5
--3.5 3.5
-OPEN 2 0.1 27 -1
--3.5 3
--3 3.5
-CLOSED 5 0.2 26 -1
--3.15 3.15
-3.15 3.15
-3.15 -3.15
--3.15 -3.15
--3.15 3.15
-CIRCLE 2 0.25 26 -1
--4.85 3.5
--4.6 3.5
-T-4.238 2.75 -4.238 2.75 1
-T-4.238 2.25 -4.238 2.25 2
-T-4.238 1.75 -4.238 1.75 3
-T-4.238 1.25 -4.238 1.25 4
-T-4.238 0.75 -4.238 0.75 5
-T-4.238 0.25 -4.238 0.25 6
-T-4.238 -0.25 -4.238 -0.25 7
-T-4.238 -0.75 -4.238 -0.75 8
-T-4.238 -1.25 -4.238 -1.25 9
-T-4.238 -1.75 -4.238 -1.75 10
-T-4.238 -2.25 -4.238 -2.25 11
-T-4.238 -2.75 -4.238 -2.75 12
-T-2.75 -4.238 -2.75 -4.238 13
-T-2.25 -4.238 -2.25 -4.238 14
-T-1.75 -4.238 -1.75 -4.238 15
-T-1.25 -4.238 -1.25 -4.238 16
-T-0.75 -4.238 -0.75 -4.238 17
-T-0.25 -4.238 -0.25 -4.238 18
-T0.25 -4.238 0.25 -4.238 19
-T0.75 -4.238 0.75 -4.238 20
-T1.25 -4.238 1.25 -4.238 21
-T1.75 -4.238 1.75 -4.238 22
-T2.25 -4.238 2.25 -4.238 23
-T2.75 -4.238 2.75 -4.238 24
-T4.238 -2.75 4.238 -2.75 25
-T4.238 -2.25 4.238 -2.25 26
-T4.238 -1.75 4.238 -1.75 27
-T4.238 -1.25 4.238 -1.25 28
-T4.238 -0.75 4.238 -0.75 29
-T4.238 -0.25 4.238 -0.25 30
-T4.238 0.25 4.238 0.25 31
-T4.238 0.75 4.238 0.75 32
-T4.238 1.25 4.238 1.25 33
-T4.238 1.75 4.238 1.75 34
-T4.238 2.25 4.238 2.25 35
-T4.238 2.75 4.238 2.75 36
-T2.75 4.238 2.75 4.238 37
-T2.25 4.238 2.25 4.238 38
-T1.75 4.238 1.75 4.238 39
-T1.25 4.238 1.25 4.238 40
-T0.75 4.238 0.75 4.238 41
-T0.25 4.238 0.25 4.238 42
-T-0.25 4.238 -0.25 4.238 43
-T-0.75 4.238 -0.75 4.238 44
-T-1.25 4.238 -1.25 4.238 45
-T-1.75 4.238 -1.75 4.238 46
-T-2.25 4.238 -2.25 4.238 47
-T-2.75 4.238 -2.75 4.238 48
-PAD 0 3 N 0
--2 0.3 RF 0 90 1.475 0
--1 0 R
-0 0 R
-PAD 1 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 2 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 3 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 4 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 5 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 6 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 7 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 8 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 9 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 10 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 11 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 12 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 25 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 26 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 27 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 28 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 29 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 30 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 31 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 32 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 33 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 34 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 35 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-PAD 36 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-
-*END*
-*REMARK* AP
-KSZ8091MLXCA.stp/0/0/0/0/0/0
diff --git a/Hardware/Lib/SN75LVDS83BDGGR/CADSTAR/SN75LVDS83BDGGR.lib b/Hardware/Lib/SN75LVDS83BDGGR/CADSTAR/SN75LVDS83BDGGR.lib
deleted file mode 100644
index 75f8bdc..0000000
--- a/Hardware/Lib/SN75LVDS83BDGGR/CADSTAR/SN75LVDS83BDGGR.lib
+++ /dev/null
@@ -1,17 +0,0 @@
-.SN75LVDS83BDGGR :1 ;10- to 135-MHz 28-bit LVDS transmitter/serializer & FlatLink integrated circuit
-SOP50P810X120-56N
-*STM IC
-*NGS
-*PLB 1="IOVCC_1" 2="D5" 3="D6" 4="D7" 5="GND_1" 6="D8" 7="D9" 8="D10" 9="VCC" 10="D11" 11="D12" 12="D13" 13="GND_2" 14="D14" 15="D15" 16="D16" 17="CLKSEL" 18="D17" 19="D18" 20="D19" 21="GND_3" 22="D20" 23="D21" 24="D22" 25="D23" 26="IOVCC_2" 27="D24" 28="D25" 29="GND_4" 30="D26" 31="CLKIN" 32="'SHTDN'" 33="GND_5" 34="PLLVCC" 35="GND_6" 36="GND_7" 37="Y3P" 38="Y3M" 39="CLKOUTP" 40="CLKOUTM" 41="Y2P" 42="Y2M" 43="GND_8" 44="LVDSVCC" 45="Y1P" 46="Y1M" &
-47="Y0P" 48="Y0M" 49="GND_9" 50="D27" 51="D0" 52="D1" 53="GND_10" 54="D2" 55="D3" 56="D4"
-*MXP 56
-*DFN SN75LVDS83BDGGR
-~!Mouser Part Number (595-SN75LVDS83BDGGR)
-~!Link Mouser Price/Stock (https://www.mouser.co.uk/ProductDetail/Texas-Instruments/SN75LVDS83BDGGR?qs=IDSsxkoac0yg4KfFeU4liA%3D%3D)
-~!Manufacturer_Name (Texas Instruments)
-~!Manufacturer_Part_Number (SN75LVDS83BDGGR)
-~!Link Datasheet (https://www.ti.com/lit/gpn/SN75LVDS83B)
-~!Height (1.2mm)
-~!3D_Model (SN75LVDS83BDGGR)
-SN75LVDS83BDGGR
-1.1!U 2.1!U 3.1!U 4.1!U 5.1!U 6.1!U 7.1!U 8.1!U 9.1!U 10.1!U 11.1!U 12.1!U 13.1!U 14.1!U 15.1!U 16.1!U 17.1!U 18.1!U 19.1!U 20.1!U 21.1!U 22.1!U 23.1!U 24.1!U 25.1!U 26.1!U 27.1!U 28.1!U 56.1!U 55.1!U 54.1!U 53.1!U 52.1!U 51.1!U 50.1!U 49.1!U 48.1!U 47.1!U 46.1!U 45.1!U 44.1!U 43.1!U 42.1!U 41.1!U 40.1!U 39.1!U 38.1!U 37.1!U 36.1!U 35.1!U 34.1!U 33.1!U 32.1!U 31.1!U 30.1!U 29.1!U 
diff --git a/Hardware/Lib/SN75LVDS83BDGGR/KiCad/SN75LVDS83BDGGR.lib b/Hardware/Lib/SN75LVDS83BDGGR/KiCad/SN75LVDS83BDGGR.lib
deleted file mode 100644
index a993666..0000000
--- a/Hardware/Lib/SN75LVDS83BDGGR/KiCad/SN75LVDS83BDGGR.lib
+++ /dev/null
@@ -1,77 +0,0 @@
-EESchema-LIBRARY Version 2.3
-#encoding utf-8
-#SamacSys ECAD Model SN75LVDS83BDGGR
-#/4672923/1031803/2.50/56/3/Integrated Circuit
-DEF SN75LVDS83BDGGR IC 0 30 Y Y 1 F N
-F0 "IC" 1250 300 50 H V L CNN
-F1 "SN75LVDS83BDGGR" 1250 200 50 H V L CNN
-F2 "SOP50P810X120-56N" 1250 100 50 H I L CNN
-F3 "https://www.ti.com/lit/gpn/SN75LVDS83B" 1250 0 50 H I L CNN
-F4 "10- to 135-MHz 28-bit LVDS transmitter/serializer & FlatLink integrated circuit" 1250 -100 50 H I L CNN "Description"
-F5 "1.2" 1250 -200 50 H I L CNN "Height"
-F6 "595-SN75LVDS83BDGGR" 1250 -300 50 H I L CNN "Mouser Part Number"
-F7 "https://www.mouser.co.uk/ProductDetail/Texas-Instruments/SN75LVDS83BDGGR?qs=IDSsxkoac0yg4KfFeU4liA%3D%3D" 1250 -400 50 H I L CNN "Mouser Price/Stock"
-F8 "Texas Instruments" 1250 -500 50 H I L CNN "Manufacturer_Name"
-F9 "SN75LVDS83BDGGR" 1250 -600 50 H I L CNN "Manufacturer_Part_Number"
-DRAW
-X IOVCC_1 1 0 0 200 R 50 50 0 0 P
-X D5 2 0 -100 200 R 50 50 0 0 P
-X D6 3 0 -200 200 R 50 50 0 0 P
-X D7 4 0 -300 200 R 50 50 0 0 P
-X GND_1 5 0 -400 200 R 50 50 0 0 P
-X D8 6 0 -500 200 R 50 50 0 0 P
-X D9 7 0 -600 200 R 50 50 0 0 P
-X D10 8 0 -700 200 R 50 50 0 0 P
-X VCC 9 0 -800 200 R 50 50 0 0 P
-X D11 10 0 -900 200 R 50 50 0 0 P
-X D12 11 0 -1000 200 R 50 50 0 0 P
-X D13 12 0 -1100 200 R 50 50 0 0 P
-X GND_2 13 0 -1200 200 R 50 50 0 0 P
-X D14 14 0 -1300 200 R 50 50 0 0 P
-X D15 15 0 -1400 200 R 50 50 0 0 P
-X D16 16 0 -1500 200 R 50 50 0 0 P
-X CLKSEL 17 0 -1600 200 R 50 50 0 0 P
-X D17 18 0 -1700 200 R 50 50 0 0 P
-X D18 19 0 -1800 200 R 50 50 0 0 P
-X D19 20 0 -1900 200 R 50 50 0 0 P
-X GND_3 21 0 -2000 200 R 50 50 0 0 P
-X D20 22 0 -2100 200 R 50 50 0 0 P
-X D21 23 0 -2200 200 R 50 50 0 0 P
-X D22 24 0 -2300 200 R 50 50 0 0 P
-X D23 25 0 -2400 200 R 50 50 0 0 P
-X IOVCC_2 26 0 -2500 200 R 50 50 0 0 P
-X D24 27 0 -2600 200 R 50 50 0 0 P
-X D25 28 0 -2700 200 R 50 50 0 0 P
-X D4 56 1400 0 200 L 50 50 0 0 P
-X D3 55 1400 -100 200 L 50 50 0 0 P
-X D2 54 1400 -200 200 L 50 50 0 0 P
-X GND_10 53 1400 -300 200 L 50 50 0 0 P
-X D1 52 1400 -400 200 L 50 50 0 0 P
-X D0 51 1400 -500 200 L 50 50 0 0 P
-X D27 50 1400 -600 200 L 50 50 0 0 P
-X GND_9 49 1400 -700 200 L 50 50 0 0 P
-X Y0M 48 1400 -800 200 L 50 50 0 0 P
-X Y0P 47 1400 -900 200 L 50 50 0 0 P
-X Y1M 46 1400 -1000 200 L 50 50 0 0 P
-X Y1P 45 1400 -1100 200 L 50 50 0 0 P
-X LVDSVCC 44 1400 -1200 200 L 50 50 0 0 P
-X GND_8 43 1400 -1300 200 L 50 50 0 0 P
-X Y2M 42 1400 -1400 200 L 50 50 0 0 P
-X Y2P 41 1400 -1500 200 L 50 50 0 0 P
-X CLKOUTM 40 1400 -1600 200 L 50 50 0 0 P
-X CLKOUTP 39 1400 -1700 200 L 50 50 0 0 P
-X Y3M 38 1400 -1800 200 L 50 50 0 0 P
-X Y3P 37 1400 -1900 200 L 50 50 0 0 P
-X GND_7 36 1400 -2000 200 L 50 50 0 0 P
-X GND_6 35 1400 -2100 200 L 50 50 0 0 P
-X PLLVCC 34 1400 -2200 200 L 50 50 0 0 P
-X GND_5 33 1400 -2300 200 L 50 50 0 0 P
-X ~SHTDN 32 1400 -2400 200 L 50 50 0 0 P
-X CLKIN 31 1400 -2500 200 L 50 50 0 0 P
-X D26 30 1400 -2600 200 L 50 50 0 0 P
-X GND_4 29 1400 -2700 200 L 50 50 0 0 P
-P 5 0 1 6 200 100 1200 100 1200 -2800 200 -2800 200 100 N
-ENDDRAW
-ENDDEF
-#
-#End Library
diff --git a/Hardware/Lib/SN75LVDS83BDGGR/KiCad/SN75LVDS83BDGGR.mod b/Hardware/Lib/SN75LVDS83BDGGR/KiCad/SN75LVDS83BDGGR.mod
deleted file mode 100644
index a458fe2..0000000
--- a/Hardware/Lib/SN75LVDS83BDGGR/KiCad/SN75LVDS83BDGGR.mod
+++ /dev/null
@@ -1,369 +0,0 @@
-PCBNEW-LibModule-V1  2025-02-01 16:35:03
-# encoding utf-8
-Units mm
-$INDEX
-SOP50P810X120-56N
-$EndINDEX
-$MODULE SOP50P810X120-56N
-Po 0 0 0 15 679e4d37 00000000 ~~
-Li SOP50P810X120-56N
-Cd DGG0056A
-Kw Integrated Circuit
-Sc 0
-At SMD
-AR 
-Op 0 0 0
-T0 0 0 1.27 1.27 0 0.254 N V 21 N "IC**"
-T1 0 0 1.27 1.27 0 0.254 N I 21 N "SOP50P810X120-56N"
-DS -4.775 -7.3 4.775 -7.3 0.05 24
-DS 4.775 -7.3 4.775 7.3 0.05 24
-DS 4.775 7.3 -4.775 7.3 0.05 24
-DS -4.775 7.3 -4.775 -7.3 0.05 24
-DS -3.05 -7 3.05 -7 0.1 24
-DS 3.05 -7 3.05 7 0.1 24
-DS 3.05 7 -3.05 7 0.1 24
-DS -3.05 7 -3.05 -7 0.1 24
-DS -3.05 -6.5 -2.55 -7 0.1 24
-DS -2.7 -7 2.7 -7 0.2 21
-DS 2.7 -7 2.7 7 0.2 21
-DS 2.7 7 -2.7 7 0.2 21
-DS -2.7 7 -2.7 -7 0.2 21
-DS -4.525 -7.25 -3.05 -7.25 0.2 21
-$PAD
-Po -3.788 -6.75
-Sh "1" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 -6.25
-Sh "2" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 -5.75
-Sh "3" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 -5.25
-Sh "4" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 -4.75
-Sh "5" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 -4.25
-Sh "6" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 -3.75
-Sh "7" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 -3.25
-Sh "8" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 -2.75
-Sh "9" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 -2.25
-Sh "10" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 -1.75
-Sh "11" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 -1.25
-Sh "12" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 -0.75
-Sh "13" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 -0.25
-Sh "14" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 0.25
-Sh "15" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 0.75
-Sh "16" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 1.25
-Sh "17" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 1.75
-Sh "18" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 2.25
-Sh "19" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 2.75
-Sh "20" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 3.25
-Sh "21" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 3.75
-Sh "22" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 4.25
-Sh "23" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 4.75
-Sh "24" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 5.25
-Sh "25" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 5.75
-Sh "26" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 6.25
-Sh "27" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -3.788 6.75
-Sh "28" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 6.75
-Sh "29" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 6.25
-Sh "30" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 5.75
-Sh "31" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 5.25
-Sh "32" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 4.75
-Sh "33" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 4.25
-Sh "34" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 3.75
-Sh "35" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 3.25
-Sh "36" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 2.75
-Sh "37" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 2.25
-Sh "38" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 1.75
-Sh "39" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 1.25
-Sh "40" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 0.75
-Sh "41" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 0.25
-Sh "42" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 -0.25
-Sh "43" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 -0.75
-Sh "44" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 -1.25
-Sh "45" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 -1.75
-Sh "46" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 -2.25
-Sh "47" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 -2.75
-Sh "48" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 -3.25
-Sh "49" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 -3.75
-Sh "50" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 -4.25
-Sh "51" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 -4.75
-Sh "52" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 -5.25
-Sh "53" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 -5.75
-Sh "54" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 -6.25
-Sh "55" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 3.788 -6.75
-Sh "56" R 0.3 1.475 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$EndMODULE SOP50P810X120-56N
-$EndLIBRARY
diff --git a/Hardware/Lib/SN75LVDS83BDGGR/PADS/SOP50P810X120-56N.d b/Hardware/Lib/SN75LVDS83BDGGR/PADS/SOP50P810X120-56N.d
deleted file mode 100644
index 4723dd8..0000000
--- a/Hardware/Lib/SN75LVDS83BDGGR/PADS/SOP50P810X120-56N.d
+++ /dev/null
@@ -1,96 +0,0 @@
-*PADS-LIBRARY-PCB-DECALS-V9*
-
-SOP50P810X120-56N M 0 0 0 2 5 0 56 1 0
-TIMESTAMP 2025.02.01.16.02.03
-0 0 0 0 1.27 0.127 1 0 34 "Regular <Romansim Stroke Font>"
-REF-DES
-0 0 0 0 1.27 0.127 1 32 35 "Regular <Romansim Stroke Font>"
-PART-TYPE
-CLOSED 5 0.05 20 -1
--4.775 7.3
-4.775 7.3
-4.775 -7.3
--4.775 -7.3
--4.775 7.3
-CLOSED 5 0.1 27 -1
--3.05 7
-3.05 7
-3.05 -7
--3.05 -7
--3.05 7
-OPEN 2 0.1 27 -1
--3.05 6.5
--2.55 7
-CLOSED 5 0.2 26 -1
--2.7 7
-2.7 7
-2.7 -7
--2.7 -7
--2.7 7
-OPEN 2 0.2 26 -1
--4.525 7.25
--3.05 7.25
-T-3.788 6.75 -3.788 6.75 1
-T-3.788 6.25 -3.788 6.25 2
-T-3.788 5.75 -3.788 5.75 3
-T-3.788 5.25 -3.788 5.25 4
-T-3.788 4.75 -3.788 4.75 5
-T-3.788 4.25 -3.788 4.25 6
-T-3.788 3.75 -3.788 3.75 7
-T-3.788 3.25 -3.788 3.25 8
-T-3.788 2.75 -3.788 2.75 9
-T-3.788 2.25 -3.788 2.25 10
-T-3.788 1.75 -3.788 1.75 11
-T-3.788 1.25 -3.788 1.25 12
-T-3.788 0.75 -3.788 0.75 13
-T-3.788 0.25 -3.788 0.25 14
-T-3.788 -0.25 -3.788 -0.25 15
-T-3.788 -0.75 -3.788 -0.75 16
-T-3.788 -1.25 -3.788 -1.25 17
-T-3.788 -1.75 -3.788 -1.75 18
-T-3.788 -2.25 -3.788 -2.25 19
-T-3.788 -2.75 -3.788 -2.75 20
-T-3.788 -3.25 -3.788 -3.25 21
-T-3.788 -3.75 -3.788 -3.75 22
-T-3.788 -4.25 -3.788 -4.25 23
-T-3.788 -4.75 -3.788 -4.75 24
-T-3.788 -5.25 -3.788 -5.25 25
-T-3.788 -5.75 -3.788 -5.75 26
-T-3.788 -6.25 -3.788 -6.25 27
-T-3.788 -6.75 -3.788 -6.75 28
-T3.788 -6.75 3.788 -6.75 29
-T3.788 -6.25 3.788 -6.25 30
-T3.788 -5.75 3.788 -5.75 31
-T3.788 -5.25 3.788 -5.25 32
-T3.788 -4.75 3.788 -4.75 33
-T3.788 -4.25 3.788 -4.25 34
-T3.788 -3.75 3.788 -3.75 35
-T3.788 -3.25 3.788 -3.25 36
-T3.788 -2.75 3.788 -2.75 37
-T3.788 -2.25 3.788 -2.25 38
-T3.788 -1.75 3.788 -1.75 39
-T3.788 -1.25 3.788 -1.25 40
-T3.788 -0.75 3.788 -0.75 41
-T3.788 -0.25 3.788 -0.25 42
-T3.788 0.25 3.788 0.25 43
-T3.788 0.75 3.788 0.75 44
-T3.788 1.25 3.788 1.25 45
-T3.788 1.75 3.788 1.75 46
-T3.788 2.25 3.788 2.25 47
-T3.788 2.75 3.788 2.75 48
-T3.788 3.25 3.788 3.25 49
-T3.788 3.75 3.788 3.75 50
-T3.788 4.25 3.788 4.25 51
-T3.788 4.75 3.788 4.75 52
-T3.788 5.25 3.788 5.25 53
-T3.788 5.75 3.788 5.75 54
-T3.788 6.25 3.788 6.25 55
-T3.788 6.75 3.788 6.75 56
-PAD 0 3 N 0
--2 0.3 RF 0 0 1.475 0
--1 0 R
-0 0 R
-
-*END*
-*REMARK* AP
-SN75LVDS83BDGGR.stp/0/0/0/0/0/0
diff --git a/Hardware/Lib/W9825G6KH-5/CADSTAR/W9825G6KH-5.lib b/Hardware/Lib/W9825G6KH-5/CADSTAR/W9825G6KH-5.lib
deleted file mode 100644
index 5d710ac..0000000
--- a/Hardware/Lib/W9825G6KH-5/CADSTAR/W9825G6KH-5.lib
+++ /dev/null
@@ -1,17 +0,0 @@
-.W9825G6KH-5 :1 ;256Mb SDRAM 200MHz TSOPII54
-SOP80P1176X120-54N
-*STM IC
-*NGS
-*PLB 1="VDD_1" 2="DQ0" 3="VDDQ_1" 4="DQ1" 5="DQ2" 6="VSSQ_1" 7="DQ3" 8="DQ4" 9="VDDQ_2" 10="DQ5" 11="DQ6" 12="VSSQ_2" 13="DQ7" 14="VDD_2" 15="LDQM" 16="'WE'" 17="'CAS'" 18="'RAS'" 19="'CS'" 20="BS0" 21="BS1" 22="A10/AP" 23="A0" 24="A1" 25="A2" 26="A3" 27="VDD_3" 28="VSS_1" 29="A4" 30="A5" 31="A6" 32="A7" 33="A8" 34="A9" 35="A11" 36="A12" 37="CKE" 38="CLK" 39="UDQM" 40="NC" 41="VSS_2" 42="DQ8" 43="VDDQ_3" 44="DQ9" 45="DQ10" 46="VSSQ_3" 47="DQ11" 48="DQ12" &
-49="VDDQ_4" 50="DQ13" 51="DQ14" 52="VSSQ_4" 53="DQ15" 54="VSS_3"
-*MXP 54
-*DFN W9825G6KH-5
-~!Mouser Part Number (454-W9825G6KH-5)
