From c71491f420f1d74b9b31d924bf536384ad71f5c1 Mon Sep 17 00:00:00 2001
From: Kyle Cardoza <Kyle.Cardoza@gmail.com>
Date: Thu, 2 May 2024 21:06:42 -0400
Subject: [PATCH] Finalized Prototype 4 (PTH)

---
 .../Prototype 4 (PTH)-2024-04-22_235633.zip   |   Bin 1908495 -> 0 bytes
 .../Prototype 4 (PTH)-2024-04-23_131551.zip   |   Bin 1917728 -> 0 bytes
 .../Prototype 4 (PTH)-2024-04-23_132132.zip   |   Bin 1918200 -> 0 bytes
 .../Prototype 4 (PTH)-2024-05-01_185352.zip   |   Bin 0 -> 1963942 bytes
 .../Prototype 4 (PTH)-2024-05-01_233412.zip   |   Bin 0 -> 3815890 bytes
 .../Prototype 4 (PTH)-2024-05-02_200917.zip   |   Bin 0 -> 1425986 bytes
 .../Prototype 4 (PTH)-2024-05-02_201459.zip   |   Bin 0 -> 1324258 bytes
 .../Prototype 4 (PTH)-2024-05-02_202001.zip   |   Bin 0 -> 1325197 bytes
 .../Prototype 4 (PTH)-2024-05-02_202541.zip   |   Bin 0 -> 1278803 bytes
 .../Prototype 4 (PTH)-2024-05-02_203223.zip   |   Bin 0 -> 1279263 bytes
 .../Prototype 4 (PTH)-2024-05-02_210634.zip   |   Bin 0 -> 1279239 bytes
 Prototype 4 (PTH)/Prototype 4 (PTH).kicad_pcb | 99204 ++++++----------
 Prototype 4 (PTH)/Prototype 4 (PTH).kicad_pro |     6 +-
 Prototype 4 (PTH)/Prototype 4 (PTH).kicad_sch |  4104 +-
 Prototype 4 (PTH)/bom/ibom.html               |     2 +-
 Prototype 4 (PTH)/fp-info-cache               |   720 +-
 .../Prototype 4 (PTH)-B_Cu (MISC).gbr         | 17743 ++-
 .../production/Prototype 4 (PTH)-B_Mask.gbr   |   541 +-
 .../production/Prototype 4 (PTH)-B_Paste.gbr  |     4 +-
 .../Prototype 4 (PTH)-B_Silkscreen.gbr        |  1855 +-
 .../Prototype 4 (PTH)-Edge_Cuts.gbr           |    22 +-
 .../Prototype 4 (PTH)-F_Cu (SMD).gbr          | 18182 ++-
 .../production/Prototype 4 (PTH)-F_Mask.gbr   |   575 +-
 .../production/Prototype 4 (PTH)-F_Paste.gbr  |     4 +-
 .../Prototype 4 (PTH)-F_Silkscreen.gbr        |  7663 +-
 .../Prototype 4 (PTH)-In1_Cu (GND).gbr        | 52919 +++------
 .../Prototype 4 (PTH)-In2_Cu (N-S).gbr        | 59358 ++++-----
 .../Prototype 4 (PTH)-In3_Cu_ (E-W).gbr       | 38859 ------
 .../Prototype 4 (PTH)-In4_Cu (GND).gbr        | 48160 --------
 .../Prototype 4 (PTH)-NPTH-drl_map.gbr        |  3228 +-
 .../production/Prototype 4 (PTH)-NPTH.drl     |    12 +-
 .../Prototype 4 (PTH)-PTH-drl_map.gbr         | 29194 +++--
 .../production/Prototype 4 (PTH)-PTH.drl      |   273 +-
 .../production/Prototype 4 (PTH)-job.gbrjob   |    53 +-
 34 files changed, 113792 insertions(+), 268889 deletions(-)
 delete mode 100644 Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-04-22_235633.zip
 delete mode 100644 Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-04-23_131551.zip
 delete mode 100644 Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-04-23_132132.zip
 create mode 100644 Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-05-01_185352.zip
 create mode 100644 Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-05-01_233412.zip
 create mode 100644 Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-05-02_200917.zip
 create mode 100644 Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-05-02_201459.zip
 create mode 100644 Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-05-02_202001.zip
 create mode 100644 Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-05-02_202541.zip
 create mode 100644 Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-05-02_203223.zip
 create mode 100644 Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-05-02_210634.zip
 delete mode 100644 Prototype 4 (PTH)/production/Prototype 4 (PTH)-In3_Cu_ (E-W).gbr
 delete mode 100644 Prototype 4 (PTH)/production/Prototype 4 (PTH)-In4_Cu (GND).gbr

diff --git a/Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-04-22_235633.zip b/Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-04-22_235633.zip
deleted file mode 100644
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diff --git a/Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-05-02_201459.zip b/Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-05-02_201459.zip
new file mode 100644
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diff --git a/Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-05-02_210634.zip b/Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-05-02_210634.zip
new file mode 100644
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HcmV?d00001

diff --git a/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_pcb b/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_pcb
index f4bde6f..7f526c1 100644
--- a/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_pcb	
+++ b/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_pcb	
@@ -11,8 +11,6 @@
 		(0 "F.Cu" signal "F.Cu (SMD)")
 		(1 "In1.Cu" power "In1.Cu (GND)")
 		(2 "In2.Cu" signal "In2.Cu (N-S)")
-		(3 "In3.Cu" signal "In3.Cu. (E-W)")
-		(4 "In4.Cu" power "In4.Cu (GND)")
 		(31 "B.Cu" signal "B.Cu (MISC)")
 		(32 "B.Adhes" user "B.Adhesive")
 		(33 "F.Adhes" user "F.Adhesive")
@@ -53,7 +51,7 @@
 			)
 			(layer "F.Mask"
 				(type "Top Solder Mask")
-				(color "Red")
+				(color "Green")
 				(thickness 0.01)
 			)
 			(layer "F.Cu"
@@ -73,7 +71,7 @@
 			)
 			(layer "dielectric 2"
 				(type "core")
-				(thickness 0.535)
+				(thickness 1.24)
 				(material "FR4")
 				(epsilon_r 4.5)
 				(loss_tangent 0.02)
@@ -89,36 +87,13 @@
 				(epsilon_r 4.5)
 				(loss_tangent 0.02)
 			)
-			(layer "In3.Cu"
-				(type "copper")
-				(thickness 0.035)
-			)
-			(layer "dielectric 4"
-				(type "core")
-				(thickness 0.535)
-				(material "FR4")
-				(epsilon_r 4.5)
-				(loss_tangent 0.02)
-			)
-			(layer "In4.Cu"
-				(type "copper")
-				(thickness 0.035)
-			)
-			(layer "dielectric 5"
-				(type "prepreg")
-				(color "#808080FF")
-				(thickness 0.1)
-				(material "FR4")
-				(epsilon_r 4.5)