-~!Link Mouser Price/Stock (https://www.mouser.co.uk/ProductDetail/Winbond/W9825G6KH-5?qs=qSfuJ%252Bfl%2Fd5GA9vAeXgu7w%3D%3D)
-~!Manufacturer_Name (Winbond)
-~!Manufacturer_Part_Number (W9825G6KH-5)
-~!Link Datasheet (https://www.winbond.com/hq/search-resource-file.jsp?partNo=W9825G6KH-5&type=datasheet)
-~!Height (1.2mm)
-~!3D_Model (W9825G6KH-5)
-W9825G6KH-5
-1.1!U 2.1!U 3.1!U 4.1!U 5.1!U 6.1!U 7.1!U 8.1!U 9.1!U 10.1!U 11.1!U 12.1!U 13.1!U 14.1!U 15.1!U 16.1!U 17.1!U 18.1!U 19.1!U 20.1!U 21.1!U 22.1!U 23.1!U 24.1!U 25.1!U 26.1!U 27.1!U 54.1!U 53.1!U 52.1!U 51.1!U 50.1!U 49.1!U 48.1!U 47.1!U 46.1!U 45.1!U 44.1!U 43.1!U 42.1!U 41.1!U 40.1!U 39.1!U 38.1!U 37.1!U 36.1!U 35.1!U 34.1!U 33.1!U 32.1!U 31.1!U 30.1!U 29.1!U 28.1!U 
diff --git a/Hardware/Lib/W9825G6KH-5/KiCad/W9825G6KH-5.lib b/Hardware/Lib/W9825G6KH-5/KiCad/W9825G6KH-5.lib
deleted file mode 100644
index 95e32ca..0000000
--- a/Hardware/Lib/W9825G6KH-5/KiCad/W9825G6KH-5.lib
+++ /dev/null
@@ -1,75 +0,0 @@
-EESchema-LIBRARY Version 2.3
-#encoding utf-8
-#SamacSys ECAD Model W9825G6KH-5
-#/1350235/1031803/2.50/54/2/Integrated Circuit
-DEF W9825G6KH-5 IC 0 30 Y Y 1 F N
-F0 "IC" 1150 300 50 H V L CNN
-F1 "W9825G6KH-5" 1150 200 50 H V L CNN
-F2 "SOP80P1176X120-54N" 1150 100 50 H I L CNN
-F3 "https://www.winbond.com/hq/search-resource-file.jsp?partNo=W9825G6KH-5&type=datasheet" 1150 0 50 H I L CNN
-F4 "256Mb SDRAM 200MHz TSOPII54" 1150 -100 50 H I L CNN "Description"
-F5 "1.2" 1150 -200 50 H I L CNN "Height"
-F6 "454-W9825G6KH-5" 1150 -300 50 H I L CNN "Mouser Part Number"
-F7 "https://www.mouser.co.uk/ProductDetail/Winbond/W9825G6KH-5?qs=qSfuJ%252Bfl%2Fd5GA9vAeXgu7w%3D%3D" 1150 -400 50 H I L CNN "Mouser Price/Stock"
-F8 "Winbond" 1150 -500 50 H I L CNN "Manufacturer_Name"
-F9 "W9825G6KH-5" 1150 -600 50 H I L CNN "Manufacturer_Part_Number"
-DRAW
-X VDD_1 1 0 0 200 R 50 50 0 0 P
-X DQ0 2 0 -100 200 R 50 50 0 0 P
-X VDDQ_1 3 0 -200 200 R 50 50 0 0 P
-X DQ1 4 0 -300 200 R 50 50 0 0 P
-X DQ2 5 0 -400 200 R 50 50 0 0 P
-X VSSQ_1 6 0 -500 200 R 50 50 0 0 P
-X DQ3 7 0 -600 200 R 50 50 0 0 P
-X DQ4 8 0 -700 200 R 50 50 0 0 P
-X VDDQ_2 9 0 -800 200 R 50 50 0 0 P
-X DQ5 10 0 -900 200 R 50 50 0 0 P
-X DQ6 11 0 -1000 200 R 50 50 0 0 P
-X VSSQ_2 12 0 -1100 200 R 50 50 0 0 P
-X DQ7 13 0 -1200 200 R 50 50 0 0 P
-X VDD_2 14 0 -1300 200 R 50 50 0 0 P
-X LDQM 15 0 -1400 200 R 50 50 0 0 P
-X ~WE 16 0 -1500 200 R 50 50 0 0 P
-X ~CAS 17 0 -1600 200 R 50 50 0 0 P
-X ~RAS 18 0 -1700 200 R 50 50 0 0 P
-X ~CS 19 0 -1800 200 R 50 50 0 0 P
-X BS0 20 0 -1900 200 R 50 50 0 0 P
-X BS1 21 0 -2000 200 R 50 50 0 0 P
-X A10/AP 22 0 -2100 200 R 50 50 0 0 P
-X A0 23 0 -2200 200 R 50 50 0 0 P
-X A1 24 0 -2300 200 R 50 50 0 0 P
-X A2 25 0 -2400 200 R 50 50 0 0 P
-X A3 26 0 -2500 200 R 50 50 0 0 P
-X VDD_3 27 0 -2600 200 R 50 50 0 0 P
-X VSS_3 54 1300 0 200 L 50 50 0 0 P
-X DQ15 53 1300 -100 200 L 50 50 0 0 P
-X VSSQ_4 52 1300 -200 200 L 50 50 0 0 P
-X DQ14 51 1300 -300 200 L 50 50 0 0 P
-X DQ13 50 1300 -400 200 L 50 50 0 0 P
-X VDDQ_4 49 1300 -500 200 L 50 50 0 0 P
-X DQ12 48 1300 -600 200 L 50 50 0 0 P
-X DQ11 47 1300 -700 200 L 50 50 0 0 P
-X VSSQ_3 46 1300 -800 200 L 50 50 0 0 P
-X DQ10 45 1300 -900 200 L 50 50 0 0 P
-X DQ9 44 1300 -1000 200 L 50 50 0 0 P
-X VDDQ_3 43 1300 -1100 200 L 50 50 0 0 P
-X DQ8 42 1300 -1200 200 L 50 50 0 0 P
-X VSS_2 41 1300 -1300 200 L 50 50 0 0 P
-X NC 40 1300 -1400 200 L 50 50 0 0 N
-X UDQM 39 1300 -1500 200 L 50 50 0 0 P
-X CLK 38 1300 -1600 200 L 50 50 0 0 P
-X CKE 37 1300 -1700 200 L 50 50 0 0 P
-X A12 36 1300 -1800 200 L 50 50 0 0 P
-X A11 35 1300 -1900 200 L 50 50 0 0 P
-X A9 34 1300 -2000 200 L 50 50 0 0 P
-X A8 33 1300 -2100 200 L 50 50 0 0 P
-X A7 32 1300 -2200 200 L 50 50 0 0 P
-X A6 31 1300 -2300 200 L 50 50 0 0 P
-X A5 30 1300 -2400 200 L 50 50 0 0 P
-X A4 29 1300 -2500 200 L 50 50 0 0 P
-X VSS_1 28 1300 -2600 200 L 50 50 0 0 P
-P 5 0 1 6 200 100 1100 100 1100 -2700 200 -2700 200 100 N
-ENDDRAW
-ENDDEF
-#
-#End Library
diff --git a/Hardware/Lib/W9825G6KH-5/KiCad/W9825G6KH-5.mod b/Hardware/Lib/W9825G6KH-5/KiCad/W9825G6KH-5.mod
deleted file mode 100644
index dd016af..0000000
--- a/Hardware/Lib/W9825G6KH-5/KiCad/W9825G6KH-5.mod
+++ /dev/null
@@ -1,357 +0,0 @@
-PCBNEW-LibModule-V1  2025-02-01 05:40:22
-# encoding utf-8
-Units mm
-$INDEX
-SOP80P1176X120-54N
-$EndINDEX
-$MODULE SOP80P1176X120-54N
-Po 0 0 0 15 679db3c6 00000000 ~~
-Li SOP80P1176X120-54N
-Cd 54-Pin TSOP
-Kw Integrated Circuit
-Sc 0
-At SMD
-AR 
-Op 0 0 0
-T0 0 0 1.27 1.27 0 0.254 N V 21 N "IC**"
-T1 0 0 1.27 1.27 0 0.254 N I 21 N "SOP80P1176X120-54N"
-DS -6.625 -11.425 6.625 -11.425 0.05 24
-DS 6.625 -11.425 6.625 11.425 0.05 24
-DS 6.625 11.425 -6.625 11.425 0.05 24
-DS -6.625 11.425 -6.625 -11.425 0.05 24
-DS -5.08 -11.11 5.08 -11.11 0.1 24
-DS 5.08 -11.11 5.08 11.11 0.1 24
-DS 5.08 11.11 -5.08 11.11 0.1 24
-DS -5.08 11.11 -5.08 -11.11 0.1 24
-DS -5.08 -10.31 -4.28 -11.11 0.1 24
-DS -4.73 -11.11 4.73 -11.11 0.2 21
-DS 4.73 -11.11 4.73 11.11 0.2 21
-DS 4.73 11.11 -4.73 11.11 0.2 21
-DS -4.73 11.11 -4.73 -11.11 0.2 21
-DS -6.375 -11.05 -5.08 -11.05 0.2 21
-$PAD
-Po -5.728 -10.4
-Sh "1" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 -9.6
-Sh "2" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 -8.8
-Sh "3" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 -8
-Sh "4" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 -7.2
-Sh "5" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 -6.4
-Sh "6" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 -5.6
-Sh "7" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 -4.8
-Sh "8" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 -4
-Sh "9" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 -3.2
-Sh "10" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 -2.4
-Sh "11" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 -1.6
-Sh "12" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 -0.8
-Sh "13" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 0
-Sh "14" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 0.8
-Sh "15" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 1.6
-Sh "16" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 2.4
-Sh "17" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 3.2
-Sh "18" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 4
-Sh "19" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 4.8
-Sh "20" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 5.6
-Sh "21" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 6.4
-Sh "22" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 7.2
-Sh "23" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 8
-Sh "24" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 8.8
-Sh "25" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 9.6
-Sh "26" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po -5.728 10.4
-Sh "27" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 10.4
-Sh "28" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 9.6
-Sh "29" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 8.8
-Sh "30" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 8
-Sh "31" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 7.2
-Sh "32" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 6.4
-Sh "33" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 5.6
-Sh "34" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 4.8
-Sh "35" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 4
-Sh "36" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 3.2
-Sh "37" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 2.4
-Sh "38" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 1.6
-Sh "39" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 0.8
-Sh "40" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 0
-Sh "41" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 -0.8
-Sh "42" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 -1.6
-Sh "43" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 -2.4
-Sh "44" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 -3.2
-Sh "45" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 -4
-Sh "46" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 -4.8
-Sh "47" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 -5.6
-Sh "48" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 -6.4
-Sh "49" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 -7.2
-Sh "50" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 -8
-Sh "51" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 -8.8
-Sh "52" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 -9.6
-Sh "53" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$PAD
-Po 5.728 -10.4
-Sh "54" R 0.6 1.295 0 0 900
-At SMD N 00888000
-Ne 0 ""
-$EndPAD
-$EndMODULE SOP80P1176X120-54N
-$EndLIBRARY
diff --git a/Hardware/Lib/W9825G6KH-5/PADS/SOP80P1176X120-54N.d b/Hardware/Lib/W9825G6KH-5/PADS/SOP80P1176X120-54N.d
deleted file mode 100644
index 2723dd3..0000000
--- a/Hardware/Lib/W9825G6KH-5/PADS/SOP80P1176X120-54N.d
+++ /dev/null
@@ -1,94 +0,0 @@
-*PADS-LIBRARY-PCB-DECALS-V9*
-
-SOP80P1176X120-54N M 0 0 0 2 5 0 54 1 0
-TIMESTAMP 2025.02.01.05.02.22
-0 0 0 0 1.27 0.127 1 0 34 "Regular <Romansim Stroke Font>"
-REF-DES
-0 0 0 0 1.27 0.127 1 32 35 "Regular <Romansim Stroke Font>"
-PART-TYPE
-CLOSED 5 0.05 20 -1
--6.625 11.425
-6.625 11.425
-6.625 -11.425
--6.625 -11.425
--6.625 11.425
-CLOSED 5 0.1 27 -1
--5.08 11.11
-5.08 11.11
-5.08 -11.11
--5.08 -11.11
--5.08 11.11
-OPEN 2 0.1 27 -1
--5.08 10.31
--4.28 11.11
-CLOSED 5 0.2 26 -1
--4.73 11.11
-4.73 11.11
-4.73 -11.11
--4.73 -11.11
--4.73 11.11
-OPEN 2 0.2 26 -1
--6.375 11.05
--5.08 11.05
-T-5.728 10.4 -5.728 10.4 1
-T-5.728 9.6 -5.728 9.6 2
-T-5.728 8.8 -5.728 8.8 3
-T-5.728 8 -5.728 8 4
-T-5.728 7.2 -5.728 7.2 5
-T-5.728 6.4 -5.728 6.4 6
-T-5.728 5.6 -5.728 5.6 7
-T-5.728 4.8 -5.728 4.8 8
-T-5.728 4 -5.728 4 9
-T-5.728 3.2 -5.728 3.2 10
-T-5.728 2.4 -5.728 2.4 11
-T-5.728 1.6 -5.728 1.6 12
-T-5.728 0.8 -5.728 0.8 13
-T-5.728 0 -5.728 0 14
-T-5.728 -0.8 -5.728 -0.8 15
-T-5.728 -1.6 -5.728 -1.6 16
-T-5.728 -2.4 -5.728 -2.4 17
-T-5.728 -3.2 -5.728 -3.2 18
-T-5.728 -4 -5.728 -4 19
-T-5.728 -4.8 -5.728 -4.8 20
-T-5.728 -5.6 -5.728 -5.6 21
-T-5.728 -6.4 -5.728 -6.4 22
-T-5.728 -7.2 -5.728 -7.2 23
-T-5.728 -8 -5.728 -8 24
-T-5.728 -8.8 -5.728 -8.8 25
-T-5.728 -9.6 -5.728 -9.6 26
-T-5.728 -10.4 -5.728 -10.4 27
-T5.728 -10.4 5.728 -10.4 28
-T5.728 -9.6 5.728 -9.6 29
-T5.728 -8.8 5.728 -8.8 30
-T5.728 -8 5.728 -8 31
-T5.728 -7.2 5.728 -7.2 32
-T5.728 -6.4 5.728 -6.4 33
-T5.728 -5.6 5.728 -5.6 34
-T5.728 -4.8 5.728 -4.8 35
-T5.728 -4 5.728 -4 36
-T5.728 -3.2 5.728 -3.2 37
-T5.728 -2.4 5.728 -2.4 38
-T5.728 -1.6 5.728 -1.6 39
-T5.728 -0.8 5.728 -0.8 40
-T5.728 0 5.728 0 41
-T5.728 0.8 5.728 0.8 42
-T5.728 1.6 5.728 1.6 43
-T5.728 2.4 5.728 2.4 44
-T5.728 3.2 5.728 3.2 45
-T5.728 4 5.728 4 46
-T5.728 4.8 5.728 4.8 47
-T5.728 5.6 5.728 5.6 48
-T5.728 6.4 5.728 6.4 49
-T5.728 7.2 5.728 7.2 50
-T5.728 8 5.728 8 51
-T5.728 8.8 5.728 8.8 52
-T5.728 9.6 5.728 9.6 53
-T5.728 10.4 5.728 10.4 54
-PAD 0 3 N 0
--2 0.6 RF 0 0 1.295 0
--1 0 R
-0 0 R
-
-*END*
-*REMARK* AP
-W9825G6KH-5.stp/0/0/0/0/0/0
diff --git a/Hardware/bom/ibom.html b/Hardware/bom/ibom.html
deleted file mode 100644
index d709add..0000000
--- a/Hardware/bom/ibom.html
+++ /dev/null
@@ -1,4669 +0,0 @@
-<!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;
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-
-///////////////////////////////////////////////
-
-///////////////////////////////////////////////
-var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": "none", "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "offset_back_rotation": false, "kicad_text_formatting": true, "fields": ["Value", "Footprint"]}
-///////////////////////////////////////////////
-
-///////////////////////////////////////////////
-var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
-///////////////////////////////////////////////
-
-///////////////////////////////////////////////
-/* Utility functions */
-
-var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
-  pcbdata.metadata.revision + '__#';
-var storage;
-
-function initStorage(key) {
-  try {
-    window.localStorage.getItem("blank");
-    storage = window.localStorage;
-  } catch (e) {
-    // localStorage not available
-  }
-  if (!storage) {
-    try {
-      window.sessionStorage.getItem("blank");
-      storage = window.sessionStorage;
-    } catch (e) {
-      // sessionStorage also not available
-    }
-  }
-}
-
-function readStorage(key) {
-  if (storage) {
-    return storage.getItem(storagePrefix + key);
-  } else {
-    return null;
-  }
-}
-
-function writeStorage(key, value) {
-  if (storage) {
-    storage.setItem(storagePrefix + key, value);
-  }
-}
-
-function fancyDblClickHandler(el, onsingle, ondouble) {
-  return function () {
-    if (el.getAttribute("data-dblclick") == null) {
-      el.setAttribute("data-dblclick", 1);
-      setTimeout(function () {
-        if (el.getAttribute("data-dblclick") == 1) {
-          onsingle();
-        }
-        el.removeAttribute("data-dblclick");
-      }, 200);
-    } else {
-      el.removeAttribute("data-dblclick");
-      ondouble();
-    }
-  }
-}
-
-function smoothScrollToRow(rowid) {
-  document.getElementById(rowid).scrollIntoView({
-    behavior: "smooth",
-    block: "center",
-    inline: "nearest"
-  });
-}
-
-function focusInputField(input) {
-  input.scrollIntoView(false);
-  input.focus();
-  input.select();
-}
-
-function saveBomTable(output) {
-  var text = '';
-  for (var node of bomhead.childNodes[0].childNodes) {
-    if (node.firstChild) {
-      text += (output == 'csv' ? `"${node.firstChild.nodeValue}"` : node.firstChild.nodeValue);
-    }
-    if (node != bomhead.childNodes[0].lastChild) {
-      text += (output == 'csv' ? ',' : '\t');
-    }
-  }
-  text += '\n';
-  for (var row of bombody.childNodes) {
-    for (var cell of row.childNodes) {
-      let val = '';
-      for (var node of cell.childNodes) {
-        if (node.nodeName == "INPUT") {
-          if (node.checked) {
-            val += '✓';
-          }
-        } else if ((node.nodeName == "MARK") || (node.nodeName == "A")) {
-          val += node.firstChild.nodeValue;
-        } else {
-          val += node.nodeValue;
-        }
-      }
-      if (output == 'csv') {
-        val = val.replace(/\"/g, '\"\"'); // pair of double-quote characters
-        if (isNumeric(val)) {
-          val = +val;                     // use number
-        } else {
-          val = `"${val}"`;               // enclosed within double-quote
-        }
-      }
-      text += val;
-      if (cell != row.lastChild) {
-        text += (output == 'csv' ? ',' : '\t');
-      }
-    }
-    text += '\n';
-  }
-
-  if (output != 'clipboard') {
-    // To file: csv or txt
-    var blob = new Blob([text], {
-      type: `text/${output}`
-    });
-    saveFile(`${pcbdata.metadata.title}.${output}`, blob);
-  } else {
-    // To clipboard
-    var textArea = document.createElement("textarea");
-    textArea.classList.add('clipboard-temp');
-    textArea.value = text;
-
-    document.body.appendChild(textArea);
-    textArea.focus();
-    textArea.select();
-
-    try {
-      if (document.execCommand('copy')) {
-        console.log('Bom copied to clipboard.');
-      }
-    } catch (err) {
-      console.log('Can not copy to clipboard.');
-    }
-
-    document.body.removeChild(textArea);
-  }
-}
-
-function isNumeric(str) {
-  /* https://stackoverflow.com/a/175787 */
-  return (typeof str != "string" ? false : !isNaN(str) && !isNaN(parseFloat(str)));
-}
-
-function removeGutterNode(node) {
-  for (var i = 0; i < node.childNodes.length; i++) {
-    if (node.childNodes[i].classList &&
-      node.childNodes[i].classList.contains("gutter")) {
-      node.removeChild(node.childNodes[i]);
-      break;
-    }
-  }
-}
-
-function cleanGutters() {
-  removeGutterNode(document.getElementById("bot"));
-  removeGutterNode(document.getElementById("canvasdiv"));
-}
-
-var units = {
-  prefixes: {
-    giga: ["G", "g", "giga", "Giga", "GIGA"],
-    mega: ["M", "mega", "Mega", "MEGA"],
-    kilo: ["K", "k", "kilo", "Kilo", "KILO"],
-    milli: ["m", "milli", "Milli", "MILLI"],
-    micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
-    nano: ["N", "n", "nano", "Nano", "NANO"],
-    pico: ["P", "p", "pico", "Pico", "PICO"],
-  },
-  unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
-  unitsLong: [
-    "OHM", "Ohm", "ohm", "ohms",
-    "FARAD", "Farad", "farad",
-    "HENRY", "Henry", "henry"