-				(loss_tangent 0.02)
-			)
 			(layer "B.Cu"
 				(type "copper")
 				(thickness 0.035)
 			)
 			(layer "B.Mask"
 				(type "Bottom Solder Mask")
-				(color "Red")
+				(color "Green")
 				(thickness 0.01)
 			)
 			(layer "B.Paste"
@@ -284,53 +259,43 @@
 	(net 109 "Net-(D6-+)")
 	(net 110 "unconnected-(J7-MountPin-Pad3)")
 	(net 111 "unconnected-(J12-Pin_b31-Padb31)")
-	(net 112 "unconnected-(J12-Pin_b31-Padb31)_0")
-	(net 113 "Net-(J13-DAT1)")
-	(net 114 "Net-(J13-DAT2)")
-	(net 115 "unconnected-(J14-Pad11)")
-	(net 116 "unconnected-(J14-Pad4)")
-	(net 117 "unconnected-(J14-Pad15)")
-	(net 118 "unconnected-(J14-Pad9)")
-	(net 119 "Net-(R32-Pad2)")
-	(net 120 "unconnected-(U1A-~{FCLKO}-Pad15)")
-	(net 121 "unconnected-(U1A-RUN-Pad14)")
-	(net 122 "unconnected-(U1A-BA-Pad21)")
-	(net 123 "unconnected-(U1A-~{CLKO}-Pad19)")
-	(net 124 "unconnected-(U5-+3.3V-Pad9)")
-	(net 125 "unconnected-(U5-FLASH_MISO-Pad45)")
-	(net 126 "unconnected-(U5-CLK_12M_EXT-Pad41)")
-	(net 127 "unconnected-(U5-FT_SCK-Pad47)")
-	(net 128 "unconnected-(U5-~{FT_SS}-Pad48)")
-	(net 129 "unconnected-(U5-FLASH_MOSI-Pad46)")
-	(net 130 "unconnected-(U5-VIO-Pad2)")
-	(net 131 "unconnected-(J14-Pad12)")
-	(net 132 "Net-(R31-Pad2)")
-	(net 133 "Net-(R37-Pad2)")
-	(net 134 "Net-(R33-Pad2)")
-	(net 135 "Net-(R38-Pad2)")
-	(net 136 "Net-(R39-Pad2)")
-	(net 137 "Net-(R44-Pad2)")
-	(net 138 "Net-(R43-Pad2)")
-	(net 139 "Net-(R45-Pad2)")
-	(net 140 "unconnected-(U3-IN-Pad13)")
-	(net 141 "unconnected-(U3-I{slash}O-Pad16)")
-	(net 142 "unconnected-(U3-I{slash}O-Pad15)")
-	(net 143 "unconnected-(U3-I{slash}O-Pad17)")
-	(net 144 "unconnected-(U3-I{slash}O-Pad14)")
-	(net 145 "unconnected-(U7-A3V3-Pad11)")
-	(net 146 "unconnected-(U7-ROUT-Pad9)")
-	(net 147 "/~{CART}")
-	(net 148 "/~{SD_WP}")
-	(net 149 "/~{SD_CD}")
-	(net 150 "unconnected-(U7-LOUT-Pad7)")
-	(net 151 "/~{MUTE}")
-	(net 152 "/TG0")
-	(net 153 "/TG1")
-	(net 154 "Net-(D6-Pad4)")
-	(net 155 "Net-(D6-Pad2)")
-	(net 156 "Net-(F1-Pad1)")
-	(net 157 "Net-(J14-Pad13)")
-	(net 158 "Net-(J14-Pad14)")
+	(net 112 "Net-(J13-DAT1)")
+	(net 113 "Net-(J13-DAT2)")
+	(net 114 "unconnected-(J14-Pad11)")
+	(net 115 "unconnected-(J14-Pad4)")
+	(net 116 "unconnected-(J14-Pad15)")
+	(net 117 "unconnected-(J14-Pad9)")
+	(net 118 "unconnected-(U1A-~{FCLKO}-Pad15)")
+	(net 119 "unconnected-(U1A-RUN-Pad14)")
+	(net 120 "unconnected-(U1A-BA-Pad21)")
+	(net 121 "unconnected-(U1A-~{CLKO}-Pad19)")
+	(net 122 "unconnected-(U5-+3.3V-Pad9)")
+	(net 123 "unconnected-(U5-FLASH_MISO-Pad45)")
+	(net 124 "unconnected-(U5-CLK_12M_EXT-Pad41)")
+	(net 125 "unconnected-(U5-FT_SCK-Pad47)")
+	(net 126 "unconnected-(U5-~{FT_SS}-Pad48)")
+	(net 127 "unconnected-(U5-FLASH_MOSI-Pad46)")
+	(net 128 "unconnected-(U5-VIO-Pad2)")
+	(net 129 "unconnected-(J14-Pad12)")
+	(net 130 "unconnected-(U3-IN-Pad13)")
+	(net 131 "unconnected-(U3-I{slash}O-Pad16)")
+	(net 132 "unconnected-(U3-I{slash}O-Pad15)")
+	(net 133 "unconnected-(U3-I{slash}O-Pad17)")
+	(net 134 "unconnected-(U3-I{slash}O-Pad14)")
+	(net 135 "unconnected-(U7-A3V3-Pad11)")
+	(net 136 "unconnected-(U7-ROUT-Pad9)")
+	(net 137 "/~{CART}")
+	(net 138 "/~{SD_WP}")
+	(net 139 "/~{SD_CD}")
+	(net 140 "unconnected-(U7-LOUT-Pad7)")
+	(net 141 "/~{MUTE}")
+	(net 142 "/TG0")
+	(net 143 "/TG1")
+	(net 144 "Net-(D6-Pad4)")
+	(net 145 "Net-(D6-Pad2)")
+	(net 146 "Net-(F1-Pad1)")
+	(net 147 "Net-(J14-Pad13)")
+	(net 148 "Net-(J14-Pad14)")
 	(footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
 		(layer "F.Cu")
 		(uuid "00e8ee53-5250-4cc4-b79a-2128a828a1f6")
@@ -1127,6 +1092,550 @@
 			)
 		)
 	)
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+		(fp_text user "${REFERENCE}"
+			(at 3.81 0 90)
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+			(uuid "90241a4e-3ede-4e21-9db5-8bb0e0d7b5e3")
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+		)
+		(pad "1" thru_hole circle
+			(at 0 0 270)
+			(size 1.4 1.4)
+			(drill 0.7)
+			(layers "*.Cu" "*.Mask")
+			(remove_unused_layers no)
+			(net 101 "/GREEN")
+			(pintype "passive")
+			(uuid "b85202a2-b95b-4b44-9be5-782f790c7c6b")
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+		(pad "2" thru_hole oval
+			(at 7.62 0 270)
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+			(layers "*.Cu" "*.Mask")
+			(remove_unused_layers no)
+			(net 88 "/G2")
+			(pintype "passive")
+			(uuid "361d974c-768a-4a36-b08b-3891c8d6c0eb")
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+	)
+	(footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
+		(layer "F.Cu")
+		(uuid "079dbb4e-cb00-4cab-9c0c-96b2024174be")
+		(at 202.775852 82.822679 -90)
+		(descr "Resistor, Axial_DIN0204 series, Axial, Horizontal, pin pitch=7.62mm, 0.167W, length*diameter=3.6*1.6mm^2, http://cdn-reichelt.de/documents/datenblatt/B400/1_4W%23YAG.pdf")
+		(tags "Resistor Axial_DIN0204 series Axial Horizontal pin pitch 7.62mm 0.167W length 3.6mm diameter 1.6mm")
+		(property "Reference" "R38"
+			(at -2.520078 0.016718 90)
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+			(uuid "df837e42-e189-4620-b99b-b90c7526a612")
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+		(property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
+			(at 0 0 -90)
+			(unlocked yes)
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+			(at 0 0 270)
+			(size 1.4 1.4)
+			(drill 0.7)
+			(layers "*.Cu" "*.Mask")
+			(remove_unused_layers no)
+			(net 101 "/GREEN")
+			(pintype "passive")
+			(uuid "85a70e53-f7d9-40ba-b0df-160d31be4506")
+		)
+		(pad "2" thru_hole oval
+			(at 7.62 0 270)
+			(size 1.4 1.4)
+			(drill 0.7)
+			(layers "*.Cu" "*.Mask")
+			(remove_unused_layers no)
+			(net 86 "/G0")
+			(pintype "passive")
+			(uuid "53d7560f-0735-46c8-9533-212af7a2c769")
+		)