-  ],
-  getMultiplier: function (s) {
-    if (this.prefixes.giga.includes(s)) return 1e9;
-    if (this.prefixes.mega.includes(s)) return 1e6;
-    if (this.prefixes.kilo.includes(s)) return 1e3;
-    if (this.prefixes.milli.includes(s)) return 1e-3;
-    if (this.prefixes.micro.includes(s)) return 1e-6;
-    if (this.prefixes.nano.includes(s)) return 1e-9;
-    if (this.prefixes.pico.includes(s)) return 1e-12;
-    return 1;
-  },
-  valueRegex: null,
-}
-
-function initUtils() {
-  var allPrefixes = units.prefixes.giga
-    .concat(units.prefixes.mega)
-    .concat(units.prefixes.kilo)
-    .concat(units.prefixes.milli)
-    .concat(units.prefixes.micro)
-    .concat(units.prefixes.nano)
-    .concat(units.prefixes.pico);
-  var allUnits = units.unitsShort.concat(units.unitsLong);
-  units.valueRegex = new RegExp("^([0-9\.]+)" +
-    "\\s*(" + allPrefixes.join("|") + ")?" +
-    "(" + allUnits.join("|") + ")?" +
-    "(\\b.*)?$", "");
-  units.valueAltRegex = new RegExp("^([0-9]*)" +
-    "(" + units.unitsShort.join("|") + ")?" +
-    "([GgMmKkUuNnPp])?" +
-    "([0-9]*)" +
-    "(\\b.*)?$", "");
-  if (config.fields.includes("Value")) {
-    var index = config.fields.indexOf("Value");
-    pcbdata.bom["parsedValues"] = {};
-    for (var id in pcbdata.bom.fields) {
-      pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index])
-    }
-  }
-}
-
-function parseValue(val, ref) {
-  var inferUnit = (unit, ref) => {
-    if (unit) {
-      unit = unit.toLowerCase();
-      if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
-        unit = 'r';
-      }
-      unit = unit[0];
-    } else {
-      ref = /^([a-z]+)\d+$/i.exec(ref);
-      if (ref) {
-        ref = ref[1].toLowerCase();
-        if (ref == "c") unit = 'f';
-        else if (ref == "l") unit = 'h';
-        else if (ref == "r" || ref == "rv") unit = 'r';
-        else unit = null;
-      }
-    }
-    return unit;
-  };
-  val = val.replace(/,/g, "");
-  var match = units.valueRegex.exec(val);
-  var unit;
-  if (match) {
-    val = parseFloat(match[1]);
-    if (match[2]) {
-      val = val * units.getMultiplier(match[2]);
-    }
-    unit = inferUnit(match[3], ref);
-    if (!unit) return null;
-    else return {
-      val: val,
-      unit: unit,
-      extra: match[4],
-    }
-  }
-  match = units.valueAltRegex.exec(val);
-  if (match && (match[1] || match[4])) {
-    val = parseFloat(match[1] + "." + match[4]);
-    if (match[3]) {
-      val = val * units.getMultiplier(match[3]);
-    }
-    unit = inferUnit(match[2], ref);
-    if (!unit) return null;
-    else return {
-      val: val,
-      unit: unit,
-      extra: match[5],
-    }
-  }
-  return null;
-}
-
-function valueCompare(a, b, stra, strb) {
-  if (a === null && b === null) {
-    // Failed to parse both values, compare them as strings.
-    if (stra != strb) return stra > strb ? 1 : -1;
-    else return 0;
-  } else if (a === null) {
-    return 1;
-  } else if (b === null) {
-    return -1;
-  } else {
-    if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
-    else if (a.val != b.val) return a.val > b.val ? 1 : -1;
-    else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
-    else return 0;
-  }
-}
-
-function validateSaveImgDimension(element) {
-  var valid = false;
-  var intValue = 0;
-  if (/^[1-9]\d*$/.test(element.value)) {
-    intValue = parseInt(element.value);
-    if (intValue <= 16000) {
-      valid = true;
-    }
-  }
-  if (valid) {
-    element.classList.remove("invalid");
-  } else {
-    element.classList.add("invalid");
-  }
-  return intValue;
-}
-
-function saveImage(layer) {
-  var width = validateSaveImgDimension(document.getElementById("render-save-width"));
-  var height = validateSaveImgDimension(document.getElementById("render-save-height"));
-  var bgcolor = null;
-  if (!document.getElementById("render-save-transparent").checked) {
-    var style = getComputedStyle(topmostdiv);
-    bgcolor = style.getPropertyValue("background-color");
-  }
-  if (!width || !height) return;
-
-  // Prepare image
-  var canvas = document.createElement("canvas");
-  var layerdict = {
-    transform: {
-      x: 0,
-      y: 0,
-      s: 1,
-      panx: 0,
-      pany: 0,
-      zoom: 1,
-    },
-    bg: canvas,
-    fab: canvas,
-    silk: canvas,
-    highlight: canvas,
-    layer: layer,
-  }
-  // Do the rendering
-  recalcLayerScale(layerdict, width, height);
-  prepareLayer(layerdict);
-  clearCanvas(canvas, bgcolor);
-  drawBackground(layerdict, false);
-  drawHighlightsOnLayer(layerdict, false);
-
-  // Save image
-  var imgdata = canvas.toDataURL("image/png");
-
-  var filename = pcbdata.metadata.title;
-  if (pcbdata.metadata.revision) {
-    filename += `.${pcbdata.metadata.revision}`;
-  }
-  filename += `.${layer}.png`;
-  saveFile(filename, dataURLtoBlob(imgdata));
-}
-
-function saveSettings() {
-  var data = {
-    type: "InteractiveHtmlBom settings",
-    version: 1,
-    pcbmetadata: pcbdata.metadata,
-    settings: settings,
-  }
-  var blob = new Blob([JSON.stringify(data, null, 4)], {
-    type: "application/json"
-  });
-  saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
-}
-
-function loadSettings() {
-  var input = document.createElement("input");
-  input.type = "file";
-  input.accept = ".settings.json";
-  input.onchange = function (e) {
-    var file = e.target.files[0];
-    var reader = new FileReader();
-    reader.onload = readerEvent => {
-      var content = readerEvent.target.result;
-      var newSettings;
-      try {
-        newSettings = JSON.parse(content);
-      } catch (e) {
-        alert("Selected file is not InteractiveHtmlBom settings file.");
-        return;
-      }
-      if (newSettings.type != "InteractiveHtmlBom settings") {
-        alert("Selected file is not InteractiveHtmlBom settings file.");
-        return;
-      }
-      var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
-      if (metadataMatches) {
-        for (var k in pcbdata.metadata) {
-          if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
-            metadataMatches = false;
-          }
-        }
-      }
-      if (!metadataMatches) {
-        var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
-        var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
-        if (!confirm(
-          `Settins file metadata does not match current metadata.\n\n` +
-          `Page metadata:\n${currentMetadata}\n\n` +
-          `Settings file metadata:\n${fileMetadata}\n\n` +
-          `Press OK if you would like to import settings anyway.`)) {
-          return;
-        }
-      }
-      overwriteSettings(newSettings.settings);
-    }
-    reader.readAsText(file, 'UTF-8');
-  }
-  input.click();
-}
-
-function resetSettings() {
-  if (!confirm(
-    `This will reset all checkbox states and other settings.\n\n` +
-    `Press OK if you want to continue.`)) {
-    return;
-  }
-  if (storage) {
-    var keys = [];
-    for (var i = 0; i < storage.length; i++) {
-      var key = storage.key(i);
-      if (key.startsWith(storagePrefix)) keys.push(key);
-    }
-    for (var key of keys) storage.removeItem(key);
-  }
-  location.reload();
-}
-
-function overwriteSettings(newSettings) {
-  initDone = false;
-  Object.assign(settings, newSettings);
-  writeStorage("bomlayout", settings.bomlayout);
-  writeStorage("bommode", settings.bommode);
-  writeStorage("canvaslayout", settings.canvaslayout);
-  writeStorage("bomCheckboxes", settings.checkboxes.join(","));
-  document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
-  for (var checkbox of settings.checkboxes) {
-    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
-  }
-  writeStorage("markWhenChecked", settings.markWhenChecked);
-  padsVisible(settings.renderPads);
-  document.getElementById("padsCheckbox").checked = settings.renderPads;
-  fabricationVisible(settings.renderFabrication);
-  document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
-  silkscreenVisible(settings.renderSilkscreen);
-  document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
-  referencesVisible(settings.renderReferences);
-  document.getElementById("referencesCheckbox").checked = settings.renderReferences;
-  valuesVisible(settings.renderValues);
-  document.getElementById("valuesCheckbox").checked = settings.renderValues;
-  tracksVisible(settings.renderTracks);
-  document.getElementById("tracksCheckbox").checked = settings.renderTracks;
-  zonesVisible(settings.renderZones);
-  document.getElementById("zonesCheckbox").checked = settings.renderZones;
-  dnpOutline(settings.renderDnpOutline);
-  document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
-  setRedrawOnDrag(settings.redrawOnDrag);
-  document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
-  setDarkMode(settings.darkMode);
-  document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
-  setHighlightPin1(settings.highlightpin1);
-  document.forms.highlightpin1.highlightpin1.value = settings.highlightpin1;
-  writeStorage("boardRotation", settings.boardRotation);
-  document.getElementById("boardRotation").value = settings.boardRotation / 5;
-  document.getElementById("rotationDegree").textContent = settings.boardRotation;
-  setOffsetBackRotation(settings.offsetBackRotation);
-  document.getElementById("offsetBackRotationCheckbox").checked = settings.offsetBackRotation;
-  initDone = true;
-  prepCheckboxes();
-  changeBomLayout(settings.bomlayout);
-}
-
-function saveFile(filename, blob) {
-  var link = document.createElement("a");
-  var objurl = URL.createObjectURL(blob);
-  link.download = filename;
-  link.href = objurl;
-  link.click();
-}
-
-function dataURLtoBlob(dataurl) {
-  var arr = dataurl.split(','),
-    mime = arr[0].match(/:(.*?);/)[1],
-    bstr = atob(arr[1]),
-    n = bstr.length,
-    u8arr = new Uint8Array(n);
-  while (n--) {
-    u8arr[n] = bstr.charCodeAt(n);
-  }
-  return new Blob([u8arr], {
-    type: mime
-  });
-}
-
-var settings = {
-  canvaslayout: "FB",
-  bomlayout: "left-right",
-  bommode: "grouped",
-  checkboxes: [],
-  checkboxStoredRefs: {},
-  darkMode: false,
-  highlightpin1: "none",
-  redrawOnDrag: true,
-  boardRotation: 0,
-  offsetBackRotation: false,
-  renderPads: true,
-  renderReferences: true,
-  renderValues: true,
-  renderSilkscreen: true,
-  renderFabrication: true,
-  renderDnpOutline: false,
-  renderTracks: true,
-  renderZones: true,
-  columnOrder: [],
-  hiddenColumns: [],
-  netColors: {},
-}
-
-function initDefaults() {
-  settings.bomlayout = readStorage("bomlayout");
-  if (settings.bomlayout === null) {
-    settings.bomlayout = config.bom_view;
-  }
-  if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
-    settings.bomlayout = config.bom_view;
-  }
-  settings.bommode = readStorage("bommode");
-  if (settings.bommode === null) {
-    settings.bommode = "grouped";
-  }
-  if (settings.bommode == "netlist" && !pcbdata.nets) {
-    settings.bommode = "grouped";
-  }
-  if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
-    settings.bommode = "grouped";
-  }
-  settings.canvaslayout = readStorage("canvaslayout");
-  if (settings.canvaslayout === null) {
-    settings.canvaslayout = config.layer_view;
-  }
-  var bomCheckboxes = readStorage("bomCheckboxes");
-  if (bomCheckboxes === null) {
-    bomCheckboxes = config.checkboxes;
-  }
-  settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
-  document.getElementById("bomCheckboxes").value = bomCheckboxes;
-
-  var highlightpin1 = readStorage("highlightpin1") || config.highlight_pin1;
-  if (highlightpin1 === "false") highlightpin1 = "none";
-  if (highlightpin1 === "true") highlightpin1 = "all";
-  setHighlightPin1(highlightpin1);
-  document.forms.highlightpin1.highlightpin1.value = highlightpin1;
-
-  settings.markWhenChecked = readStorage("markWhenChecked") || "";
-  populateMarkWhenCheckedOptions();
-
-  function initBooleanSetting(storageString, def, elementId, func) {
-    var b = readStorage(storageString);
-    if (b === null) {
-      b = def;
-    } else {
-      b = (b == "true");
-    }
-    document.getElementById(elementId).checked = b;
-    func(b);
-  }
-
-  initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
-  initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
-  initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
-  initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
-  initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
-  if ("tracks" in pcbdata) {
-    initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
-    initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
-  } else {
-    document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
-    tracksVisible(false);
-    zonesVisible(false);
-  }
-  initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
-  initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
-  initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);
-
-  var fields = ["checkboxes", "References"].concat(config.fields).concat(["Quantity"]);
-  var hcols = JSON.parse(readStorage("hiddenColumns"));
-  if (hcols === null) {
-    hcols = [];
-  }
-  settings.hiddenColumns = hcols.filter(e => fields.includes(e));
-
-  var cord = JSON.parse(readStorage("columnOrder"));
-  if (cord === null) {
-    cord = fields;
-  } else {
-    cord = cord.filter(e => fields.includes(e));
-    if (cord.length != fields.length)
-      cord = fields;
-  }
-  settings.columnOrder = cord;
-
-  settings.boardRotation = readStorage("boardRotation");
-  if (settings.boardRotation === null) {
-    settings.boardRotation = config.board_rotation * 5;
-  } else {
-    settings.boardRotation = parseInt(settings.boardRotation);
-  }
-  document.getElementById("boardRotation").value = settings.boardRotation / 5;
-  document.getElementById("rotationDegree").textContent = settings.boardRotation;
-  initBooleanSetting("offsetBackRotation", config.offset_back_rotation, "offsetBackRotationCheckbox", setOffsetBackRotation);
-
-  settings.netColors = JSON.parse(readStorage("netColors")) || {};
-}
-
-// Helper classes for user js callbacks.
-
-const IBOM_EVENT_TYPES = {
-  ALL: "all",
-  HIGHLIGHT_EVENT: "highlightEvent",
-  CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
-  BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
-}
-
-const EventHandler = {
-  callbacks: {},
-  init: function () {
-    for (eventType of Object.values(IBOM_EVENT_TYPES))
-      this.callbacks[eventType] = [];
-  },
-  registerCallback: function (eventType, callback) {
-    this.callbacks[eventType].push(callback);
-  },
-  emitEvent: function (eventType, eventArgs) {
-    event = {
-      eventType: eventType,
-      args: eventArgs,
-    }
-    var callback;
-    for (callback of this.callbacks[eventType])
-      callback(event);
-    for (callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
-      callback(event);
-  }
-}
-EventHandler.init();
-
-///////////////////////////////////////////////
-
-///////////////////////////////////////////////
-/* PCB rendering code */
-
-var emptyContext2d = document.createElement("canvas").getContext("2d");
-
-function deg2rad(deg) {
-  return deg * Math.PI / 180;
-}
-
-function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
-  var point = [
-    linepoint[0] * text.width + offsetx,
-    linepoint[1] * text.height + offsety
-  ];
-  // This approximates pcbnew behavior with how text tilts depending on horizontal justification
-  point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
-  return point;
-}
-
-function drawText(ctx, text, color) {
-  if ("ref" in text && !settings.renderReferences) return;
-  if ("val" in text && !settings.renderValues) return;
-  ctx.save();
-  ctx.fillStyle = color;
-  ctx.strokeStyle = color;
-  ctx.lineCap = "round";
-  ctx.lineJoin = "round";
-  ctx.lineWidth = text.thickness;
-  if ("svgpath" in text) {
-    ctx.stroke(new Path2D(text.svgpath));
-    ctx.restore();
-    return;
-  }
-  if ("polygons" in text) {
-    ctx.fill(getPolygonsPath(text));
-    ctx.restore();
-    return;
-  }
-  ctx.translate(...text.pos);
-  ctx.translate(text.thickness * 0.5, 0);
-  var angle = -text.angle;
-  if (text.attr.includes("mirrored")) {
-    ctx.scale(-1, 1);
-    angle = -angle;
-  }
-  var tilt = 0;
-  if (text.attr.includes("italic")) {
-    tilt = 0.125;
-  }
-  var interline = text.height * 1.5 + text.thickness;
-  var txt = text.text.split("\n");
-  // KiCad ignores last empty line.
-  if (txt[txt.length - 1] == '') txt.pop();
-  ctx.rotate(deg2rad(angle));
-  var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
-  offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
-  for (var i in txt) {
-    var lineWidth = text.thickness + interline / 2 * tilt;
-    for (var j = 0; j < txt[i].length; j++) {
-      if (txt[i][j] == '\t') {
-        var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
-        lineWidth += fourSpaces - lineWidth % fourSpaces;
-      } else {
-        if (txt[i][j] == '~') {
-          j++;
-          if (j == txt[i].length)
-            break;
-        }
-        lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
-      }
-    }
-    var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
-    var inOverbar = false;
-    for (var j = 0; j < txt[i].length; j++) {
-      if (config.kicad_text_formatting) {
-        if (txt[i][j] == '\t') {
-          var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
-          offsetx += fourSpaces - offsetx % fourSpaces;
-          continue;
-        } else if (txt[i][j] == '~') {
-          j++;
-          if (j == txt[i].length)
-            break;
-          if (txt[i][j] != '~') {
-            inOverbar = !inOverbar;
-          }
-        }
-      }
-      var glyph = pcbdata.font_data[txt[i][j]];
-      if (inOverbar) {
-        var overbarStart = [offsetx, -text.height * 1.4 + offsety];
-        var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];
-
-        if (!lastHadOverbar) {
-          overbarStart[0] += text.height * 1.4 * tilt;
-          lastHadOverbar = true;
-        }
-        ctx.beginPath();
-        ctx.moveTo(...overbarStart);
-        ctx.lineTo(...overbarEnd);
-        ctx.stroke();
-      } else {
-        lastHadOverbar = false;
-      }
-      for (var line of glyph.l) {
-        ctx.beginPath();
-        ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
-        for (var k = 1; k < line.length; k++) {
-          ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
-        }
-        ctx.stroke();
-      }
-      offsetx += glyph.w * text.width;
-    }
-    offsety += interline;
-  }
-  ctx.restore();
-}
-
-function drawedge(ctx, scalefactor, edge, color) {
-  ctx.strokeStyle = color;
-  ctx.fillStyle = color;
-  ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
-  ctx.lineCap = "round";
-  ctx.lineJoin = "round";
-  if ("svgpath" in edge) {
-    ctx.stroke(new Path2D(edge.svgpath));
-  } else {
-    ctx.beginPath();
-    if (edge.type == "segment") {
-      ctx.moveTo(...edge.start);
-      ctx.lineTo(...edge.end);
-    }
-    if (edge.type == "rect") {
-      ctx.moveTo(...edge.start);
-      ctx.lineTo(edge.start[0], edge.end[1]);
-      ctx.lineTo(...edge.end);
-      ctx.lineTo(edge.end[0], edge.start[1]);
-      ctx.lineTo(...edge.start);
-    }
-    if (edge.type == "arc") {
-      ctx.arc(
-        ...edge.start,
-        edge.radius,
-        deg2rad(edge.startangle),
-        deg2rad(edge.endangle));
-    }
-    if (edge.type == "circle") {
-      ctx.arc(
-        ...edge.start,
-        edge.radius,
-        0, 2 * Math.PI);
-      ctx.closePath();
-    }
-    if (edge.type == "curve") {
-      ctx.moveTo(...edge.start);
-      ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
-    }
-    if("filled" in edge && edge.filled)
-      ctx.fill();
-    else
-      ctx.stroke();
-  }
-}
-
-function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
-  // chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
-  var path = new Path2D();
-  var width = size[0];
-  var height = size[1];
-  var x = width * -0.5;
-  var y = height * -0.5;
-  var chamfOffset = Math.min(width, height) * chamfratio;
-  path.moveTo(x, 0);
-  if (chamfpos & 4) {
-    path.lineTo(x, y + height - chamfOffset);
-    path.lineTo(x + chamfOffset, y + height);
-    path.lineTo(0, y + height);
-  } else {
-    path.arcTo(x, y + height, x + width, y + height, radius);
-  }
-  if (chamfpos & 8) {
-    path.lineTo(x + width - chamfOffset, y + height);
-    path.lineTo(x + width, y + height - chamfOffset);
-    path.lineTo(x + width, 0);
-  } else {
-    path.arcTo(x + width, y + height, x + width, y, radius);
-  }
-  if (chamfpos & 2) {
-    path.lineTo(x + width, y + chamfOffset);
-    path.lineTo(x + width - chamfOffset, y);
-    path.lineTo(0, y);
-  } else {
-    path.arcTo(x + width, y, x, y, radius);
-  }
-  if (chamfpos & 1) {
-    path.lineTo(x + chamfOffset, y);
-    path.lineTo(x, y + chamfOffset);
-    path.lineTo(x, 0);
-  } else {
-    path.arcTo(x, y, x, y + height, radius);
-  }
-  path.closePath();
-  return path;
-}
-
-function getOblongPath(size) {
-  return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
-}
-
-function getPolygonsPath(shape) {
-  if (shape.path2d) {
-    return shape.path2d;
-  }
-  if ("svgpath" in shape) {
-    shape.path2d = new Path2D(shape.svgpath);
-  } else {
-    var path = new Path2D();
-    for (var polygon of shape.polygons) {
-      path.moveTo(...polygon[0]);
-      for (var i = 1; i < polygon.length; i++) {
-        path.lineTo(...polygon[i]);
-      }
-      path.closePath();
-    }
-    shape.path2d = path;
-  }
-  return shape.path2d;
-}
-
-function drawPolygonShape(ctx, scalefactor, shape, color) {
-  ctx.save();
-  if (!("svgpath" in shape)) {
-    ctx.translate(...shape.pos);
-    ctx.rotate(deg2rad(-shape.angle));
-  }
-  if("filled" in shape && !shape.filled) {
-    ctx.strokeStyle = color;
-    ctx.lineWidth = Math.max(1 / scalefactor, shape.width);
-    ctx.lineCap = "round";
-    ctx.lineJoin = "round";
-    ctx.stroke(getPolygonsPath(shape));
-  } else {
-    ctx.fillStyle = color;
-    ctx.fill(getPolygonsPath(shape));
-  }
-  ctx.restore();
-}
-
-function drawDrawing(ctx, scalefactor, drawing, color) {
-  if (["segment", "arc", "circle", "curve", "rect"].includes(drawing.type)) {
-    drawedge(ctx, scalefactor, drawing, color);
-  } else if (drawing.type == "polygon") {
-    drawPolygonShape(ctx, scalefactor, drawing, color);
-  } else {
-    drawText(ctx, drawing, color);
-  }
-}
-
-function getCirclePath(radius) {
-  var path = new Path2D();
-  path.arc(0, 0, radius, 0, 2 * Math.PI);
-  path.closePath();
-  return path;
-}
-
-function getCachedPadPath(pad) {
-  if (!pad.path2d) {
-    // if path2d is not set, build one and cache it on pad object
-    if (pad.shape == "rect") {
-      pad.path2d = new Path2D();
-      pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
-    } else if (pad.shape == "oval") {
-      pad.path2d = getOblongPath(pad.size);
-    } else if (pad.shape == "circle") {
-      pad.path2d = getCirclePath(pad.size[0] / 2);
-    } else if (pad.shape == "roundrect") {
-      pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
-    } else if (pad.shape == "chamfrect") {
-      pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
-    } else if (pad.shape == "custom") {
-      pad.path2d = getPolygonsPath(pad);
-    }
-  }
-  return pad.path2d;
-}
-
-function drawPad(ctx, pad, color, outline) {
-  ctx.save();
-  ctx.translate(...pad.pos);
-  ctx.rotate(-deg2rad(pad.angle));
-  if (pad.offset) {
-    ctx.translate(...pad.offset);
-  }
-  ctx.fillStyle = color;
-  ctx.strokeStyle = color;
-  var path = getCachedPadPath(pad);
-  if (outline) {
-    ctx.stroke(path);
-  } else {
-    ctx.fill(path);
-  }
-  ctx.restore();
-}
-
-function drawPadHole(ctx, pad, padHoleColor) {
-  if (pad.type != "th") return;
-  ctx.save();
-  ctx.translate(...pad.pos);
-  ctx.rotate(-deg2rad(pad.angle));
-  ctx.fillStyle = padHoleColor;
-  if (pad.drillshape == "oblong") {
-    ctx.fill(getOblongPath(pad.drillsize));
-  } else {
-    ctx.fill(getCirclePath(pad.drillsize[0] / 2));
-  }
-  ctx.restore();
-}
-
-function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, outline) {
-  if (highlight) {
-    // draw bounding box
-    if (footprint.layer == layer) {
-      ctx.save();
-      ctx.globalAlpha = 0.2;
-      ctx.translate(...footprint.bbox.pos);
-      ctx.rotate(deg2rad(-footprint.bbox.angle));
-      ctx.translate(...footprint.bbox.relpos);
-      ctx.fillStyle = colors.pad;
-      ctx.fillRect(0, 0, ...footprint.bbox.size);
-      ctx.globalAlpha = 1;
-      ctx.strokeStyle = colors.pad;
-      ctx.lineWidth = 3 / scalefactor;
-      ctx.strokeRect(0, 0, ...footprint.bbox.size);
-      ctx.restore();
-    }
-  }
-  // draw drawings
-  for (var drawing of footprint.drawings) {
-    if (drawing.layer == layer) {
-      drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad);
-    }
-  }
-  ctx.lineWidth = 3 / scalefactor;
-  // draw pads
-  if (settings.renderPads) {
-    for (var pad of footprint.pads) {
-      if (pad.layers.includes(layer)) {
-        drawPad(ctx, pad, colors.pad, outline);
-        if (pad.pin1 &&
-          (settings.highlightpin1 == "all" ||
-            settings.highlightpin1 == "selected" && highlight)) {
-          drawPad(ctx, pad, colors.outline, true);
-        }
-      }
-    }
-    for (var pad of footprint.pads) {
-      drawPadHole(ctx, pad, colors.padHole);
-    }
-  }
-}
-
-function drawEdgeCuts(canvas, scalefactor) {
-  var ctx = canvas.getContext("2d");
-  var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
-  for (var edge of pcbdata.edges) {
-    drawDrawing(ctx, scalefactor, edge, edgecolor);
-  }
-}
-
-function drawFootprints(canvas, layer, scalefactor, highlight) {
-  var ctx = canvas.getContext("2d");
-  ctx.lineWidth = 3 / scalefactor;
-  var style = getComputedStyle(topmostdiv);
-
-  var colors = {
-    pad: style.getPropertyValue('--pad-color'),
-    padHole: style.getPropertyValue('--pad-hole-color'),
-    outline: style.getPropertyValue('--pin1-outline-color'),
-  }
-
-  for (var i = 0; i < pcbdata.footprints.length; i++) {
-    var mod = pcbdata.footprints[i];
-    var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
-    var h = highlightedFootprints.includes(i);
-    var d = markedFootprints.has(i);
-    if (highlight) {
-      if(h && d) {
-        colors.pad = style.getPropertyValue('--pad-color-highlight-both');
-        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-both');
-      } else if (h) {
-        colors.pad = style.getPropertyValue('--pad-color-highlight');
-        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight');
-      } else if (d) {
-        colors.pad = style.getPropertyValue('--pad-color-highlight-marked');
-        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-marked');
-      }
-    }
-    if( h || d || !highlight) {
-      drawFootprint(ctx, layer, scalefactor, mod, colors, highlight, outline);
-    }
-  }
-}
-
-function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
-  var ctx = canvas.getContext("2d");
-  for (var d of pcbdata.drawings[layername][layer]) {
-    if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
-      drawedge(ctx, scalefactor, d, edgeColor);
-    } else if (d.type == "polygon") {
-      drawPolygonShape(ctx, scalefactor, d, polygonColor);
-    } else {
-      drawText(ctx, d, textColor);
-    }
-  }
-}
-
-function drawTracks(canvas, layer, defaultColor, highlight) {
-  ctx = canvas.getContext("2d");
-  ctx.lineCap = "round";
-
-  var hasHole = (track) => (
-    'drillsize' in track &&
-    track.start[0] == track.end[0] &&
-    track.start[1] == track.end[1]);
-
-  // First draw tracks and tented vias
-  for (var track of pcbdata.tracks[layer]) {
-    if (highlight && highlightedNet != track.net) continue;
-    if (!hasHole(track)) {
-      ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
-      ctx.lineWidth = track.width;
-      ctx.beginPath();
-      if ('radius' in track) {
-        ctx.arc(
-          ...track.center,
-          track.radius,
-          deg2rad(track.startangle),
-          deg2rad(track.endangle));
-      } else {
-        ctx.moveTo(...track.start);
-        ctx.lineTo(...track.end);
-      }
-      ctx.stroke();
-    }
-  }
-  // Second pass to draw untented vias
-  var style = getComputedStyle(topmostdiv);
-  var holeColor = style.getPropertyValue('--pad-hole-color')
-
-  for (var track of pcbdata.tracks[layer]) {
-    if (highlight && highlightedNet != track.net) continue;
-    if (hasHole(track)) {
-      ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
-      ctx.lineWidth = track.width;
-      ctx.beginPath();
-      ctx.moveTo(...track.start);
-      ctx.lineTo(...track.end);
-      ctx.stroke();
-      ctx.strokeStyle = holeColor;
-      ctx.lineWidth = track.drillsize;
-      ctx.lineTo(...track.end);
-      ctx.stroke();
-    }
-  }
-}
-
-function drawZones(canvas, layer, defaultColor, highlight) {
-  ctx = canvas.getContext("2d");
-  ctx.lineJoin = "round";
-  for (var zone of pcbdata.zones[layer]) {
-    if (highlight && highlightedNet != zone.net) continue;
-    ctx.strokeStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
-    ctx.fillStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
-    if (!zone.path2d) {
-      zone.path2d = getPolygonsPath(zone);
-    }
-    ctx.fill(zone.path2d, zone.fillrule || "nonzero");
-    if (zone.width > 0) {
-      ctx.lineWidth = zone.width;
-      ctx.stroke(zone.path2d);
-    }
-  }
-}
-
-function clearCanvas(canvas, color = null) {
-  var ctx = canvas.getContext("2d");
-  ctx.save();
-  ctx.setTransform(1, 0, 0, 1, 0, 0);
-  if (color) {
-    ctx.fillStyle = color;
-    ctx.fillRect(0, 0, canvas.width, canvas.height);
-  } else {
-    if (!window.matchMedia("print").matches)
-      ctx.clearRect(0, 0, canvas.width, canvas.height);
-  }
-  ctx.restore();
-}
-
-function drawNets(canvas, layer, highlight) {
-  var style = getComputedStyle(topmostdiv);
-  if (settings.renderZones) {
-    var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
-    drawZones(canvas, layer, zoneColor, highlight);
-  }
-  if (settings.renderTracks) {
-    var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
-    drawTracks(canvas, layer, trackColor, highlight);
-  }
-  if (highlight && settings.renderPads) {
-    var padColor = style.getPropertyValue('--pad-color-highlight');
-    var padHoleColor = style.getPropertyValue('--pad-hole-color');
-    var ctx = canvas.getContext("2d");
-    for (var footprint of pcbdata.footprints) {
-      // draw pads
-      var padDrawn = false;
-      for (var pad of footprint.pads) {
-        if (highlightedNet != pad.net) continue;
-        if (pad.layers.includes(layer)) {
-          drawPad(ctx, pad, padColor, false);
-          padDrawn = true;
-        }
-      }
-      if (padDrawn) {
-        // redraw all pad holes because some pads may overlap
-        for (var pad of footprint.pads) {
-          drawPadHole(ctx, pad, padHoleColor);
-        }
-      }
-    }
-  }
-}
-
-function drawHighlightsOnLayer(canvasdict, clear = true) {
-  if (clear) {
-    clearCanvas(canvasdict.highlight);
-  }
-  if (markedFootprints.size > 0 || highlightedFootprints.length > 0) {
-    drawFootprints(canvasdict.highlight, canvasdict.layer,
-      canvasdict.transform.s * canvasdict.transform.zoom, true);
-  }
-  if (highlightedNet !== null) {
-    drawNets(canvasdict.highlight, canvasdict.layer, true);
-  }
-}
-
-function drawHighlights() {
-  drawHighlightsOnLayer(allcanvas.front);
-  drawHighlightsOnLayer(allcanvas.back);
-}
-
-function drawBackground(canvasdict, clear = true) {
-  if (clear) {
-    clearCanvas(canvasdict.bg);
-    clearCanvas(canvasdict.fab);
-    clearCanvas(canvasdict.silk);
-  }
-
-  drawNets(canvasdict.bg, canvasdict.layer, false);
-  drawFootprints(canvasdict.bg, canvasdict.layer,
-    canvasdict.transform.s * canvasdict.transform.zoom, false);
-
-  drawEdgeCuts(canvasdict.bg, canvasdict.transform.s * canvasdict.transform.zoom);
-
-  var style = getComputedStyle(topmostdiv);
-  var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
-  var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
-  var textColor = style.getPropertyValue('--silkscreen-text-color');
-  if (settings.renderSilkscreen) {
-    drawBgLayer(
-      "silkscreen", canvasdict.silk, canvasdict.layer,
-      canvasdict.transform.s * canvasdict.transform.zoom,
-      edgeColor, polygonColor, textColor);
-  }
-  edgeColor = style.getPropertyValue('--fabrication-edge-color');
-  polygonColor = style.getPropertyValue('--fabrication-polygon-color');
-  textColor = style.getPropertyValue('--fabrication-text-color');
-  if (settings.renderFabrication) {
-    drawBgLayer(
-      "fabrication", canvasdict.fab, canvasdict.layer,
-      canvasdict.transform.s * canvasdict.transform.zoom,
-      edgeColor, polygonColor, textColor);
-  }
-}
-
-function prepareCanvas(canvas, flip, transform) {
-  var ctx = canvas.getContext("2d");
-  ctx.setTransform(1, 0, 0, 1, 0, 0);
-  ctx.scale(transform.zoom, transform.zoom);
-  ctx.translate(transform.panx, transform.pany);
-  if (flip) {
-    ctx.scale(-1, 1);
-  }
-  ctx.translate(transform.x, transform.y);
-  ctx.rotate(deg2rad(settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
-  ctx.scale(transform.s, transform.s);
-}
-
-function prepareLayer(canvasdict) {
-  var flip = (canvasdict.layer === "B");
-  for (var c of ["bg", "fab", "silk", "highlight"]) {
-    prepareCanvas(canvasdict[c], flip, canvasdict.transform);
-  }
-}
-
-function rotateVector(v, angle) {
-  angle = deg2rad(angle);
-  return [
-    v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
-    v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
-  ];
-}
-
-function applyRotation(bbox, flip) {
-  var corners = [
-    [bbox.minx, bbox.miny],
-    [bbox.minx, bbox.maxy],
-    [bbox.maxx, bbox.miny],
-    [bbox.maxx, bbox.maxy],
-  ];
-  corners = corners.map((v) => rotateVector(v, settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
-  return {
-    minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
-    miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
-    maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
-    maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
-  }
-}
-
-function recalcLayerScale(layerdict, width, height) {
-  var flip = (layerdict.layer === "B");
-  var bbox = applyRotation(pcbdata.edges_bbox, flip);
-  var scalefactor = 0.98 * Math.min(
-    width / (bbox.maxx - bbox.minx),
-    height / (bbox.maxy - bbox.miny)
-  );
-  if (scalefactor < 0.1) {
-    scalefactor = 1;
-  }
-  layerdict.transform.s = scalefactor;
-  if (flip) {
-    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
-  } else {
-    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
-  }
-  layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
-  for (var c of ["bg", "fab", "silk", "highlight"]) {
-    canvas = layerdict[c];