+		(model "${KICAD8_3DMODEL_DIR}/Resistor_THT.3dshapes/R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal.wrl"
+			(offset
+				(xyz 0 0 0)
+			)
+			(scale
+				(xyz 1 1 1)
+			)
+			(rotate
+				(xyz 0 0 0)
+			)
+		)
+	)
 	(footprint "Capacitor_THT:C_Disc_D4.3mm_W1.9mm_P5.00mm"
 		(layer "F.Cu")
 		(uuid "0db70a05-3154-41c3-88f7-d85eea61a752")
@@ -2726,7 +3235,7 @@
 			(drill 0.7)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 158 "Net-(J14-Pad14)")
+			(net 148 "Net-(J14-Pad14)")
 			(pintype "passive")
 			(uuid "e34e9f86-7164-4935-bf16-544e83cdcc6c")
 		)
@@ -2752,278 +3261,6 @@
 			)
 		)
 	)
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-		(tags "Resistor Axial_DIN0204 series Axial Horizontal pin pitch 7.62mm 0.167W length 3.6mm diameter 1.6mm")
-		(property "Reference" "R32"
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-		(property "Value" "800Ω"
-			(at 3.81 1.92 90)
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@@ -5030,7 +4995,7 @@
 			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 153 "/TG1")
+			(net 143 "/TG1")
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@@ -5041,7 +5006,7 @@
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-			(drill 0.7)
-			(layers "*.Cu" "*.Mask")
-			(remove_unused_layers no)
-			(net 137 "Net-(R44-Pad2)")
-			(pintype "passive")
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-		)
-		(pad "2" thru_hole oval
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-			(size 1.4 1.4)
-			(drill 0.7)
-			(layers "*.Cu" "*.Mask")
-			(remove_unused_layers no)
-			(net 101 "/GREEN")
-			(pintype "passive")
-			(uuid "254adfe6-8d50-4433-b1b5-5d8514fa3c06")
-		)
-		(model "${KICAD8_3DMODEL_DIR}/Resistor_THT.3dshapes/R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal.wrl"
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-			(rotate
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-		)
-	)
 	(footprint "Capacitor_THT:C_Disc_D4.3mm_W1.9mm_P5.00mm"
 		(layer "F.Cu")
 		(uuid "24c615f2-0beb-4265-bb70-53766e91f633")
@@ -6308,7 +6001,7 @@
 			(at -10.55 -14.95)
 			(size 1.1 2)
 			(layers "F.Cu" "F.Paste" "F.Mask")
-			(net 113 "Net-(J13-DAT1)")
+			(net 112 "Net-(J13-DAT1)")
 			(pinfunction "DAT1")
 			(pintype "input")
 			(uuid "3a9ad640-1460-4242-90e0-eae1d52fc829")
@@ -6317,7 +6010,7 @@
 			(at 8.575 -14.95)
 			(size 1.1 2)
 			(layers "F.Cu" "F.Paste" "F.Mask")
-			(net 114 "Net-(J13-DAT2)")
+			(net 113 "Net-(J13-DAT2)")
 			(pinfunction "DAT2")
 			(pintype "input")
 			(uuid "bea6e66b-aa5c-4e06-ab04-999807c51d36")
@@ -6326,7 +6019,7 @@
 			(at -13.6 -3.55)
 			(size 2 1)
 			(layers "F.Cu" "F.Paste" "F.Mask")
-			(net 149 "/~{SD_CD}")
+			(net 139 "/~{SD_CD}")
 			(pinfunction "DETECT")
 			(pintype "input")
 			(uuid "6d25e3c0-51c8-4e28-8c72-912220e247f4")
@@ -6380,7 +6073,7 @@
 			(at -13.6 5.4)
 			(size 2 1)
 			(layers "F.Cu" "F.Paste" "F.Mask")
-			(net 148 "/~{SD_WP}")
+			(net 138 "/~{SD_WP}")
 			(pinfunction "WRITE_PROTECT")
 			(pintype "input")
 			(uuid "c2dc0d88-dfc9-4ce7-ad0f-aff140e85317")
@@ -6753,7 +6446,7 @@
 			(drill oval 1 3)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 156 "Net-(F1-Pad1)")
+			(net 146 "Net-(F1-Pad1)")
 			(pintype "passive")
 			(uuid "e515ae20-a1e8-4825-b602-127621c7e9cc")
 		)
@@ -6764,7 +6457,7 @@
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(roundrect_rratio 0.25)
-			(net 154 "Net-(D6-Pad4)")
+			(net 144 "Net-(D6-Pad4)")
 			(pintype "passive")
 			(uuid "000308a4-03ab-44d5-9ced-f9ef10da09f8")
 		)
@@ -6792,278 +6485,6 @@
 			)
 		)
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-		(uuid "27930518-3dc2-441c-bce5-b12113d097c2")
-		(at 225.506704 77.700358 180)
-		(descr "Resistor, Axial_DIN0204 series, Axial, Horizontal, pin pitch=7.62mm, 0.167W, length*diameter=3.6*1.6mm^2, http://cdn-reichelt.de/documents/datenblatt/B400/1_4W%23YAG.pdf")
-		(tags "Resistor Axial_DIN0204 series Axial Horizontal pin pitch 7.62mm 0.167W length 3.6mm diameter 1.6mm")
-		(property "Reference" "R37"
-			(at -2.49549 -0.063539 180)
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-		(property "Value" "400Ω"
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-			(size 1.4 1.4)
-			(drill 0.7)
-			(layers "*.Cu" "*.Mask")
-			(remove_unused_layers no)
-			(net 132 "Net-(R31-Pad2)")
-			(pintype "passive")
-			(uuid "c7f831e0-7761-4b33-90d4-d69befc5e87e")
-		)
-		(pad "2" thru_hole oval
-			(at 7.62 0 180)
-			(size 1.4 1.4)
-			(drill 0.7)
-			(layers "*.Cu" "*.Mask")
-			(remove_unused_layers no)
-			(net 133 "Net-(R37-Pad2)")
-			(pintype "passive")
-			(uuid "d5e54aaf-37ff-4a22-aa2a-0fbc15b08a0d")
-		)
-		(model "${KICAD8_3DMODEL_DIR}/Resistor_THT.3dshapes/R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal.wrl"
-			(offset
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-			)
-			(scale
-				(xyz 1 1 1)
-			)
-			(rotate
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-			)
-		)
-	)
 	(footprint "MountingHole:MountingHole_3.2mm_M3_DIN965_Pad"
 		(layer "F.Cu")
 		(uuid "29216e46-b0ce-45fe-8031-296ce469a52c")
@@ -7706,11 +7127,11 @@
 	(footprint "Capacitor_THT:C_Disc_D4.3mm_W1.9mm_P5.00mm"
 		(layer "F.Cu")
 		(uuid "2f0aea4f-dc3f-4b7e-8161-e1fc73e3b705")
-		(at 103.177518 93.309624)
+		(at 103.177518 99.659624 90)
 		(descr "C, Disc series, Radial, pin pitch=5.00mm, , diameter*width=4.3*1.9mm^2, Capacitor, http://www.vishay.com/docs/45233/krseries.pdf")
 		(tags "C Disc series Radial pin pitch 5.00mm  diameter 4.3mm width 1.9mm Capacitor")
 		(property "Reference" "C15"
-			(at 2.543233 2.118421 0)
+			(at 2.543233 2.118421 -90)
 			(layer "F.SilkS")
 			(uuid "fe45719d-5415-44b8-8caf-210fb049a53f")
 			(effects
@@ -7721,7 +7142,7 @@
 			)
 		)
 		(property "Value" "100nF"
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+			(at 2.5 2.2 -90)