-    canvas.width = width;
-    canvas.height = height;
-    canvas.style.width = (width / devicePixelRatio) + "px";
-    canvas.style.height = (height / devicePixelRatio) + "px";
-  }
-}
-
-function redrawCanvas(layerdict) {
-  prepareLayer(layerdict);
-  drawBackground(layerdict);
-  drawHighlightsOnLayer(layerdict);
-}
-
-function resizeCanvas(layerdict) {
-  var canvasdivid = {
-    "F": "frontcanvas",
-    "B": "backcanvas"
-  } [layerdict.layer];
-  var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
-  var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
-  recalcLayerScale(layerdict, width, height);
-  redrawCanvas(layerdict);
-}
-
-function resizeAll() {
-  resizeCanvas(allcanvas.front);
-  resizeCanvas(allcanvas.back);
-}
-
-function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
-  var A = x - x1;
-  var B = y - y1;
-  var C = x2 - x1;
-  var D = y2 - y1;
-
-  var dot = A * C + B * D;
-  var len_sq = C * C + D * D;
-  var dx, dy;
-  if (len_sq == 0) {
-    // start and end of the segment coincide
-    dx = x - x1;
-    dy = y - y1;
-  } else {
-    var param = dot / len_sq;
-    var xx, yy;
-    if (param < 0) {
-      xx = x1;
-      yy = y1;
-    } else if (param > 1) {
-      xx = x2;
-      yy = y2;
-    } else {
-      xx = x1 + param * C;
-      yy = y1 + param * D;
-    }
-    dx = x - xx;
-    dy = y - yy;
-  }
-  return dx * dx + dy * dy <= d * d;
-}
-
-function modulo(n, mod) {
-  return ((n % mod) + mod) % mod;
-}
-
-function pointWithinDistanceToArc(x, y, xc, yc, radius, startangle, endangle, d) {
-  var dx = x - xc;
-  var dy = y - yc;
-  var r_sq = dx * dx + dy * dy;
-  var rmin = Math.max(0, radius - d);
-  var rmax = radius + d;
-
-  if (r_sq < rmin * rmin || r_sq > rmax * rmax)
-    return false;
-
-  var angle1 = modulo(deg2rad(startangle), 2 * Math.PI);
-  var dx1 = xc + radius * Math.cos(angle1) - x;
-  var dy1 = yc + radius * Math.sin(angle1) - y;
-  if (dx1 * dx1 + dy1 * dy1 <= d * d)
-    return true;
-
-  var angle2 = modulo(deg2rad(endangle), 2 * Math.PI);
-  var dx2 = xc + radius * Math.cos(angle2) - x;
-  var dy2 = yc + radius * Math.sin(angle2) - y;
-  if (dx2 * dx2 + dy2 * dy2 <= d * d)
-    return true;
-
-  var angle = modulo(Math.atan2(dy, dx), 2 * Math.PI);
-  if (angle1 > angle2)
-    return (angle >= angle2 || angle <= angle1);
-  else
-    return (angle >= angle1 && angle <= angle2);
-}
-
-function pointWithinPad(x, y, pad) {
-  var v = [x - pad.pos[0], y - pad.pos[1]];
-  v = rotateVector(v, pad.angle);
-  if (pad.offset) {
-    v[0] -= pad.offset[0];
-    v[1] -= pad.offset[1];
-  }
-  return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
-}
-
-function netHitScan(layer, x, y) {
-  // Check track segments
-  if (settings.renderTracks && pcbdata.tracks) {
-    for (var track of pcbdata.tracks[layer]) {
-      if ('radius' in track) {
-        if (pointWithinDistanceToArc(x, y, ...track.center, track.radius, track.startangle, track.endangle, track.width / 2)) {
-          return track.net;
-        }
-      } else {
-        if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
-          return track.net;
-        }
-      }
-    }
-  }
-  // Check pads
-  if (settings.renderPads) {
-    for (var footprint of pcbdata.footprints) {
-      for (var pad of footprint.pads) {
-        if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
-          return pad.net;
-        }
-      }
-    }
-  }
-  return null;
-}
-
-function pointWithinFootprintBbox(x, y, bbox) {
-  var v = [x - bbox.pos[0], y - bbox.pos[1]];
-  v = rotateVector(v, bbox.angle);
-  return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
-    bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
-}
-
-function bboxHitScan(layer, x, y) {
-  var result = [];
-  for (var i = 0; i < pcbdata.footprints.length; i++) {
-    var footprint = pcbdata.footprints[i];
-    if (footprint.layer == layer) {
-      if (pointWithinFootprintBbox(x, y, footprint.bbox)) {
-        result.push(i);
-      }
-    }
-  }
-  return result;
-}
-
-function handlePointerDown(e, layerdict) {
-  if (e.button != 0 && e.button != 1) {
-    return;
-  }
-  e.preventDefault();
-  e.stopPropagation();
-
-  if (!e.hasOwnProperty("offsetX")) {
-    // The polyfill doesn't set this properly
-    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
-    e.offsetY = e.pageY - e.currentTarget.offsetTop;
-  }
-
-  layerdict.pointerStates[e.pointerId] = {
-    distanceTravelled: 0,
-    lastX: e.offsetX,
-    lastY: e.offsetY,
-    downTime: Date.now(),
-  };
-}
-
-function handleMouseClick(e, layerdict) {
-  if (!e.hasOwnProperty("offsetX")) {
-    // The polyfill doesn't set this properly
-    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
-    e.offsetY = e.pageY - e.currentTarget.offsetTop;
-  }
-
-  var x = e.offsetX;
-  var y = e.offsetY;
-  var t = layerdict.transform;
-  var flip = layerdict.layer === "B";
-  if (flip) {
-    x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
-  } else {
-    x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
-  }
-  y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
-  var v = rotateVector([x, y], -settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0));
-  if ("nets" in pcbdata) {
-    var net = netHitScan(layerdict.layer, ...v);
-    if (net !== highlightedNet) {
-      netClicked(net);
-    }
-  }
-  if (highlightedNet === null) {
-    var footprints = bboxHitScan(layerdict.layer, ...v);
-    if (footprints.length > 0) {
-      footprintsClicked(footprints);
-    }
-  }
-}
-
-function handlePointerLeave(e, layerdict) {
-  e.preventDefault();
-  e.stopPropagation();
-
-  if (!settings.redrawOnDrag) {
-    redrawCanvas(layerdict);
-  }
-
-  delete layerdict.pointerStates[e.pointerId];
-}
-
-function resetTransform(layerdict) {
-  layerdict.transform.panx = 0;
-  layerdict.transform.pany = 0;
-  layerdict.transform.zoom = 1;
-  redrawCanvas(layerdict);
-}
-
-function handlePointerUp(e, layerdict) {
-  if (!e.hasOwnProperty("offsetX")) {
-    // The polyfill doesn't set this properly
-    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
-    e.offsetY = e.pageY - e.currentTarget.offsetTop;
-  }
-
-  e.preventDefault();
-  e.stopPropagation();
-
-  if (e.button == 2) {
-    // Reset pan and zoom on right click.
-    resetTransform(layerdict);
-    layerdict.anotherPointerTapped = false;
-    return;
-  }
-
-  // We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
-  var ptr = layerdict.pointerStates[e.pointerId];
-  ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);
-
-  if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
-    if (Object.keys(layerdict.pointerStates).length == 1) {
-      if (layerdict.anotherPointerTapped) {
-        // This is the second pointer coming off of a two-finger tap
-        resetTransform(layerdict);
-      } else {
-        // This is just a regular tap
-        handleMouseClick(e, layerdict);
-      }
-      layerdict.anotherPointerTapped = false;
-    } else {
-      // This is the first finger coming off of what could become a two-finger tap
-      layerdict.anotherPointerTapped = true;
-    }
-  } else {
-    if (!settings.redrawOnDrag) {
-      redrawCanvas(layerdict);
-    }
-    layerdict.anotherPointerTapped = false;
-  }
-
-  delete layerdict.pointerStates[e.pointerId];
-}
-
-function handlePointerMove(e, layerdict) {
-  if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
-    return;
-  }
-  e.preventDefault();
-  e.stopPropagation();
-
-  if (!e.hasOwnProperty("offsetX")) {
-    // The polyfill doesn't set this properly
-    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
-    e.offsetY = e.pageY - e.currentTarget.offsetTop;
-  }
-
-  var thisPtr = layerdict.pointerStates[e.pointerId];
-
-  var dx = e.offsetX - thisPtr.lastX;
-  var dy = e.offsetY - thisPtr.lastY;
-
-  // If this number is low on pointer up, we count the action as a click
-  thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);
-
-  if (Object.keys(layerdict.pointerStates).length == 1) {
-    // This is a simple drag
-    layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
-    layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
-  } else if (Object.keys(layerdict.pointerStates).length == 2) {
-    var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];
-
-    var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
-    var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2) + Math.pow(e.offsetY - otherPtr.lastY, 2));
-
-    var scaleFactor = newDist / oldDist;
-
-    if (scaleFactor != NaN) {
-      layerdict.transform.zoom *= scaleFactor;
-
-      var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
-      layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
-      layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
-    }
-  }
-
-  thisPtr.lastX = e.offsetX;
-  thisPtr.lastY = e.offsetY;
-
-  if (settings.redrawOnDrag) {
-    redrawCanvas(layerdict);
-  }
-}
-
-function handleMouseWheel(e, layerdict) {
-  e.preventDefault();
-  e.stopPropagation();
-  var t = layerdict.transform;
-  var wheeldelta = e.deltaY;
-  if (e.deltaMode == 1) {
-    // FF only, scroll by lines
-    wheeldelta *= 30;
-  } else if (e.deltaMode == 2) {
-    wheeldelta *= 300;
-  }
-  var m = Math.pow(1.1, -wheeldelta / 40);
-  // Limit amount of zoom per tick.
-  if (m > 2) {
-    m = 2;
-  } else if (m < 0.5) {
-    m = 0.5;
-  }
-  t.zoom *= m;
-  var zoomd = (1 - m) / t.zoom;
-  t.panx += devicePixelRatio * e.offsetX * zoomd;
-  t.pany += devicePixelRatio * e.offsetY * zoomd;
-  redrawCanvas(layerdict);
-}
-
-function addMouseHandlers(div, layerdict) {
-  div.addEventListener("pointerdown", function(e) {
-    handlePointerDown(e, layerdict);
-  });
-  div.addEventListener("pointermove", function(e) {
-    handlePointerMove(e, layerdict);
-  });
-  div.addEventListener("pointerup", function(e) {
-    handlePointerUp(e, layerdict);
-  });
-  var pointerleave = function(e) {
-    handlePointerLeave(e, layerdict);
-  }
-  div.addEventListener("pointercancel", pointerleave);
-  div.addEventListener("pointerleave", pointerleave);
-  div.addEventListener("pointerout", pointerleave);
-
-  div.onwheel = function(e) {
-    handleMouseWheel(e, layerdict);
-  }
-  for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
-    element.addEventListener("contextmenu", function(e) {
-      e.preventDefault();
-    }, false);
-  }
-}
-
-function setRedrawOnDrag(value) {
-  settings.redrawOnDrag = value;
-  writeStorage("redrawOnDrag", value);
-}
-
-function setBoardRotation(value) {
-  settings.boardRotation = value * 5;
-  writeStorage("boardRotation", settings.boardRotation);
-  document.getElementById("rotationDegree").textContent = settings.boardRotation;
-  resizeAll();
-}
-
-function setOffsetBackRotation(value) {
-  settings.offsetBackRotation = value;
-  writeStorage("offsetBackRotation", value);
-  resizeAll();
-}
-
-function initRender() {
-  allcanvas = {
-    front: {
-      transform: {
-        x: 0,
-        y: 0,
-        s: 1,
-        panx: 0,
-        pany: 0,
-        zoom: 1,
-      },
-      pointerStates: {},
-      anotherPointerTapped: false,
-      bg: document.getElementById("F_bg"),
-      fab: document.getElementById("F_fab"),
-      silk: document.getElementById("F_slk"),
-      highlight: document.getElementById("F_hl"),
-      layer: "F",
-    },
-    back: {
-      transform: {
-        x: 0,
-        y: 0,
-        s: 1,
-        panx: 0,
-        pany: 0,
-        zoom: 1,
-      },
-      pointerStates: {},
-      anotherPointerTapped: false,
-      bg: document.getElementById("B_bg"),
-      fab: document.getElementById("B_fab"),
-      silk: document.getElementById("B_slk"),
-      highlight: document.getElementById("B_hl"),
-      layer: "B",
-    }
-  };
-  addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
-  addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
-}
-
-///////////////////////////////////////////////
-
-///////////////////////////////////////////////
-/*
- * Table reordering via Drag'n'Drop
- * Inspired by: https://htmldom.dev/drag-and-drop-table-column
- */
-
-function setBomHandlers() {
-
-  const bom = document.getElementById('bomtable');
-
-  let dragName;
-  let placeHolderElements;
-  let draggingElement;
-  let forcePopulation;
-  let xOffset;
-  let yOffset;
-  let wasDragged;
-
-  const mouseUpHandler = function(e) {
-    // Delete dragging element
-    draggingElement.remove();
-
-    // Make BOM selectable again
-    bom.style.removeProperty("userSelect");
-
-    // Remove listeners
-    document.removeEventListener('mousemove', mouseMoveHandler);
-    document.removeEventListener('mouseup', mouseUpHandler);
-
-    if (wasDragged) {
-      // Redraw whole BOM
-      populateBomTable();
-    }
-  }
-
-  const mouseMoveHandler = function(e) {
-    // Notice the dragging
-    wasDragged = true;
-
-    // Make the dragged element visible
-    draggingElement.style.removeProperty("display");
-
-    // Set elements position to mouse position
-    draggingElement.style.left = `${e.screenX - xOffset}px`;
-    draggingElement.style.top = `${e.screenY - yOffset}px`;
-
-    // Forced redrawing of BOM table
-    if (forcePopulation) {
-      forcePopulation = false;
-      // Copy array
-      phe = Array.from(placeHolderElements);
-      // populate BOM table again
-      populateBomHeader(dragName, phe);
-      populateBomBody(dragName, phe);
-    }
-
-    // Set up array of hidden columns
-    var hiddenColumns = Array.from(settings.hiddenColumns);
-    // In the ungrouped mode, quantity don't exist
-    if (settings.bommode === "ungrouped")
-      hiddenColumns.push("Quantity");
-    // If no checkbox fields can be found, we consider them hidden
-    if (settings.checkboxes.length == 0)
-      hiddenColumns.push("checkboxes");
-
-    // Get table headers and group them into checkboxes, extrafields and normal headers
-    const bh = document.getElementById("bomhead");
-    headers = Array.from(bh.querySelectorAll("th"))
-    headers.shift() // numCol is not part of the columnOrder
-    headerGroups = []
-    lastCompoundClass = null;
-    for (i = 0; i < settings.columnOrder.length; i++) {
-      cElem = settings.columnOrder[i];
-      if (hiddenColumns.includes(cElem)) {
-        // Hidden columns appear as a dummy element
-        headerGroups.push([]);
-        continue;
-      }
-      elem = headers.filter(e => getColumnOrderName(e) === cElem)[0];
-      if (elem.classList.contains("bom-checkbox")) {
-        if (lastCompoundClass === "bom-checkbox") {
-          cbGroup = headerGroups.pop();
-          cbGroup.push(elem);
-          headerGroups.push(cbGroup);
-        } else {
-          lastCompoundClass = "bom-checkbox";
-          headerGroups.push([elem])
-        }
-      } else {
-        headerGroups.push([elem])
-      }
-    }
-
-    // Copy settings.columnOrder
-    var columns = Array.from(settings.columnOrder)
-
-    // Set up array with indices of hidden columns
-    var hiddenIndices = hiddenColumns.map(e => settings.columnOrder.indexOf(e));
-    var dragIndex = columns.indexOf(dragName);
-    var swapIndex = dragIndex;
-    var swapDone = false;
-
-    // Check if the current dragged element is swapable with the left or right element
-    if (dragIndex > 0) {
-      // Get left headers boundingbox
-      swapIndex = dragIndex - 1;
-      while (hiddenIndices.includes(swapIndex) && swapIndex > 0)
-        swapIndex--;
-      if (!hiddenIndices.includes(swapIndex)) {
-        box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
-        if (e.clientX < box.left + window.scrollX + (box.width / 2)) {
-          swapElement = columns[dragIndex];
-          columns.splice(dragIndex, 1);
-          columns.splice(swapIndex, 0, swapElement);
-          forcePopulation = true;
-          swapDone = true;
-        }
-      }
-    }
-    if ((!swapDone) && dragIndex < headerGroups.length - 1) {
-      // Get right headers boundingbox
-      swapIndex = dragIndex + 1;
-      while (hiddenIndices.includes(swapIndex))
-        swapIndex++;
-      if (swapIndex < headerGroups.length) {
-        box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
-        if (e.clientX > box.left + window.scrollX + (box.width / 2)) {
-          swapElement = columns[dragIndex];
-          columns.splice(dragIndex, 1);
-          columns.splice(swapIndex, 0, swapElement);
-          forcePopulation = true;
-          swapDone = true;
-        }
-      }
-    }
-
-    // Write back change to storage
-    if (swapDone) {
-      settings.columnOrder = columns
-      writeStorage("columnOrder", JSON.stringify(columns));
-    }
-
-  }
-
-  const mouseDownHandler = function(e) {
-    var target = e.target;
-    if (target.tagName.toLowerCase() != "td")
-      target = target.parentElement;
-
-    // Used to check if a dragging has ever happened
-    wasDragged = false;
-
-    // Create new element which will be displayed as the dragged column
-    draggingElement = document.createElement("div")
-    draggingElement.classList.add("dragging");
-    draggingElement.style.display = "none";
-    draggingElement.style.position = "absolute";
-    draggingElement.style.overflow = "hidden";
-
-    // Get bomhead and bombody elements
-    const bh = document.getElementById("bomhead");
-    const bb = document.getElementById("bombody");
-
-    // Get all compound headers for the current column
-    var compoundHeaders;
-    if (target.classList.contains("bom-checkbox")) {
-      compoundHeaders = Array.from(bh.querySelectorAll("th.bom-checkbox"));
-    } else {
-      compoundHeaders = [target];
-    }
-
-    // Create new table which will display the column
-    var newTable = document.createElement("table");
-    newTable.classList.add("bom");
-    newTable.style.background = "white";
-    draggingElement.append(newTable);
-
-    // Create new header element
-    var newHeader = document.createElement("thead");
-    newTable.append(newHeader);
-
-    // Set up array for storing all placeholder elements
-    placeHolderElements = [];
-
-    // Add all compound headers to the new thead element and placeholders
-    compoundHeaders.forEach(function(h) {
-      clone = cloneElementWithDimensions(h);
-      newHeader.append(clone);
-      placeHolderElements.push(clone);
-    });
-
-    // Create new body element
-    var newBody = document.createElement("tbody");
-    newTable.append(newBody);
-
-    // Get indices for compound headers
-    var idxs = compoundHeaders.map(e => getBomTableHeaderIndex(e));
-
-    // For each row in the BOM body...