 			(layer "F.Fab")
 			(uuid "816f7e24-b7c7-4e4a-86ba-c0924f87ac14")
 			(effects
@@ -7732,7 +7153,7 @@
 			)
 		)
 		(property "Footprint" "Capacitor_THT:C_Disc_D4.3mm_W1.9mm_P5.00mm"
-			(at 0 0 0)
+			(at 0 0 90)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -7744,7 +7165,7 @@
 			)
 		)
 		(property "Datasheet" ""
-			(at 0 0 0)
+			(at 0 0 90)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -7756,7 +7177,7 @@
 			)
 		)
 		(property "Description" ""
-			(at 0 0 0)
+			(at 0 0 90)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -7773,14 +7194,14 @@
 		(sheetfile "Prototype 4 (PTH).kicad_sch")
 		(attr through_hole)
 		(fp_line
-			(start 0.23 -1.07)
-			(end 0.23 -1.055)
+			(start 4.77 -1.07)
+			(end 4.77 -1.055)
 			(stroke
 				(width 0.12)
 				(type solid)
 			)
 			(layer "F.SilkS")
-			(uuid "9f9d498b-4468-43e2-907a-f176179845ff")
+			(uuid "f5ead7a1-2a87-41ec-b8e0-31e9bb1cd938")
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 		(fp_line
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+			(layer "Cmts.User")
+			(uuid "0bbed01b-54e9-408e-bdc9-4bc5007b399e")
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 		)
 		(fp_text user "${REFERENCE}"
-			(at 10.16 -20.995 90)
-			(unlocked yes)
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 			(layer "F.Fab")
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+			(uuid "dbaf2fbb-e03b-407c-9582-2f7df9a5bfbe")
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@@ -8795,1285 +8823,735 @@
 				)
 			)
 		)
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-			(pinfunction "Pin_a1")
-			(pintype "passive")
-			(uuid "39efb8b8-842b-49ed-b97f-c5742edf3b30")
+		(pad "" np_thru_hole circle
+			(at -5.08 -2.54 90)
+			(size 2.85 2.85)
+			(drill 2.85)
+			(layers "*.Cu" "*.Mask")
+			(uuid "4bf94aad-3f8a-484b-8a8a-92bec71d1cf0")
 		)
-		(pad "a1" thru_hole circle
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+		(pad "" np_thru_hole circle
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+			(size 2.85 2.85)
+			(drill 2.85)
+			(layers "*.Cu" "*.Mask")
+			(uuid "fdc44e25-182a-413a-b071-dc01ec0b62d0")
+		)
+		(pad "a1" thru_hole roundrect
+			(at 0 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
+			(roundrect_rratio 0.16129)
 			(net 1 "GND")
 			(pinfunction "Pin_a1")
 			(pintype "passive")
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-			(pinfunction "Pin_a2")
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-			(uuid "4509b36b-8620-4081-9556-c3a4adb63e24")
+			(uuid "b6a27308-e759-4291-b18c-305f8fee13ea")
 		)
 		(pad "a2" thru_hole circle
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+			(at 2.54 0 90)
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+			(drill 1)
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 			(remove_unused_layers no)
 			(net 2 "+3.3V")
 			(pinfunction "Pin_a2")
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-			(pinfunction "Pin_a3")
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-			(uuid "f2db0a4f-6923-45da-8e4b-ab7ae2ec49a3")
+			(uuid "9415aa9f-b803-4eea-94fe-2eb4c38718c1")
 		)
 		(pad "a3" thru_hole circle
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+			(at 5.08 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 3 "/A1")
 			(pinfunction "Pin_a3")
 			(pintype "passive")
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-			(pinfunction "Pin_a4")
-			(pintype "passive")
-			(uuid "dca25041-533c-4780-8b00-016e4e574c5c")
+			(uuid "744759c2-4fa2-4ea3-a14a-0ab8a34c3e74")
 		)
 		(pad "a4" thru_hole circle
-			(at -29.21 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 7.62 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 4 "/A3")
 			(pinfunction "Pin_a4")
 			(pintype "passive")
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-			(layers "B.Cu" "B.Mask")
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-			(pinfunction "Pin_a5")
-			(pintype "passive")
-			(uuid "01458549-d65e-40ae-981b-a7fd78016dbd")
+			(uuid "567a3b6c-5f98-437e-8c94-92a75519b790")
 		)
 		(pad "a5" thru_hole circle
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+			(at 10.16 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 5 "/A5")
 			(pinfunction "Pin_a5")
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-			(pinfunction "Pin_a6")
-			(pintype "passive")
-			(uuid "4ce406d5-248c-4240-b0b1-630ff372e342")
+			(uuid "7fa3b9aa-6933-46ac-8e49-a10d7185bea6")
 		)
 		(pad "a6" thru_hole circle
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-			(drill 0.5)
+			(at 12.7 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 6 "/A7")
 			(pinfunction "Pin_a6")
 			(pintype "passive")
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-			(uuid "c119dada-df10-4c07-b177-c6a7ee5ada27")
+			(uuid "4978d0e0-b16d-457a-890d-79b4090414bd")
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 		(pad "a7" thru_hole circle
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+			(at 15.24 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 7 "/A9")
 			(pinfunction "Pin_a7")
 			(pintype "passive")
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-			(pinfunction "Pin_a8")
-			(pintype "passive")
-			(uuid "91bf9dac-226c-4926-8809-eccaef96b13a")
+			(uuid "a94f672e-4bfd-44e5-a614-9110cb7e239a")
 		)
 		(pad "a8" thru_hole circle
-			(at -19.05 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 17.78 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 8 "/A11")
 			(pinfunction "Pin_a8")
 			(pintype "passive")
-			(uuid "9caaf76f-3325-4d9d-a688-37c6970c545b")
-		)
-		(pad "a9" connect rect
-			(at -17.78 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 9 "/A13")
-			(pinfunction "Pin_a9")
-			(pintype "passive")