-    var rows = bb.querySelectorAll("tr");
-    rows.forEach(function(row) {
-      // ..get the cells for the compound column
-      const tds = row.querySelectorAll("td");
-      var copytds = idxs.map(i => tds[i]);
-      // Add them to the new element and the placeholders
-      var newRow = document.createElement("tr");
-      copytds.forEach(function(td) {
-        clone = cloneElementWithDimensions(td);
-        newRow.append(clone);
-        placeHolderElements.push(clone);
-      });
-      newBody.append(newRow);
-    });
-
-    // Compute width for compound header
-    var width = compoundHeaders.reduce((acc, x) => acc + x.clientWidth, 0);
-    draggingElement.style.width = `${width}px`;
-
-    // Insert the new dragging element and disable selection on BOM
-    bom.insertBefore(draggingElement, null);
-    bom.style.userSelect = "none";
-
-    // Determine the mouse position offset
-    xOffset = e.screenX - compoundHeaders.reduce((acc, x) => Math.min(acc, x.offsetLeft), compoundHeaders[0].offsetLeft);
-    yOffset = e.screenY - compoundHeaders[0].offsetTop;
-
-    // Get name for the column in settings.columnOrder
-    dragName = getColumnOrderName(target);
-
-    // Change text and class for placeholder elements
-    placeHolderElements = placeHolderElements.map(function(e) {
-      newElem = cloneElementWithDimensions(e);
-      newElem.textContent = "";
-      newElem.classList.add("placeholder");
-      return newElem;
-    });
-
-    // On next mouse move, the whole BOM needs to be redrawn to show the placeholders
-    forcePopulation = true;
-
-    // Add listeners for move and up on mouse
-    document.addEventListener('mousemove', mouseMoveHandler);
-    document.addEventListener('mouseup', mouseUpHandler);
-  }
-
-  // In netlist mode, there is nothing to reorder
-  if (settings.bommode === "netlist")
-    return;
-
-  // Add mouseDownHandler to every column except the numCol
-  bom.querySelectorAll("th")
-    .forEach(function(head) {
-      if (!head.classList.contains("numCol")) {
-        head.onmousedown = mouseDownHandler;
-      }
-    });
-
-}
-
-function getBoundingClientRectFromMultiple(elements) {
-  var elems = Array.from(elements);
-
-  if (elems.length == 0)
-    return null;
-
-  var box = elems.shift()
-    .getBoundingClientRect();
-
-  elems.forEach(function(elem) {
-    var elembox = elem.getBoundingClientRect();
-    box.left = Math.min(elembox.left, box.left);
-    box.top = Math.min(elembox.top, box.top);
-    box.width += elembox.width;
-    box.height = Math.max(elembox.height, box.height);
-  });
-
-  return box;
-}
-
-function cloneElementWithDimensions(elem) {
-  var newElem = elem.cloneNode(true);
-  newElem.style.height = window.getComputedStyle(elem).height;
-  newElem.style.width = window.getComputedStyle(elem).width;
-  return newElem;
-}
-
-function getBomTableHeaderIndex(elem) {
-  const bh = document.getElementById('bomhead');
-  const ths = Array.from(bh.querySelectorAll("th"));
-  return ths.indexOf(elem);
-}
-
-function getColumnOrderName(elem) {
-  var cname = elem.getAttribute("col_name");
-  if (cname === "bom-checkbox")
-    return "checkboxes";
-  else
-    return cname;
-}
-
-function resizableGrid(tablehead) {
-  var cols = tablehead.firstElementChild.children;
-  var rowWidth = tablehead.offsetWidth;
-
-  for (var i = 1; i < cols.length; i++) {
-    if (cols[i].classList.contains("bom-checkbox"))
-      continue;
-    cols[i].style.width = ((cols[i].clientWidth - paddingDiff(cols[i])) * 100 / rowWidth) + '%';
-  }
-
-  for (var i = 1; i < cols.length - 1; i++) {
-    var div = document.createElement('div');
-    div.className = "column-width-handle";
-    cols[i].appendChild(div);
-    setListeners(div);
-  }
-
-  function setListeners(div) {
-    var startX, curCol, nxtCol, curColWidth, nxtColWidth, rowWidth;
-
-    div.addEventListener('mousedown', function(e) {
-      e.preventDefault();
-      e.stopPropagation();
-
-      curCol = e.target.parentElement;
-      nxtCol = curCol.nextElementSibling;
-      startX = e.pageX;
-
-      var padding = paddingDiff(curCol);
-
-      rowWidth = curCol.parentElement.offsetWidth;
-      curColWidth = curCol.clientWidth - padding;
-      nxtColWidth = nxtCol.clientWidth - padding;
-    });
-
-    document.addEventListener('mousemove', function(e) {
-      if (startX) {
-        var diffX = e.pageX - startX;
-        diffX = -Math.min(-diffX, curColWidth - 20);
-        diffX = Math.min(diffX, nxtColWidth - 20);
-
-        curCol.style.width = ((curColWidth + diffX) * 100 / rowWidth) + '%';
-        nxtCol.style.width = ((nxtColWidth - diffX) * 100 / rowWidth) + '%';
-        console.log(`${curColWidth + nxtColWidth} ${(curColWidth + diffX) * 100 / rowWidth + (nxtColWidth - diffX) * 100 / rowWidth}`);
-      }
-    });
-
-    document.addEventListener('mouseup', function(e) {
-      curCol = undefined;
-      nxtCol = undefined;
-      startX = undefined;
-      nxtColWidth = undefined;
-      curColWidth = undefined
-    });
-  }
-
-  function paddingDiff(col) {
-
-    if (getStyleVal(col, 'box-sizing') == 'border-box') {
-      return 0;
-    }
-
-    var padLeft = getStyleVal(col, 'padding-left');
-    var padRight = getStyleVal(col, 'padding-right');
-    return (parseInt(padLeft) + parseInt(padRight));
-
-  }
-
-  function getStyleVal(elm, css) {
-    return (window.getComputedStyle(elm, null).getPropertyValue(css))
-  }
-}
-
-///////////////////////////////////////////////
-
-///////////////////////////////////////////////
-/* DOM manipulation and misc code */
-
-var bomsplit;
-var canvassplit;
-var initDone = false;
-var bomSortFunction = null;
-var currentSortColumn = null;
-var currentSortOrder = null;
-var currentHighlightedRowId;
-var highlightHandlers = [];
-var footprintIndexToHandler = {};
-var netsToHandler = {};
-var markedFootprints = new Set();
-var highlightedFootprints = [];
-var highlightedNet = null;
-var lastClicked;
-
-function dbg(html) {
-  dbgdiv.innerHTML = html;
-}
-
-function redrawIfInitDone() {
-  if (initDone) {
-    redrawCanvas(allcanvas.front);
-    redrawCanvas(allcanvas.back);
-  }
-}
-
-function padsVisible(value) {
-  writeStorage("padsVisible", value);
-  settings.renderPads = value;
-  redrawIfInitDone();
-}
-
-function referencesVisible(value) {
-  writeStorage("referencesVisible", value);
-  settings.renderReferences = value;
-  redrawIfInitDone();
-}
-
-function valuesVisible(value) {
-  writeStorage("valuesVisible", value);
-  settings.renderValues = value;
-  redrawIfInitDone();
-}
-
-function tracksVisible(value) {
-  writeStorage("tracksVisible", value);
-  settings.renderTracks = value;
-  redrawIfInitDone();
-}
-
-function zonesVisible(value) {
-  writeStorage("zonesVisible", value);
-  settings.renderZones = value;
-  redrawIfInitDone();
-}
-
-function dnpOutline(value) {
-  writeStorage("dnpOutline", value);
-  settings.renderDnpOutline = value;
-  redrawIfInitDone();
-}
-
-function setDarkMode(value) {
-  if (value) {
-    topmostdiv.classList.add("dark");
-  } else {
-    topmostdiv.classList.remove("dark");
-  }
-  writeStorage("darkmode", value);
-  settings.darkMode = value;
-  redrawIfInitDone();
-  if (initDone) {
-    populateBomTable();
-  }
-}
-
-function setShowBOMColumn(field, value) {
-  if (field === "references") {
-    var rl = document.getElementById("reflookup");
-    rl.disabled = !value;
-    if (!value) {
-      rl.value = "";
-      updateRefLookup("");
-    }
-  }
-
-  var n = settings.hiddenColumns.indexOf(field);
-  if (value) {
-    if (n != -1) {
-      settings.hiddenColumns.splice(n, 1);
-    }
-  } else {
-    if (n == -1) {
-      settings.hiddenColumns.push(field);
-    }
-  }
-
-  writeStorage("hiddenColumns", JSON.stringify(settings.hiddenColumns));
-
-  if (initDone) {
-    populateBomTable();
-  }
-
-  redrawIfInitDone();
-}
-
-
-function setFullscreen(value) {
-  if (value) {
-    document.documentElement.requestFullscreen();
-  } else {
-    document.exitFullscreen();
-  }
-}
-
-function fabricationVisible(value) {
-  writeStorage("fabricationVisible", value);
-  settings.renderFabrication = value;
-  redrawIfInitDone();
-}
-
-function silkscreenVisible(value) {
-  writeStorage("silkscreenVisible", value);
-  settings.renderSilkscreen = value;
-  redrawIfInitDone();
-}
-
-function setHighlightPin1(value) {
-  writeStorage("highlightpin1", value);
-  settings.highlightpin1 = value;
-  redrawIfInitDone();
-}
-
-function getStoredCheckboxRefs(checkbox) {
-  function convert(ref) {
-    var intref = parseInt(ref);
-    if (isNaN(intref)) {
-      for (var i = 0; i < pcbdata.footprints.length; i++) {
-        if (pcbdata.footprints[i].ref == ref) {
-          return i;
-        }
-      }
-      return -1;
-    } else {
-      return intref;
-    }
-  }
-  if (!(checkbox in settings.checkboxStoredRefs)) {
-    var val = readStorage("checkbox_" + checkbox);
-    settings.checkboxStoredRefs[checkbox] = val ? val : "";
-  }
-  if (!settings.checkboxStoredRefs[checkbox]) {
-    return new Set();
-  } else {
-    return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
-  }
-}
-
-function getCheckboxState(checkbox, references) {
-  var storedRefsSet = getStoredCheckboxRefs(checkbox);
-  var currentRefsSet = new Set(references.map(r => r[1]));
-  // Get difference of current - stored
-  var difference = new Set(currentRefsSet);
-  for (ref of storedRefsSet) {
-    difference.delete(ref);
-  }
-  if (difference.size == 0) {
-    // All the current refs are stored
-    return "checked";
-  } else if (difference.size == currentRefsSet.size) {
-    // None of the current refs are stored
-    return "unchecked";
-  } else {
-    // Some of the refs are stored
-    return "indeterminate";
-  }
-}
-
-function setBomCheckboxState(checkbox, element, references) {
-  var state = getCheckboxState(checkbox, references);
-  element.checked = (state == "checked");
-  element.indeterminate = (state == "indeterminate");
-}
-
-function createCheckboxChangeHandler(checkbox, references, row) {
-  return function () {
-    refsSet = getStoredCheckboxRefs(checkbox);
-    var markWhenChecked = settings.markWhenChecked == checkbox;
-    eventArgs = {
-      checkbox: checkbox,
-      refs: references,
-    }
-    if (this.checked) {
-      // checkbox ticked
-      for (var ref of references) {
-        refsSet.add(ref[1]);
-      }
-      if (markWhenChecked) {
-        row.classList.add("checked");
-        for (var ref of references) {
-          markedFootprints.add(ref[1]);
-        }
-        drawHighlights();
-      }
-      eventArgs.state = 'checked';
-    } else {
-      // checkbox unticked
-      for (var ref of references) {
-        refsSet.delete(ref[1]);
-      }
-      if (markWhenChecked) {
-        row.classList.remove("checked");
-        for (var ref of references) {
-          markedFootprints.delete(ref[1]);
-        }
-        drawHighlights();
-      }
-      eventArgs.state = 'unchecked';
-    }
-    settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
-    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
-    updateCheckboxStats(checkbox);
-    EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
-  }
-}
-
-function clearHighlightedFootprints() {
-  if (currentHighlightedRowId) {
-    document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
-    currentHighlightedRowId = null;
-    highlightedFootprints = [];
-    highlightedNet = null;
-  }
-}
-
-function createRowHighlightHandler(rowid, refs, net) {
-  return function () {
-    if (currentHighlightedRowId) {
-      if (currentHighlightedRowId == rowid) {
-        return;
-      }
-      document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
-    }
-    document.getElementById(rowid).classList.add("highlighted");
-    currentHighlightedRowId = rowid;
-    highlightedFootprints = refs ? refs.map(r => r[1]) : [];
-    highlightedNet = net;
-    drawHighlights();
-    EventHandler.emitEvent(
-      IBOM_EVENT_TYPES.HIGHLIGHT_EVENT, {
-      rowid: rowid,
-      refs: refs,
-      net: net
-    });
-  }
-}
-
-function updateNetColors() {
-  writeStorage("netColors", JSON.stringify(settings.netColors));
-  redrawIfInitDone();
-}
-
-function netColorChangeHandler(net) {
-  return (event) => {
-    settings.netColors[net] = event.target.value;
-    updateNetColors();
-  }
-}
-
-function netColorRightClick(net) {
-  return (event) => {
-    if (event.button == 2) {
-      event.preventDefault();
-      event.stopPropagation();
-
-      var style = getComputedStyle(topmostdiv);
-      var defaultNetColor = style.getPropertyValue('--track-color').trim();
-      event.target.value = defaultNetColor;
-      delete settings.netColors[net];
-      updateNetColors();
-    }
-  }
-}
-
-function entryMatches(entry) {
-  if (settings.bommode == "netlist") {
-    // entry is just a net name
-    return entry.toLowerCase().indexOf(filter) >= 0;
-  }
-  // check refs
-  if (!settings.hiddenColumns.includes("references")) {
-    for (var ref of entry) {
-      if (ref[0].toLowerCase().indexOf(filter) >= 0) {
-        return true;
-      }
-    }
-  }
-  // check fields
-  for (var i in config.fields) {
-    var f = config.fields[i];
-    if (!settings.hiddenColumns.includes(f)) {
-      for (var ref of entry) {
-        if (String(pcbdata.bom.fields[ref[1]][i]).toLowerCase().indexOf(filter) >= 0) {
-          return true;
-        }
-      }
-    }
-  }
-  return false;
-}
-
-function findRefInEntry(entry) {
-  return entry.filter(r => r[0].toLowerCase() == reflookup);
-}
-
-function highlightFilter(s) {
-  if (!filter) {
-    return s;
-  }
-  var parts = s.toLowerCase().split(filter);
-  if (parts.length == 1) {
-    return s;
-  }
-  var r = "";
-  var pos = 0;
-  for (var i in parts) {
-    if (i > 0) {
-      r += '<mark class="highlight">' +
-        s.substring(pos, pos + filter.length) +
-        '</mark>';
-      pos += filter.length;
-    }
-    r += s.substring(pos, pos + parts[i].length);
-    pos += parts[i].length;
-  }
-  return r;
-}
-
-function checkboxSetUnsetAllHandler(checkboxname) {
-  return function () {
-    var checkboxnum = 0;
-    while (checkboxnum < settings.checkboxes.length &&
-      settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
-      checkboxnum++;
-    }
-    if (checkboxnum >= settings.checkboxes.length) {
-      return;
-    }
-    var allset = true;
-    var checkbox;
-    var row;
-    for (row of bombody.childNodes) {
-      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
-      if (!checkbox.checked || checkbox.indeterminate) {
-        allset = false;
-        break;
-      }
-    }
-    for (row of bombody.childNodes) {
-      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
-      checkbox.checked = !allset;
-      checkbox.indeterminate = false;
-      checkbox.onchange();
-    }
-  }
-}
-
-function createColumnHeader(name, cls, comparator, is_checkbox = false) {
-  var th = document.createElement("TH");
-  th.innerHTML = name;
-  th.classList.add(cls);
-  if (is_checkbox)
-    th.setAttribute("col_name", "bom-checkbox");
-  else
-    th.setAttribute("col_name", name);
-  var span = document.createElement("SPAN");
-  span.classList.add("sortmark");
-  span.classList.add("none");
-  th.appendChild(span);
-  var spacer = document.createElement("div");
-  spacer.className = "column-spacer";
-  th.appendChild(spacer);
-  spacer.onclick = function () {
-    if (currentSortColumn && th !== currentSortColumn) {
-      // Currently sorted by another column
-      currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
-      currentSortColumn.childNodes[1].classList.add("none");
-      currentSortColumn = null;
-      currentSortOrder = null;
-    }
-    if (currentSortColumn && th === currentSortColumn) {
-      // Already sorted by this column
-      if (currentSortOrder == "asc") {
-        // Sort by this column, descending order
-        bomSortFunction = function (a, b) {
-          return -comparator(a, b);
-        }
-        currentSortColumn.childNodes[1].classList.remove("asc");
-        currentSortColumn.childNodes[1].classList.add("desc");
-        currentSortOrder = "desc";
-      } else {
-        // Unsort
-        bomSortFunction = null;
-        currentSortColumn.childNodes[1].classList.remove("desc");
-        currentSortColumn.childNodes[1].classList.add("none");
-        currentSortColumn = null;
-        currentSortOrder = null;
-      }
-    } else {
-      // Sort by this column, ascending order
-      bomSortFunction = comparator;
-      currentSortColumn = th;
-      currentSortColumn.childNodes[1].classList.remove("none");
-      currentSortColumn.childNodes[1].classList.add("asc");
-      currentSortOrder = "asc";
-    }
-    populateBomBody();
-  }
-  if (is_checkbox) {
-    spacer.onclick = fancyDblClickHandler(
-      spacer, spacer.onclick, checkboxSetUnsetAllHandler(name));
-  }
-  return th;
-}
-
-function populateBomHeader(placeHolderColumn = null, placeHolderElements = null) {
-  while (bomhead.firstChild) {
-    bomhead.removeChild(bomhead.firstChild);
-  }
-  var tr = document.createElement("TR");
-  var th = document.createElement("TH");
-  th.classList.add("numCol");
-
-  var vismenu = document.createElement("div");
-  vismenu.id = "vismenu";
-  vismenu.classList.add("menu");
-
-  var visbutton = document.createElement("div");
-  visbutton.classList.add("visbtn");
-  visbutton.classList.add("hideonprint");
-
-  var viscontent = document.createElement("div");
-  viscontent.classList.add("menu-content");
-  viscontent.id = "vismenu-content";
-
-  settings.columnOrder.forEach(column => {
-    if (typeof column !== "string")
-      return;
-
-    // Skip empty columns
-    if (column === "checkboxes" && settings.checkboxes.length == 0)
-      return;
-    else if (column === "Quantity" && settings.bommode == "ungrouped")
-      return;
-
-    var label = document.createElement("label");
-    label.classList.add("menu-label");
-
-    var input = document.createElement("input");
-    input.classList.add("visibility_checkbox");
-    input.type = "checkbox";
-    input.onchange = function (e) {
-      setShowBOMColumn(column, e.target.checked)
-    };
-    input.checked = !(settings.hiddenColumns.includes(column));
-
-    label.appendChild(input);
-    if (column.length > 0)
-      label.append(column[0].toUpperCase() + column.slice(1));
-
-    viscontent.appendChild(label);
-  });
-
-  viscontent.childNodes[0].classList.add("menu-label-top");
-
-  vismenu.appendChild(visbutton);
-  if (settings.bommode != "netlist") {
-    vismenu.appendChild(viscontent);
-    th.appendChild(vismenu);
-  }
-  tr.appendChild(th);
-
-  var checkboxCompareClosure = function (checkbox) {
-    return (a, b) => {
-      var stateA = getCheckboxState(checkbox, a);
-      var stateB = getCheckboxState(checkbox, b);
-      if (stateA > stateB) return -1;
-      if (stateA < stateB) return 1;
-      return 0;
-    }
-  }
-  var stringFieldCompareClosure = function (fieldIndex) {
-    return (a, b) => {
-      var fa = pcbdata.bom.fields[a[0][1]][fieldIndex];
-      var fb = pcbdata.bom.fields[b[0][1]][fieldIndex];
-      if (fa != fb) return fa > fb ? 1 : -1;
-      else return 0;
-    }
-  }
-  var referenceRegex = /(?<prefix>[^0-9]+)(?<number>[0-9]+)/;
-  var compareRefs = (a, b) => {
-    var ra = referenceRegex.exec(a);
-    var rb = referenceRegex.exec(b);
-    if (ra === null || rb === null) {
-      if (a != b) return a > b ? 1 : -1;
-      return 0;
-    } else {
-      if (ra.groups.prefix != rb.groups.prefix) {
-        return ra.groups.prefix > rb.groups.prefix ? 1 : -1;
-      }
-      if (ra.groups.number != rb.groups.number) {
-        return parseInt(ra.groups.number) > parseInt(rb.groups.number) ? 1 : -1;
-      }
-      return 0;
-    }
-  }
-  if (settings.bommode == "netlist") {
-    tr.appendChild(createColumnHeader("Net name", "bom-netname", (a, b) => {
-      if (a > b) return -1;
-      if (a < b) return 1;
-      return 0;
-    }));
-    tr.appendChild(createColumnHeader("Color", "bom-color", (a, b) => {
-      return 0;
-    }));
-  } else {
-    // Filter hidden columns
-    var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
-    var valueIndex = config.fields.indexOf("Value");
-    var footprintIndex = config.fields.indexOf("Footprint");
-    columns.forEach((column) => {
-      if (column === placeHolderColumn) {
-        var n = 1;
-        if (column === "checkboxes")
-          n = settings.checkboxes.length;
-        for (i = 0; i < n; i++) {
-          td = placeHolderElements.shift();
-          tr.appendChild(td);
-        }
-        return;
-      } else if (column === "checkboxes") {
-        for (var checkbox of settings.checkboxes) {
-          th = createColumnHeader(
-            checkbox, "bom-checkbox", checkboxCompareClosure(checkbox), true);
-          tr.appendChild(th);
-        }
-      } else if (column === "References") {
-        tr.appendChild(createColumnHeader("References", "references", (a, b) => {
-          var i = 0;
-          while (i < a.length && i < b.length) {
-            if (a[i] != b[i]) return compareRefs(a[i][0], b[i][0]);
-            i++;
-          }
-          return a.length - b.length;
-        }));
-      } else if (column === "Value") {
-        tr.appendChild(createColumnHeader("Value", "value", (a, b) => {
-          var ra = a[0][1], rb = b[0][1];
-          return valueCompare(
-            pcbdata.bom.parsedValues[ra], pcbdata.bom.parsedValues[rb],
-            pcbdata.bom.fields[ra][valueIndex], pcbdata.bom.fields[rb][valueIndex]);
-        }));
-        return;
-      } else if (column === "Footprint") {
-        tr.appendChild(createColumnHeader(
-          "Footprint", "footprint", stringFieldCompareClosure(footprintIndex)));
-      } else if (column === "Quantity" && settings.bommode == "grouped") {
-        tr.appendChild(createColumnHeader("Quantity", "quantity", (a, b) => {
-          return a.length - b.length;
-        }));
-      } else {
-        // Other fields
-        var i = config.fields.indexOf(column);
-        if (i < 0)
-          return;
-        tr.appendChild(createColumnHeader(
-          column, `field${i + 1}`, stringFieldCompareClosure(i)));
-      }
-    });
-  }
-  bomhead.appendChild(tr);
-}
-
-function populateBomBody(placeholderColumn = null, placeHolderElements = null) {
-  const urlRegex = /^(https?:\/\/[^\s\/$.?#][^\s]*|file:\/\/([a-zA-Z]:|\/)[^\x00]+)$/;
-  while (bom.firstChild) {