-			(uuid "a0c34dc1-e7d6-46ea-bfe2-bdece3598ee6")
+			(uuid "5004f37c-e385-42df-a798-46e484a58621")
 		)
 		(pad "a9" thru_hole circle
-			(at -16.51 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 20.32 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 9 "/A13")
 			(pinfunction "Pin_a9")
 			(pintype "passive")
-			(uuid "cdb419be-7589-44ab-a31f-c20fbd285475")
-		)
-		(pad "a10" connect rect
-			(at -15.24 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 10 "/A15")
-			(pinfunction "Pin_a10")
-			(pintype "passive")
-			(uuid "b284dcc1-ac47-4cca-b650-3031c54c8b06")
+			(uuid "01e3a2c5-96c3-4688-8173-cc276fdbfbcb")
 		)
 		(pad "a10" thru_hole circle
-			(at -13.97 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 22.86 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 10 "/A15")
 			(pinfunction "Pin_a10")
 			(pintype "passive")
-			(uuid "3f29e86e-8c48-49e7-9a31-ef71303cc38e")
-		)
-		(pad "a11" connect rect
-			(at -12.7 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 11 "/A17")
-			(pinfunction "Pin_a11")
-			(pintype "passive")
-			(uuid "8126a547-a155-4971-bd3c-a47baf581536")
+			(uuid "7165b5dd-9af3-44e9-aca1-881a5bc21739")
 		)
 		(pad "a11" thru_hole circle
-			(at -11.43 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 25.4 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 11 "/A17")
 			(pinfunction "Pin_a11")
 			(pintype "passive")
-			(uuid "f9051fcb-32ac-4cd0-a58e-3fe73d9e110f")
-		)
-		(pad "a12" connect rect
-			(at -10.16 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 12 "/A19")
-			(pinfunction "Pin_a12")
-			(pintype "passive")
-			(uuid "c6fc0277-f6d1-44c4-b8d4-bf0a02a33cac")
+			(uuid "b48d62b5-f6f7-40ef-a0c3-7b5fbb7fbc94")
 		)
 		(pad "a12" thru_hole circle
-			(at -8.89 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 27.94 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 12 "/A19")
 			(pinfunction "Pin_a12")
 			(pintype "passive")
-			(uuid "cef37e6a-fe9f-4c24-9c5f-91786e69905b")
-		)
-		(pad "a13" connect rect
-			(at -7.62 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 13 "/A21")
-			(pinfunction "Pin_a13")
-			(pintype "passive")
-			(uuid "9ac559b6-b82a-4ab9-98c0-ee86f80546e3")
+			(uuid "99c0c642-1721-484d-9009-516a1f5fdf4d")
 		)
 		(pad "a13" thru_hole circle
-			(at -6.35 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 30.48 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 13 "/A21")
 			(pinfunction "Pin_a13")
 			(pintype "passive")
-			(uuid "a7521e8e-a221-4f19-972b-d6a730655453")
-		)
-		(pad "a14" connect rect
-			(at -5.08 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 14 "/A23")
-			(pinfunction "Pin_a14")
-			(pintype "passive")
-			(uuid "89c047ad-7d94-4862-9206-7156de8c54a8")
+			(uuid "b6951674-be22-471f-a7f8-4cad87d0be7a")
 		)
 		(pad "a14" thru_hole circle
-			(at -3.81 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 33.02 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 14 "/A23")
 			(pinfunction "Pin_a14")
 			(pintype "passive")
-			(uuid "60a79048-979a-4f65-8508-e088678515b1")
-		)
-		(pad "a15" connect rect
-			(at -2.54 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 15 "/D1")
-			(pinfunction "Pin_a15")
-			(pintype "passive")
-			(uuid "f92ac191-25ed-46b7-bea0-58507f972eeb")
+			(uuid "7893e7e7-89c3-48ca-a0fd-40d2efc3bdeb")
 		)
 		(pad "a15" thru_hole circle
-			(at -1.27 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 35.56 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 15 "/D1")
 			(pinfunction "Pin_a15")
 			(pintype "passive")
-			(uuid "e6e3d4ee-da3a-4017-9e65-ac27ac360ce8")
-		)
-		(pad "a16" connect rect
-			(at 0 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 16 "/D3")
-			(pinfunction "Pin_a16")
-			(pintype "passive")
-			(uuid "e7d13088-6477-4da5-bc05-54ee6ca5fccc")
+			(uuid "50c3dcde-990c-42a0-a3cb-1b4f83743cc1")
 		)
 		(pad "a16" thru_hole circle
-			(at 1.27 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 38.1 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 16 "/D3")
 			(pinfunction "Pin_a16")
 			(pintype "passive")
-			(uuid "309e3abc-4e9d-4823-b4d3-221e3aa75633")
-		)
-		(pad "a17" connect rect
-			(at 2.54 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 17 "/D5")
-			(pinfunction "Pin_a17")
-			(pintype "passive")
-			(uuid "24ebb47a-3552-46de-9ec3-9363f8cf4f24")
+			(uuid "57e33879-0ca1-41e1-9917-ab4a328beeab")
 		)
 		(pad "a17" thru_hole circle
-			(at 3.81 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 40.64 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 17 "/D5")
 			(pinfunction "Pin_a17")
 			(pintype "passive")
-			(uuid "7de68401-51bb-4084-b5d6-6247ea94aea7")
-		)
-		(pad "a18" connect rect
-			(at 5.08 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 1 "GND")
-			(pinfunction "Pin_a18")
-			(pintype "passive")
-			(uuid "34633bf0-7c52-4849-b2f6-caf0c33e5732")
+			(uuid "080740ef-efc6-4c00-8bd2-438ce60489aa")
 		)
 		(pad "a18" thru_hole circle
-			(at 6.35 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 43.18 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 1 "GND")
 			(pinfunction "Pin_a18")
 			(pintype "passive")
-			(uuid "1419792d-3c0d-4126-9c68-2de8ca0ac098")
-		)
-		(pad "a19" connect rect
-			(at 7.62 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 18 "/~{WR}")
-			(pinfunction "Pin_a19")
-			(pintype "passive")
-			(uuid "7d1087da-56a4-4ae8-b134-7ec238fe57c5")
+			(uuid "5499cf34-e8f5-4202-bd2a-f2e60b127a85")
 		)
 		(pad "a19" thru_hole circle
-			(at 8.89 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 45.72 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 18 "/~{WR}")
 			(pinfunction "Pin_a19")
 			(pintype "passive")
-			(uuid "0f473c4b-f173-4a6b-be4d-f94210f23510")
-		)
-		(pad "a20" connect rect
-			(at 10.16 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 78 "/~{RAM}1")
-			(pinfunction "Pin_a20")
-			(pintype "passive")
-			(uuid "93b9fc63-aa0e-4498-8ff4-39744ff38b5f")
+			(uuid "73a0c140-5e5c-4ef4-be4f-b72c51d92d48")
 		)
 		(pad "a20" thru_hole circle
-			(at 11.43 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 48.26 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 78 "/~{RAM}1")
 			(pinfunction "Pin_a20")
 			(pintype "passive")
-			(uuid "17f7d60e-0a29-45b0-9bef-c82f7c7428ff")
-		)
-		(pad "a21" connect rect
-			(at 12.7 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 19 "/BE")
-			(pinfunction "Pin_a21")
-			(pintype "passive")
-			(uuid "6b906f90-c5fe-45d2-b4ce-1a6c90273fe4")
+			(uuid "23b5cc18-0ae8-4a68-a7b8-c463cdb50a4d")
 		)
 		(pad "a21" thru_hole circle
-			(at 13.97 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 50.8 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 19 "/BE")
 			(pinfunction "Pin_a21")
 			(pintype "passive")
-			(uuid "d9181fcd-b81e-4a33-904b-13e92330a5a9")
-		)
-		(pad "a22" connect rect
-			(at 15.24 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 69 "/~{CS}7")
-			(pinfunction "Pin_a22")
-			(pintype "passive")
-			(uuid "cc2ae391-9d32-4102-a77b-99bc2f76361c")
+			(uuid "2b05e241-3772-4a5a-8426-bfa76e3a5847")
 		)
 		(pad "a22" thru_hole circle
-			(at 16.51 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 53.34 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 69 "/~{CS}7")
 			(pinfunction "Pin_a22")
 			(pintype "passive")
-			(uuid "dfb5ae98-e2a4-4d9b-9233-3872d34dd251")
-		)
-		(pad "a23" connect rect
-			(at 17.78 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 20 "/RUN")
-			(pinfunction "Pin_a23")
-			(pintype "passive")
-			(uuid "0bc8a5c0-9f66-4ada-9ea3-da34d1bc7422")
+			(uuid "443f6730-722b-46cf-9aa3-a14873d6a0b2")
 		)
 		(pad "a23" thru_hole circle
-			(at 19.05 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 55.88 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 20 "/RUN")
 			(pinfunction "Pin_a23")
 			(pintype "passive")
-			(uuid "31a1cb01-e9ef-4159-a6ff-c5e88184d3de")
-		)
-		(pad "a24" connect rect
-			(at 20.32 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 21 "/~{IRQ}")
-			(pinfunction "Pin_a24")
-			(pintype "passive")
-			(uuid "3dc0fba2-a9a1-4819-b77a-d40bc2dfe353")
+			(uuid "cf32110e-f0bc-4da8-9e4b-3043af069542")
 		)
 		(pad "a24" thru_hole circle
-			(at 21.59 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 58.42 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 21 "/~{IRQ}")
 			(pinfunction "Pin_a24")
 			(pintype "passive")
-			(uuid "f37eb852-173a-41d3-a50b-ef6842fe2bdc")
-		)
-		(pad "a25" connect rect
-			(at 22.86 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 22 "/~{VIRQ}")
-			(pinfunction "Pin_a25")
-			(pintype "passive")
-			(uuid "1eb84be4-a92f-4fdf-a195-e8719db5f92c")
+			(uuid "0648886d-401c-47d2-8dc8-2ecde505db1a")
 		)
 		(pad "a25" thru_hole circle
-			(at 24.13 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 60.96 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 22 "/~{VIRQ}")
 			(pinfunction "Pin_a25")
 			(pintype "passive")
-			(uuid "ccfa4e8c-9360-4d4d-bc6f-b4125fb02696")
-		)
-		(pad "a26" connect rect
-			(at 25.4 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 23 "/~{NMI}")
-			(pinfunction "Pin_a26")
-			(pintype "passive")
-			(uuid "7a9e110a-d69a-4d87-b929-d37ad728da10")
+			(uuid "bef9af8b-f44b-43c3-af5e-346384d94625")
 		)
 		(pad "a26" thru_hole circle
-			(at 26.67 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 63.5 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 23 "/~{NMI}")
 			(pinfunction "Pin_a26")
 			(pintype "passive")
-			(uuid "a9a8d317-b8f5-4223-92e4-93a98c98435a")
-		)
-		(pad "a27" connect rect
-			(at 27.94 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 24 "/I2C_SCL")
-			(pinfunction "Pin_a27")
-			(pintype "passive")
-			(uuid "bd9a49a3-641f-4b0e-af9d-107bc0f466ff")
+			(uuid "1f17c513-9c9e-443d-8e28-98482c583ff2")
 		)
 		(pad "a27" thru_hole circle
-			(at 29.21 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 66.04 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 24 "/I2C_SCL")
 			(pinfunction "Pin_a27")
 			(pintype "passive")
-			(uuid "0f281947-091e-4830-b327-646c6f907517")
-		)
-		(pad "a28" connect rect
-			(at 30.48 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 25 "/I2C_SDA")
-			(pinfunction "Pin_a28")
-			(pintype "passive")
-			(uuid "5ce44ab2-45d5-4417-8a38-93620ea3648a")
+			(uuid "0157a314-57a5-4493-abe4-954ffaf6a75d")
 		)
 		(pad "a28" thru_hole circle
-			(at 31.75 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 68.58 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 25 "/I2C_SDA")
 			(pinfunction "Pin_a28")
 			(pintype "passive")
-			(uuid "029123c0-a49f-43f6-bcaf-66f716f67373")
-		)
-		(pad "a29" connect rect
-			(at 33.02 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 26 "/SNES_LATCH")
-			(pinfunction "Pin_a29")
-			(pintype "passive")
-			(uuid "9eacae57-36d7-48cd-b4c4-c8a04c8dc009")
+			(uuid "4b9c1e2e-1997-43a9-a16b-f1f513cc2f55")
 		)
 		(pad "a29" thru_hole circle
-			(at 34.29 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 71.12 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 26 "/SNES_LATCH")
 			(pinfunction "Pin_a29")
 			(pintype "passive")
-			(uuid "435ec923-0b6b-4df5-bc3e-337c9e174c26")
-		)
-		(pad "a30" connect rect
-			(at 35.56 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 27 "/SNES_CLK")
-			(pinfunction "Pin_a30")
-			(pintype "passive")
-			(uuid "b6c53ae3-e7e2-4ff7-8539-c5ba4b3415c9")
+			(uuid "ca0b8390-c4d2-4b8e-bb09-a58ffe939965")
 		)
 		(pad "a30" thru_hole circle