-    bom.removeChild(bom.firstChild);
-  }
-  highlightHandlers = [];
-  footprintIndexToHandler = {};
-  netsToHandler = {};
-  currentHighlightedRowId = null;
-  var first = true;
-  var style = getComputedStyle(topmostdiv);
-  var defaultNetColor = style.getPropertyValue('--track-color').trim();
-  if (settings.bommode == "netlist") {
-    bomtable = pcbdata.nets.slice();
-  } else {
-    switch (settings.canvaslayout) {
-      case 'F':
-        bomtable = pcbdata.bom.F.slice();
-        break;
-      case 'FB':
-        bomtable = pcbdata.bom.both.slice();
-        break;
-      case 'B':
-        bomtable = pcbdata.bom.B.slice();
-        break;
-    }
-    if (settings.bommode == "ungrouped") {
-      // expand bom table
-      expandedTable = []
-      for (var bomentry of bomtable) {
-        for (var ref of bomentry) {
-          expandedTable.push([ref]);
-        }
-      }
-      bomtable = expandedTable;
-    }
-  }
-  if (bomSortFunction) {
-    bomtable = bomtable.sort(bomSortFunction);
-  }
-  for (var i in bomtable) {
-    var bomentry = bomtable[i];
-    if (filter && !entryMatches(bomentry)) {
-      continue;
-    }
-    var references = null;
-    var netname = null;
-    var tr = document.createElement("TR");
-    var td = document.createElement("TD");
-    var rownum = +i + 1;
-    tr.id = "bomrow" + rownum;
-    td.textContent = rownum;
-    tr.appendChild(td);
-    if (settings.bommode == "netlist") {
-      netname = bomentry;
-      td = document.createElement("TD");
-      td.innerHTML = highlightFilter(netname ? netname : "&lt;no net&gt;");
-      tr.appendChild(td);
-      var color = settings.netColors[netname] || defaultNetColor;
-      td = document.createElement("TD");
-      var colorBox = document.createElement("INPUT");
-      colorBox.type = "color";
-      colorBox.value = color;
-      colorBox.onchange = netColorChangeHandler(netname);
-      colorBox.onmouseup = netColorRightClick(netname);
-      colorBox.oncontextmenu = (e) => e.preventDefault();
-      td.appendChild(colorBox);
-      td.classList.add("color-column");
-      tr.appendChild(td);
-    } else {
-      if (reflookup) {
-        references = findRefInEntry(bomentry);
-        if (references.length == 0) {
-          continue;
-        }
-      } else {
-        references = bomentry;
-      }
-      // Filter hidden columns
-      var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
-      columns.forEach((column) => {
-        if (column === placeholderColumn) {
-          var n = 1;
-          if (column === "checkboxes")
-            n = settings.checkboxes.length;
-          for (i = 0; i < n; i++) {
-            td = placeHolderElements.shift();
-            tr.appendChild(td);
-          }
-          return;
-        } else if (column === "checkboxes") {
-          for (var checkbox of settings.checkboxes) {
-            if (checkbox) {
-              td = document.createElement("TD");
-              var input = document.createElement("input");
-              input.type = "checkbox";
-              input.onchange = createCheckboxChangeHandler(checkbox, references, tr);
-              setBomCheckboxState(checkbox, input, references);
-              if (input.checked && settings.markWhenChecked == checkbox) {
-                tr.classList.add("checked");
-              }
-              td.appendChild(input);
-              tr.appendChild(td);
-            }
-          }
-        } else if (column === "References") {
-          td = document.createElement("TD");
-          td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
-          tr.appendChild(td);
-        } else if (column === "Quantity" && settings.bommode == "grouped") {
-          // Quantity
-          td = document.createElement("TD");
-          td.textContent = references.length;
-          tr.appendChild(td);
-        } else {
-          // All the other fields
-          var field_index = config.fields.indexOf(column)
-          if (field_index < 0)
-            return;
-          var valueSet = new Set();
-          references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index]));
-          td = document.createElement("TD");
-          var output = new Array();
-          for (let item of valueSet) {
-            const visible = highlightFilter(String(item));
-            if (typeof item === 'string' && item.match(urlRegex)) {
-              output.push(`<a href="${item}" target="_blank">${visible}</a>`);
-            } else {
-              output.push(visible);
-            }
-          }
-          td.innerHTML = output.join(", ");
-          tr.appendChild(td);
-        }
-      });
-    }
-    bom.appendChild(tr);
-    var handler = createRowHighlightHandler(tr.id, references, netname);
-    tr.onmousemove = handler;
-    highlightHandlers.push({
-      id: tr.id,
-      handler: handler,
-    });
-    if (references !== null) {
-      for (var refIndex of references.map(r => r[1])) {
-        footprintIndexToHandler[refIndex] = handler;
-      }
-    }
-    if (netname !== null) {
-      netsToHandler[netname] = handler;
-    }
-    if ((filter || reflookup) && first) {
-      handler();
-      first = false;
-    }
-  }
-  EventHandler.emitEvent(
-    IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, {
-    filter: filter,
-    reflookup: reflookup,
-    checkboxes: settings.checkboxes,
-    bommode: settings.bommode,
-  });
-}
-
-function highlightPreviousRow() {
-  if (!currentHighlightedRowId) {
-    highlightHandlers[highlightHandlers.length - 1].handler();
-  } else {
-    if (highlightHandlers.length > 1 &&
-      highlightHandlers[0].id == currentHighlightedRowId) {
-      highlightHandlers[highlightHandlers.length - 1].handler();
-    } else {
-      for (var i = 0; i < highlightHandlers.length - 1; i++) {
-        if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
-          highlightHandlers[i].handler();
-          break;
-        }
-      }
-    }
-  }
-  smoothScrollToRow(currentHighlightedRowId);
-}
-
-function highlightNextRow() {
-  if (!currentHighlightedRowId) {
-    highlightHandlers[0].handler();
-  } else {
-    if (highlightHandlers.length > 1 &&
-      highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
-      highlightHandlers[0].handler();
-    } else {
-      for (var i = 1; i < highlightHandlers.length; i++) {
-        if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
-          highlightHandlers[i].handler();
-          break;
-        }
-      }
-    }
-  }
-  smoothScrollToRow(currentHighlightedRowId);
-}
-
-function populateBomTable() {
-  populateBomHeader();
-  populateBomBody();
-  setBomHandlers();
-  resizableGrid(bomhead);
-}
-
-function footprintsClicked(footprintIndexes) {
-  var lastClickedIndex = footprintIndexes.indexOf(lastClicked);
-  for (var i = 1; i <= footprintIndexes.length; i++) {
-    var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length];
-    if (refIndex in footprintIndexToHandler) {
-      lastClicked = refIndex;
-      footprintIndexToHandler[refIndex]();
-      smoothScrollToRow(currentHighlightedRowId);
-      break;
-    }
-  }
-}
-
-function netClicked(net) {
-  if (net in netsToHandler) {
-    netsToHandler[net]();
-    smoothScrollToRow(currentHighlightedRowId);
-  } else {
-    clearHighlightedFootprints();
-    highlightedNet = net;
-    drawHighlights();
-  }
-}
-
-function updateFilter(input) {
-  filter = input.toLowerCase();
-  populateBomTable();
-}
-
-function updateRefLookup(input) {
-  reflookup = input.toLowerCase();
-  populateBomTable();
-}
-
-function changeCanvasLayout(layout) {
-  document.getElementById("fl-btn").classList.remove("depressed");
-  document.getElementById("fb-btn").classList.remove("depressed");
-  document.getElementById("bl-btn").classList.remove("depressed");
-  switch (layout) {
-    case 'F':
-      document.getElementById("fl-btn").classList.add("depressed");
-      if (settings.bomlayout != "bom-only") {
-        canvassplit.collapse(1);
-      }
-      break;
-    case 'B':
-      document.getElementById("bl-btn").classList.add("depressed");
-      if (settings.bomlayout != "bom-only") {
-        canvassplit.collapse(0);
-      }
-      break;
-    default:
-      document.getElementById("fb-btn").classList.add("depressed");
-      if (settings.bomlayout != "bom-only") {
-        canvassplit.setSizes([50, 50]);
-      }
-  }
-  settings.canvaslayout = layout;
-  writeStorage("canvaslayout", layout);
-  resizeAll();
-  changeBomMode(settings.bommode);
-}
-
-function populateMetadata() {
-  document.getElementById("title").innerHTML = pcbdata.metadata.title;
-  document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
-  document.getElementById("company").innerHTML = pcbdata.metadata.company;
-  document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
-  if (pcbdata.metadata.title != "") {
-    document.title = pcbdata.metadata.title + " BOM";
-  }
-  // Calculate board stats
-  var fp_f = 0,
-    fp_b = 0,
-    pads_f = 0,
-    pads_b = 0,
-    pads_th = 0;
-  for (var i = 0; i < pcbdata.footprints.length; i++) {
-    if (pcbdata.bom.skipped.includes(i)) continue;
-    var mod = pcbdata.footprints[i];
-    if (mod.layer == "F") {
-      fp_f++;
-    } else {
-      fp_b++;
-    }
-    for (var pad of mod.pads) {
-      if (pad.type == "th") {
-        pads_th++;
-      } else {
-        if (pad.layers.includes("F")) {
-          pads_f++;
-        }
-        if (pad.layers.includes("B")) {
-          pads_b++;
-        }
-      }
-    }
-  }
-  document.getElementById("stats-components-front").innerHTML = fp_f;
-  document.getElementById("stats-components-back").innerHTML = fp_b;
-  document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
-  document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
-  document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
-  document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
-  document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
-  document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
-  document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
-  document.getElementById("stats-th-pads").innerHTML = pads_th;
-  // Update version string
-  document.getElementById("github-link").innerHTML = "InteractiveHtmlBom&nbsp;" +
-    /^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
-}
-
-function changeBomLayout(layout) {
-  document.getElementById("bom-btn").classList.remove("depressed");
-  document.getElementById("lr-btn").classList.remove("depressed");
-  document.getElementById("tb-btn").classList.remove("depressed");
-  switch (layout) {
-    case 'bom-only':
-      document.getElementById("bom-btn").classList.add("depressed");
-      if (bomsplit) {
-        bomsplit.destroy();
-        bomsplit = null;
-        canvassplit.destroy();
-        canvassplit = null;
-      }
-      document.getElementById("frontcanvas").style.display = "none";
-      document.getElementById("backcanvas").style.display = "none";
-      document.getElementById("topmostdiv").style.height = "";
-      document.getElementById("topmostdiv").style.display = "block";
-      break;
-    case 'top-bottom':
-      document.getElementById("tb-btn").classList.add("depressed");
-      document.getElementById("frontcanvas").style.display = "";
-      document.getElementById("backcanvas").style.display = "";
-      document.getElementById("topmostdiv").style.height = "100%";
-      document.getElementById("topmostdiv").style.display = "flex";
-      document.getElementById("bomdiv").classList.remove("split-horizontal");
-      document.getElementById("canvasdiv").classList.remove("split-horizontal");
-      document.getElementById("frontcanvas").classList.add("split-horizontal");
-      document.getElementById("backcanvas").classList.add("split-horizontal");
-      if (bomsplit) {
-        bomsplit.destroy();
-        bomsplit = null;
-        canvassplit.destroy();
-        canvassplit = null;
-      }
-      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
-        sizes: [50, 50],
-        onDragEnd: resizeAll,
-        direction: "vertical",
-        gutterSize: 5
-      });
-      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
-        sizes: [50, 50],
-        gutterSize: 5,
-        onDragEnd: resizeAll
-      });
-      break;
-    case 'left-right':
-      document.getElementById("lr-btn").classList.add("depressed");
-      document.getElementById("frontcanvas").style.display = "";
-      document.getElementById("backcanvas").style.display = "";
-      document.getElementById("topmostdiv").style.height = "100%";
-      document.getElementById("topmostdiv").style.display = "flex";
-      document.getElementById("bomdiv").classList.add("split-horizontal");
-      document.getElementById("canvasdiv").classList.add("split-horizontal");
-      document.getElementById("frontcanvas").classList.remove("split-horizontal");
-      document.getElementById("backcanvas").classList.remove("split-horizontal");
-      if (bomsplit) {
-        bomsplit.destroy();
-        bomsplit = null;
-        canvassplit.destroy();
-        canvassplit = null;
-      }
-      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
-        sizes: [50, 50],
-        onDragEnd: resizeAll,
-        gutterSize: 5
-      });
-      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
-        sizes: [50, 50],
-        gutterSize: 5,
-        direction: "vertical",
-        onDragEnd: resizeAll
-      });
-  }
-  settings.bomlayout = layout;
-  writeStorage("bomlayout", layout);
-  changeCanvasLayout(settings.canvaslayout);
-}
-
-function changeBomMode(mode) {
-  document.getElementById("bom-grouped-btn").classList.remove("depressed");
-  document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
-  document.getElementById("bom-netlist-btn").classList.remove("depressed");
-  var chkbxs = document.getElementsByClassName("visibility_checkbox");
-
-  switch (mode) {
-    case 'grouped':
-      document.getElementById("bom-grouped-btn").classList.add("depressed");
-      for (var i = 0; i < chkbxs.length; i++) {
-        chkbxs[i].disabled = false;
-      }
-      break;
-    case 'ungrouped':
-      document.getElementById("bom-ungrouped-btn").classList.add("depressed");
-      for (var i = 0; i < chkbxs.length; i++) {
-        chkbxs[i].disabled = false;
-      }
-      break;
-    case 'netlist':
-      document.getElementById("bom-netlist-btn").classList.add("depressed");
-      for (var i = 0; i < chkbxs.length; i++) {
-        chkbxs[i].disabled = true;
-      }
-  }
-
-  writeStorage("bommode", mode);
-  if (mode != settings.bommode) {
-    settings.bommode = mode;
-    bomSortFunction = null;
-    currentSortColumn = null;
-    currentSortOrder = null;
-    clearHighlightedFootprints();
-  }
-  populateBomTable();
-}
-
-function focusFilterField() {
-  focusInputField(document.getElementById("filter"));
-}
-
-function focusRefLookupField() {
-  focusInputField(document.getElementById("reflookup"));
-}
-
-function toggleBomCheckbox(bomrowid, checkboxnum) {
-  if (!bomrowid || checkboxnum > settings.checkboxes.length) {
-    return;
-  }
-  var bomrow = document.getElementById(bomrowid);
-  var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
-  checkbox.checked = !checkbox.checked;
-  checkbox.indeterminate = false;
-  checkbox.onchange();
-}
-
-function checkBomCheckbox(bomrowid, checkboxname) {
-  var checkboxnum = 0;
-  while (checkboxnum < settings.checkboxes.length &&
-    settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
-    checkboxnum++;
-  }
-  if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
-    return;
-  }
-  var bomrow = document.getElementById(bomrowid);
-  var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
-  checkbox.checked = true;
-  checkbox.indeterminate = false;
-  checkbox.onchange();
-}
-
-function setBomCheckboxes(value) {
-  writeStorage("bomCheckboxes", value);
-  settings.checkboxes = value.split(",").map((e) => e.trim()).filter((e) => e);
-  prepCheckboxes();
-  populateMarkWhenCheckedOptions();
-  setMarkWhenChecked(settings.markWhenChecked);
-}
-
-function setMarkWhenChecked(value) {
-  writeStorage("markWhenChecked", value);
-  settings.markWhenChecked = value;
-  markedFootprints.clear();
-  for (var ref of (value ? getStoredCheckboxRefs(value) : [])) {
-    markedFootprints.add(ref);
-  }
-  populateBomTable();
-  drawHighlights();
-}
-
-function prepCheckboxes() {
-  var table = document.getElementById("checkbox-stats");
-  while (table.childElementCount > 1) {
-    table.removeChild(table.lastChild);
-  }
-  if (settings.checkboxes.length) {
-    table.style.display = "";
-  } else {
-    table.style.display = "none";
-  }
-  for (var checkbox of settings.checkboxes) {
-    var tr = document.createElement("TR");
-    var td = document.createElement("TD");
-    td.innerHTML = checkbox;
-    tr.appendChild(td);
-    td = document.createElement("TD");
-    td.id = "checkbox-stats-" + checkbox;
-    var progressbar = document.createElement("div");
-    progressbar.classList.add("bar");
-    td.appendChild(progressbar);
-    var text = document.createElement("div");
-    text.classList.add("text");
-    td.appendChild(text);
-    tr.appendChild(td);
-    table.appendChild(tr);
-    updateCheckboxStats(checkbox);
-  }
-}
-
-function populateMarkWhenCheckedOptions() {
-  var container = document.getElementById("markWhenCheckedContainer");
-
-  if (settings.checkboxes.length == 0) {
-    container.parentElement.style.display = "none";
-    return;
-  }
-
-  container.innerHTML = '';
-  container.parentElement.style.display = "inline-block";
-
-  function createOption(name, displayName) {
-    var id = "markWhenChecked-" + name;
-
-    var div = document.createElement("div");
-    div.classList.add("radio-container");
-
-    var input = document.createElement("input");
-    input.type = "radio";
-    input.name = "markWhenChecked";
-    input.value = name;
-    input.id = id;
-    input.onchange = () => setMarkWhenChecked(name);
-    div.appendChild(input);
-
-    // Preserve the selected element when the checkboxes change
-    if (name == settings.markWhenChecked) {
-      input.checked = true;
-    }
-
-    var label = document.createElement("label");
-    label.innerHTML = displayName;
-    label.htmlFor = id;
-    div.appendChild(label);
-
-    container.appendChild(div);
-  }
-  createOption("", "None");
-  for (var checkbox of settings.checkboxes) {
-    createOption(checkbox, checkbox);
-  }
-}
-
-function updateCheckboxStats(checkbox) {
-  var checked = getStoredCheckboxRefs(checkbox).size;
-  var total = pcbdata.footprints.length - pcbdata.bom.skipped.length;
-  var percent = checked * 100.0 / total;
-  var td = document.getElementById("checkbox-stats-" + checkbox);
-  td.firstChild.style.width = percent + "%";
-  td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
-}
-
-function constrain(number, min, max) {
-  return Math.min(Math.max(parseInt(number), min), max);
-}
-
-document.onkeydown = function (e) {
-  switch (e.key) {
-    case "n":
-      if (document.activeElement.type == "text") {
-        return;
-      }
-      if (currentHighlightedRowId !== null) {
-        checkBomCheckbox(currentHighlightedRowId, "placed");
-        highlightNextRow();
-        e.preventDefault();
-      }
-      break;
-    case "ArrowUp":
-      highlightPreviousRow();
-      e.preventDefault();
-      break;
-    case "ArrowDown":
-      highlightNextRow();
-      e.preventDefault();
-      break;
-    case "ArrowLeft":
-    case "ArrowRight":
-      if (document.activeElement.type != "text") {
-        e.preventDefault();
-        let boardRotationElement = document.getElementById("boardRotation")
-        settings.boardRotation = parseInt(boardRotationElement.value);  // degrees / 5
-        if (e.key == "ArrowLeft") {
-          settings.boardRotation += 3;  // 15 degrees
-        }
-        else {
-          settings.boardRotation -= 3;
-        }
-        settings.boardRotation = constrain(settings.boardRotation, boardRotationElement.min, boardRotationElement.max);
-        boardRotationElement.value = settings.boardRotation
-        setBoardRotation(settings.boardRotation);
-      }
-      break;
-    default:
-      break;
-  }
-  if (e.altKey) {
-    switch (e.key) {
-      case "f":
-        focusFilterField();
-        e.preventDefault();
-        break;
-      case "r":
-        focusRefLookupField();
-        e.preventDefault();
-        break;
-      case "z":
-        changeBomLayout("bom-only");
-        e.preventDefault();
-        break;
-      case "x":
-        changeBomLayout("left-right");
-        e.preventDefault();
-        break;
-      case "c":
-        changeBomLayout("top-bottom");
-        e.preventDefault();
-        break;
-      case "v":
-        changeCanvasLayout("F");
-        e.preventDefault();
-        break;
-      case "b":
-        changeCanvasLayout("FB");
-        e.preventDefault();
-        break;
-      case "n":
-        changeCanvasLayout("B");
-        e.preventDefault();
-        break;
-      default:
-        break;
-    }
-    if (e.key >= '1' && e.key <= '9') {
-      toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key));
-      e.preventDefault();
-    }
-  }
-}
-
-function hideNetlistButton() {
-  document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
-  document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
-  document.getElementById("bom-netlist-btn").style.display = "none";
-}
-
-function topToggle() {
-  var top = document.getElementById("top");
-  var toptoggle = document.getElementById("toptoggle");
-  if (top.style.display === "none") {
-    top.style.display = "flex";
-    toptoggle.classList.remove("flipped");
-  } else {
-    top.style.display = "none";
-    toptoggle.classList.add("flipped");
-  }
-}
-
-window.onload = function (e) {
-  initUtils();
-  initRender();
-  initStorage();
-  initDefaults();
-  cleanGutters();
-  populateMetadata();
-  dbgdiv = document.getElementById("dbg");
-  bom = document.getElementById("bombody");
-  bomhead = document.getElementById("bomhead");
-  filter = "";
-  reflookup = "";
-  if (!("nets" in pcbdata)) {
-    hideNetlistButton();
-  }
-  initDone = true;
-  setBomCheckboxes(document.getElementById("bomCheckboxes").value);
-  // Triggers render
-  changeBomLayout(settings.bomlayout);
-
-  // Users may leave fullscreen without touching the checkbox. Uncheck.