-			(at 36.83 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 73.66 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 27 "/SNES_CLK")
 			(pinfunction "Pin_a30")
 			(pintype "passive")
-			(uuid "5bbf49b4-b3a7-4c72-b08d-8fc7f7935d57")
-		)
-		(pad "a31" connect rect
-			(at 38.1 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 2 "+3.3V")
-			(pinfunction "Pin_a31")
-			(pintype "passive")
-			(uuid "40ab637d-ac96-49fc-bb91-2e8d26c504f5")
+			(uuid "4094a014-78ed-4033-a450-99d97d27635a")
 		)
 		(pad "a31" thru_hole circle
-			(at 39.37 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 76.2 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 2 "+3.3V")
 			(pinfunction "Pin_a31")
 			(pintype "passive")
-			(uuid "9a9bf602-4838-4cd3-bb32-c5d010f29191")
-		)
-		(pad "a32" connect rect
-			(at 40.64 0 90)
-			(size 1.7 7)
-			(layers "B.Cu" "B.Mask")
-			(net 1 "GND")
-			(pinfunction "Pin_a32")
-			(pintype "passive")
-			(uuid "cdba8307-c4ab-4052-a5e8-ac095f79fbaa")
+			(uuid "c9a5918d-649a-4934-8ce5-e446a7c275eb")
 		)
 		(pad "a32" thru_hole circle
-			(at 41.91 7.62 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 78.74 0 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 1 "GND")
 			(pinfunction "Pin_a32")
 			(pintype "passive")
-			(uuid "0f7f1d52-392f-469d-86c5-f4e2049576b2")
-		)
-		(pad "b1" connect rect
-			(at -38.1 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 28 "/PHI2")
-			(pinfunction "Pin_b1")
-			(pintype "passive")
-			(uuid "c35e10a3-f5e6-4100-bf87-a03d88667b03")
+			(uuid "3c232d6a-0a54-48e2-94b3-1f77cdbb4e4d")
 		)
 		(pad "b1" thru_hole circle
-			(at -38.1 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 0 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 28 "/PHI2")
 			(pinfunction "Pin_b1")
 			(pintype "passive")
-			(uuid "cc7797ab-cf5a-4682-b678-a6f559ece463")
-		)
-		(pad "b2" connect rect
-			(at -35.56 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 29 "/~{RES}")
-			(pinfunction "Pin_b2")
-			(pintype "passive")
-			(uuid "3be42e9f-8c94-4d20-94f7-ced776c86da2")
+			(uuid "7ae37077-e271-4f05-8933-b79e6ff88237")
 		)
 		(pad "b2" thru_hole circle
-			(at -35.56 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 2.54 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 29 "/~{RES}")
 			(pinfunction "Pin_b2")
 			(pintype "passive")
-			(uuid "200043ac-c150-4e8d-b93e-63b4def9e36e")
-		)
-		(pad "b3" connect rect
-			(at -33.02 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 30 "/A0")
-			(pinfunction "Pin_b3")
-			(pintype "passive")
-			(uuid "378a94b8-36af-4eec-bf6a-294fa0b7e032")
+			(uuid "6cdd4c8e-7523-4d2d-924d-33dfc8cdf3b3")
 		)
 		(pad "b3" thru_hole circle
-			(at -33.02 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 5.08 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 30 "/A0")
 			(pinfunction "Pin_b3")
 			(pintype "passive")
-			(uuid "8c394847-a582-4451-951d-40e83da6055e")
-		)
-		(pad "b4" connect rect
-			(at -30.48 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 31 "/A2")
-			(pinfunction "Pin_b4")
-			(pintype "passive")
-			(uuid "ec599d8e-9d1d-4650-86dd-629ea34c31c5")
+			(uuid "99a1f3a6-dbb4-4dec-b99e-ba8470aee3c9")
 		)
 		(pad "b4" thru_hole circle
-			(at -30.48 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 7.62 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 31 "/A2")
 			(pinfunction "Pin_b4")
 			(pintype "passive")
-			(uuid "aff883cd-cbe6-4048-b9db-52a1406f8f50")
-		)
-		(pad "b5" connect rect
-			(at -27.94 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 32 "/A4")
-			(pinfunction "Pin_b5")
-			(pintype "passive")
-			(uuid "677cb819-0f6e-4f63-b864-4643f92553c6")
+			(uuid "4cf50db9-620c-42be-8fb2-c693d3b15941")
 		)
 		(pad "b5" thru_hole circle
-			(at -27.94 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 10.16 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 32 "/A4")
 			(pinfunction "Pin_b5")
 			(pintype "passive")
-			(uuid "bb555a01-2210-44c7-a7cb-2e5b4189b870")
-		)
-		(pad "b6" connect rect
-			(at -25.4 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 33 "/A6")
-			(pinfunction "Pin_b6")
-			(pintype "passive")
-			(uuid "5016cd6e-c43d-4e22-9843-94df6c45ea5d")
+			(uuid "01fdda3c-ea44-402c-8faa-df7f54654f7a")
 		)
 		(pad "b6" thru_hole circle
-			(at -25.4 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 12.7 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 33 "/A6")
 			(pinfunction "Pin_b6")
 			(pintype "passive")
-			(uuid "3c42b9e2-f024-48aa-af9c-34a042fb9feb")
-		)
-		(pad "b7" connect rect
-			(at -22.86 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 34 "/A8")
-			(pinfunction "Pin_b7")
-			(pintype "passive")
-			(uuid "b826b53a-9dac-457b-9335-1a756b2c9d0f")
+			(uuid "e63892ca-8032-4a43-a8ab-de6846963c05")
 		)
 		(pad "b7" thru_hole circle
-			(at -22.86 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 15.24 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 34 "/A8")
 			(pinfunction "Pin_b7")
 			(pintype "passive")
-			(uuid "22c94640-37fb-49e8-bda2-d7c98f18ab6e")
-		)
-		(pad "b8" connect rect
-			(at -20.32 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 35 "/A10")
-			(pinfunction "Pin_b8")
-			(pintype "passive")
-			(uuid "89af4833-0367-44f0-b701-00c48221bf02")
+			(uuid "4d8f5bb2-9046-4b54-b44a-1ceff53bd05b")
 		)
 		(pad "b8" thru_hole circle
-			(at -20.32 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 17.78 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 35 "/A10")
 			(pinfunction "Pin_b8")
 			(pintype "passive")
-			(uuid "2775992d-0562-4b1d-9169-30f10579a1bc")
-		)
-		(pad "b9" connect rect
-			(at -17.78 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 36 "/A12")
-			(pinfunction "Pin_b9")
-			(pintype "passive")