-  document.addEventListener('fullscreenchange', () => {
-    if (!document.fullscreenElement)
-      document.getElementById('fullscreenCheckbox').checked = false;
-  });
-}
-
-window.onresize = resizeAll;
-window.matchMedia("print").addListener(resizeAll);
-
-///////////////////////////////////////////////
-
-///////////////////////////////////////////////
-// EventHandler.registerCallback(IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, () => {
-//     for(var tr of bom.childNodes) {
-//         tr.onclick = tr.onmousemove;
-//         tr.onmousemove = null;
-//     };
-// });
-
-///////////////////////////////////////////////
-  </script>
-</head>
-
-<body>
-
-<div id="topmostdiv" class="topmostdiv">
-  <div id="top">
-    <div id="fileinfodiv">
-      <table class="fileinfo">
-        <tbody>
-          <tr>
-            <td id="title" class="title" style="width: 70%">
-              Title
-            </td>
-            <td id="revision" class="title" style="width: 30%">
-              Revision
-            </td>
-          </tr>
-          <tr>
-            <td id="company">
-              Company
-            </td>
-            <td id="filedate">
-              Date
-            </td>
-          </tr>
-        </tbody>
-      </table>
-    </div>
-    <div id="bomcontrols">
-      <div class="hideonprint menu">
-        <button class="menubtn"></button>
-        <div class="menu-content">
-          <label class="menu-label menu-label-top" style="width: calc(50% - 18px)">
-            <input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
-            Dark mode
-          </label><!-- This comment eats space! All of it!
-          --><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
-            <input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
-            Full Screen
-          </label>
-          <label class="menu-label" style="width: calc(50% - 18px)">
-            <input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
-            Fab layer
-          </label><!-- This comment eats space! All of it!
-          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
-            <input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
-            Silkscreen
-          </label>
-          <label class="menu-label" style="width: calc(50% - 18px)">
-            <input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
-            References
-          </label><!-- This comment eats space! All of it!
-          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
-            <input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
-            Values
-          </label>
-          <div id="tracksAndZonesCheckboxes">
-            <label class="menu-label" style="width: calc(50% - 18px)">
-              <input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
-              Tracks
-            </label><!-- This comment eats space! All of it!
-            --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
-              <input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
-              Zones
-            </label>
-          </div>
-          <label class="menu-label" style="width: calc(50% - 18px)">
-            <input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
-            Pads
-          </label><!-- This comment eats space! All of it!
-          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
-            <input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
-            DNP outlined
-          </label>
-          <label class="menu-label">
-            <input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
-            Continuous redraw on drag
-          </label>
-          <label class="menu-label">
-            Highlight first pin
-            <form id="highlightpin1">
-              <div class="flexbox">
-                <label>
-                  <input type="radio" name="highlightpin1" value="none" onchange="setHighlightPin1('none')">
-                  None
-                </label>
-                <label>
-                  <input type="radio" name="highlightpin1" value="all" onchange="setHighlightPin1('all')">
-                  All
-                </label>
-                <label>
-                  <input type="radio" name="highlightpin1" value="selected" onchange="setHighlightPin1('selected')">
-                  Selected
-                </label>
-              </div>
-            </form>
-          </label>
-          <label class="menu-label">
-            <span>Board rotation</span>
-            <span style="float: right"><span id="rotationDegree">0</span>&#176;</span>
-            <input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
-          </label>
-          <label class="menu-label">
-            <input id="offsetBackRotationCheckbox" type="checkbox" onchange="setOffsetBackRotation(this.checked)">
-            Offset back rotation
-          </label>
-          <label class="menu-label">
-            <div style="margin-left: 5px">Bom checkboxes</div>
-            <input id="bomCheckboxes" class="menu-textbox" type=text
-                   oninput="setBomCheckboxes(this.value)">
-          </label>
-          <label class="menu-label">
-            <div style="margin-left: 5px">Mark when checked</div>
-            <div id="markWhenCheckedContainer"></div>
-          </label>
-          <label class="menu-label">
-            <span class="shameless-plug">
-              <span>Created using</span>
-              <a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
-              <a target="blank" title="Mouse and keyboard help" href="https://github.com/openscopeproject/InteractiveHtmlBom/wiki/Usage#bom-page-mouse-actions" style="text-decoration: none;"><label class="help-link">?</label></a>
-            </span>
-          </label>
-        </div>
-      </div>
-      <div class="button-container hideonprint">
-        <button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')"
-                title="Front only">F
-        </button>
-        <button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')"
-                title="Front and Back">FB
-        </button>
-        <button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')"
-                title="Back only">B
-        </button>
-      </div>
-      <div class="button-container hideonprint">
-        <button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')"
-                title="BOM only"></button>
-        <button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')"
-                title="BOM left, drawings right"></button>
-        <button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')"
-                title="BOM top, drawings bot"></button>
-      </div>
-      <div class="button-container hideonprint">
-        <button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')"
-                title="Grouped BOM"></button>
-        <button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')"
-                title="Ungrouped BOM"></button>
-        <button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')"
-                title="Netlist"></button>
-      </div>
-      <div class="hideonprint menu">
-        <button class="statsbtn"></button>
-        <div class="menu-content">
-          <table class="stats">
-            <tbody>
-              <tr>
-                <td width="40%">Board stats</td>
-                <td>Front</td>
-                <td>Back</td>
-                <td>Total</td>
-              </tr>
-              <tr>
-                <td>Components</td>
-                <td id="stats-components-front">~</td>
-                <td id="stats-components-back">~</td>
-                <td id="stats-components-total">~</td>
-              </tr>
-              <tr>
-                <td>Groups</td>
-                <td id="stats-groups-front">~</td>
-                <td id="stats-groups-back">~</td>
-                <td id="stats-groups-total">~</td>
-              </tr>
-              <tr>
-                <td>SMD pads</td>
-                <td id="stats-smd-pads-front">~</td>
-                <td id="stats-smd-pads-back">~</td>
-                <td id="stats-smd-pads-total">~</td>
-              </tr>
-              <tr>
-                <td>TH pads</td>
-                <td colspan=3 id="stats-th-pads">~</td>
-              </tr>
-            </tbody>
-          </table>
-          <table class="stats">
-            <col width="40%"/><col />
-            <tbody id="checkbox-stats">
-              <tr>
-                <td colspan=2 style="border-top: 0">Checkboxes</td>
-              </tr>
-            </tbody>
-          </table>
-        </div>
-      </div>
-      <div class="hideonprint menu">
-        <button class="iobtn"></button>
-        <div class="menu-content">
-          <div class="menu-label menu-label-top">
-            <div style="margin-left: 5px;">Save board image</div>
-            <div class="flexbox">
-              <input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
-                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
-              <span>X</span>
-              <input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
-                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
-            </div>
-            <label>
-              <input id="render-save-transparent" type="checkbox">
-              Transparent background
-            </label>
-            <div class="flexbox">
-              <button class="savebtn" onclick="saveImage('F')">Front</button>
-              <button class="savebtn" onclick="saveImage('B')">Back</button>
-            </div>
-          </div>
-          <div class="menu-label">
-            <span style="margin-left: 5px;">Config and checkbox state</span>
-            <div class="flexbox">
-              <button class="savebtn" onclick="saveSettings()">Export</button>
-              <button class="savebtn" onclick="loadSettings()">Import</button>
-              <button class="savebtn" onclick="resetSettings()">Reset</button>
-            </div>
-          </div>
-          <div class="menu-label">
-            <span style="margin-left: 5px;">Save bom table as</span>
-            <div class="flexbox">
-              <button class="savebtn" onclick="saveBomTable('csv')">csv</button>
-              <button class="savebtn" onclick="saveBomTable('txt')">txt</button>
-            </div>
-          </div>
-        </div>
-      </div>
-    </div>
-  </div>
-  <div id="topdivider">
-    <div class="hideonprint">
-      <div id="toptoggle" onclick="topToggle()">︽</div>
-    </div>
-  </div>
-  <div id="bot" class="split" style="flex: 1 1">
-    <div id="bomdiv" class="split split-horizontal">
-      <div style="width: 100%">
-        <input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup"
-               oninput="updateRefLookup(this.value)">
-        <input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter"
-               oninput="updateFilter(this.value)">
-        <div class="button-container hideonprint" style="float: left; margin: 0;">
-          <button id="copy" title="Copy bom table to clipboard"
-               onclick="saveBomTable('clipboard')"></button>
-        </div>
-      </div>
-      <div id="dbg"></div>
-      <table class="bom" id="bomtable">
-        <thead id="bomhead">
-        </thead>
-        <tbody id="bombody">
-        </tbody>
-      </table>
-    </div>
-    <div id="canvasdiv" class="split split-horizontal">
-      <div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden">
-        <div style="position: relative; width: 100%; height: 100%;">
-          <canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
-          <canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
-          <canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
-          <canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
-        </div>
-      </div>
-      <div id="backcanvas" class="split" touch-action="none" style="overflow: hidden">
-        <div style="position: relative; width: 100%; height: 100%;">
-          <canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
-          <canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
-          <canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
-          <canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
-        </div>
-      </div>
-    </div>
-  </div>
-</div>
-
-</body>
-
-</html>
diff --git a/Hardware/fp-lib-table b/Hardware/fp-lib-table
deleted file mode 100644
index b431f51..0000000
--- a/Hardware/fp-lib-table
+++ /dev/null
@@ -1,13 +0,0 @@
-(fp_lib_table
-  (version 7)
-  (lib (name "FaSTTUBe_logos")(type "KiCad")(uri "${KIPRJMOD}/Lib/KiCAD_Libraries/FaSTTUBe_logos.pretty")(options "")(descr ""))
-  (lib (name "FaSTTUBe_connectors")(type "KiCad")(uri "${KIPRJMOD}/Lib/KiCAD_Libraries/FaSTTUBe_connectors.pretty")(options "")(descr ""))
-  (lib (name "FaSTTUBe_Voltage_Regulators")(type "KiCad")(uri "${KIPRJMOD}/Lib/KiCAD_Libraries/FaSTTUBe_Voltage_Regulators.pretty")(options "")(descr ""))
-  (lib (name "FaSTTUBe_Switches")(type "KiCad")(uri "${KIPRJMOD}/Lib/KiCAD_Libraries/FaSTTUBe_Switches.pretty")(options "")(descr ""))
-  (lib (name "FaSTTUBe_LEDs")(type "KiCad")(uri "${KIPRJMOD}/Lib/KiCAD_Libraries/FaSTTUBe_LEDs.pretty")(options "")(descr ""))
-  (lib (name "FaSTTUBe_Isolators")(type "KiCad")(uri "${KIPRJMOD}/Lib/KiCAD_Libraries/FaSTTUBe_Isolators.pretty")(options "")(descr ""))
-  (lib (name "FaSTTUBe_Inductors")(type "KiCad")(uri "${KIPRJMOD}/Lib/KiCAD_Libraries/FaSTTUBe_Inductors.pretty")(options "")(descr ""))
-  (lib (name "FaSTTUBe_Fuses")(type "KiCad")(uri "${KIPRJMOD}/Lib/KiCAD_Libraries/FaSTTUBe_Fuses.pretty")(options "")(descr ""))
-  (lib (name "FaSTTUBe_Crystals")(type "KiCad")(uri "${KIPRJMOD}/Lib/KiCAD_Libraries/FaSTTUBe_Crystals.pretty")(options "")(descr ""))
-  (lib (name "Charger")(type "KiCad")(uri "${KIPRJMOD}/Lib/Charger.pretty")(options "")(descr ""))
-)
diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_ARMv8MBLl_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_ARMv8MBLl_math.lib
deleted file mode 100644
index e263854..0000000
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_ARMv8MMLl_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_ARMv8MMLl_math.lib
deleted file mode 100644
index 436895c..0000000
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_ARMv8MMLld_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_ARMv8MMLld_math.lib
deleted file mode 100644
index 4915d4a..0000000
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_ARMv8MMLldfsp_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_ARMv8MMLldfsp_math.lib
deleted file mode 100644
index 6195c4a..0000000
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_ARMv8MMLlfsp_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_ARMv8MMLlfsp_math.lib
deleted file mode 100644
index a8b7a42..0000000
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM0b_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM0b_math.lib
deleted file mode 100644
index 0240992..0000000
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM0l_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM0l_math.lib
deleted file mode 100644
index b7c2612..0000000
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM3b_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM3b_math.lib
deleted file mode 100644
index f8476b0..0000000
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM3l_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM3l_math.lib
deleted file mode 100644
index 089d638..0000000
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM4b_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM4b_math.lib
deleted file mode 100644
index 699fb0c..0000000
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM4bf_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM4bf_math.lib
deleted file mode 100644
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM4l_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM4l_math.lib
deleted file mode 100644
index 49930a0..0000000
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM4lf_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM4lf_math.lib
deleted file mode 100644
index fc5cd80..0000000
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM7b_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM7b_math.lib
deleted file mode 100644
index 1c392df..0000000
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM7bfdp_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM7bfdp_math.lib
deleted file mode 100644
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM7bfsp_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM7bfsp_math.lib
deleted file mode 100644
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM7l_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM7l_math.lib
deleted file mode 100644
index d1e56c0..0000000
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM7lfdp_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM7lfdp_math.lib
deleted file mode 100644
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM7lfsp_math.lib b/Software/Drivers/CMSIS/DSP/Lib/ARM/arm_cortexM7lfsp_math.lib
deleted file mode 100644
index 1ab8ff7..0000000
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/GCC/libarm_ARMv8MBLl_math.a b/Software/Drivers/CMSIS/DSP/Lib/GCC/libarm_ARMv8MBLl_math.a
deleted file mode 100644
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deleted file mode 100644
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/GCC/libarm_ARMv8MMLld_math.a b/Software/Drivers/CMSIS/DSP/Lib/GCC/libarm_ARMv8MMLld_math.a
deleted file mode 100644
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deleted file mode 100644
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deleted file mode 100644
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deleted file mode 100644
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/GCC/libarm_cortexM3l_math.a b/Software/Drivers/CMSIS/DSP/Lib/GCC/libarm_cortexM3l_math.a
deleted file mode 100644
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deleted file mode 100644
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deleted file mode 100644
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deleted file mode 100644
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diff --git a/Software/Drivers/CMSIS/DSP/Lib/IAR/iar_ARMv8MBLl_math.a b/Software/Drivers/CMSIS/DSP/Lib/IAR/iar_ARMv8MBLl_math.a
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