-			(uuid "f960ae49-81b8-49ce-a12b-bd720a055f68")
+			(uuid "1716c77f-ca4a-4f4b-9713-c229be511aef")
 		)
 		(pad "b9" thru_hole circle
-			(at -17.78 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 20.32 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 36 "/A12")
 			(pinfunction "Pin_b9")
 			(pintype "passive")
-			(uuid "0144f5e6-3df6-46f5-8ccb-dba17379231a")
-		)
-		(pad "b10" connect rect
-			(at -15.24 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 37 "/A14")
-			(pinfunction "Pin_b10")
-			(pintype "passive")
-			(uuid "6f92e298-5319-402b-9573-50a91b6d1d0a")
+			(uuid "4c2e77d5-e37b-46f5-a854-479fad0b26ac")
 		)
 		(pad "b10" thru_hole circle
-			(at -15.24 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 22.86 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 37 "/A14")
 			(pinfunction "Pin_b10")
 			(pintype "passive")
-			(uuid "40cc55fd-7802-4f07-af0c-c4186a46bda4")
-		)
-		(pad "b11" connect rect
-			(at -12.7 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 38 "/A16")
-			(pinfunction "Pin_b11")
-			(pintype "passive")
-			(uuid "2e4aee52-4f5f-46a9-b8c3-b84fb0d4de54")
+			(uuid "56db5c7b-9958-4fe5-a0a4-fe8e7e624964")
 		)
 		(pad "b11" thru_hole circle
-			(at -12.7 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 25.4 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 38 "/A16")
 			(pinfunction "Pin_b11")
 			(pintype "passive")
-			(uuid "8ed2fe03-96dd-469c-bbc2-c8366d38c3fe")
-		)
-		(pad "b12" connect rect
-			(at -10.16 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 39 "/A18")
-			(pinfunction "Pin_b12")
-			(pintype "passive")
-			(uuid "45874595-183c-4954-a235-c966070a3b4a")
+			(uuid "2eee6773-9639-4886-b71d-09bd550580d9")
 		)
 		(pad "b12" thru_hole circle
-			(at -10.16 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 27.94 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 39 "/A18")
 			(pinfunction "Pin_b12")
 			(pintype "passive")
-			(uuid "608a321e-9226-400d-b4bc-4b5c1152b340")
-		)
-		(pad "b13" connect rect
-			(at -7.62 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 40 "/A20")
-			(pinfunction "Pin_b13")
-			(pintype "passive")
-			(uuid "b69d0b1d-a7b9-43e6-b97c-29d8941bc137")
+			(uuid "f445bf97-1ae0-4ea5-b854-940aa102f099")
 		)
 		(pad "b13" thru_hole circle
-			(at -7.62 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 30.48 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 40 "/A20")
 			(pinfunction "Pin_b13")
 			(pintype "passive")
-			(uuid "a1be1247-ced9-423b-9cb6-98e0ec927ff4")
-		)
-		(pad "b14" connect rect
-			(at -5.08 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 41 "/A22")
-			(pinfunction "Pin_b14")
-			(pintype "passive")
-			(uuid "77e8d898-46d5-4e70-855f-9e9bc99a196e")
+			(uuid "69939b2c-ef3c-4a54-b223-83e4c47ec713")
 		)
 		(pad "b14" thru_hole circle
-			(at -5.08 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 33.02 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 41 "/A22")
 			(pinfunction "Pin_b14")
 			(pintype "passive")
-			(uuid "0dda4770-461e-4172-91b3-53c30b338d8e")
-		)
-		(pad "b15" connect rect
-			(at -2.54 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 42 "/D0")
-			(pinfunction "Pin_b15")
-			(pintype "passive")
-			(uuid "05bae06f-3d36-45ce-a16a-d19f9a992f1c")
+			(uuid "2287f1cc-e1dd-44bc-a224-bc7a5c36149a")
 		)
 		(pad "b15" thru_hole circle
-			(at -2.54 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 35.56 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 42 "/D0")
 			(pinfunction "Pin_b15")
 			(pintype "passive")
-			(uuid "9cf898a8-1db7-4145-a3da-37ebe3de1df1")
-		)
-		(pad "b16" connect rect
-			(at 0 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 43 "/D2")
-			(pinfunction "Pin_b16")
-			(pintype "passive")
-			(uuid "81c17d3c-974e-4b74-8762-91f0625db6c8")
+			(uuid "b5756257-1f3d-422a-826d-1db1f0c43c64")
 		)
 		(pad "b16" thru_hole circle
-			(at 0 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 38.1 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 43 "/D2")
 			(pinfunction "Pin_b16")
 			(pintype "passive")
-			(uuid "505e1e70-7b63-4a8b-9663-2af28c85eb97")
-		)
-		(pad "b17" connect rect
-			(at 2.54 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 44 "/D4")
-			(pinfunction "Pin_b17")
-			(pintype "passive")
-			(uuid "c8fbea25-227f-45c8-bd94-6b22317f65c5")
+			(uuid "b0ddd349-adf0-4730-adbd-57b9e0fb75ff")
 		)
 		(pad "b17" thru_hole circle
-			(at 2.54 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 40.64 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 44 "/D4")
 			(pinfunction "Pin_b17")
 			(pintype "passive")
-			(uuid "988866a1-98ea-4774-81df-5a006dc2963e")
-		)
-		(pad "b18" connect rect
-			(at 5.08 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 45 "/D6")
-			(pinfunction "Pin_b18")
-			(pintype "passive")
-			(uuid "0dce90f5-f6f8-4125-baac-fe3a4d3fb92f")
+			(uuid "2cb04f03-3236-499d-b235-e3a9f2201a7b")
 		)
 		(pad "b18" thru_hole circle
-			(at 5.08 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 43.18 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 45 "/D6")
 			(pinfunction "Pin_b18")
 			(pintype "passive")
-			(uuid "f9080689-7522-4a40-a388-8ce20aeb9ebc")
-		)
-		(pad "b19" connect rect
-			(at 7.62 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 46 "/D7")
-			(pinfunction "Pin_b19")
-			(pintype "passive")
-			(uuid "4ab3b1b8-80ef-4b14-b36a-2533a7564c18")
+			(uuid "57316120-1378-4a6d-b129-7c9d34f92669")
 		)
 		(pad "b19" thru_hole circle
-			(at 7.62 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 45.72 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 46 "/D7")
 			(pinfunction "Pin_b19")
 			(pintype "passive")
-			(uuid "a17121d8-2a27-4cc0-9b1f-82ca65e75722")
-		)
-		(pad "b20" connect rect
-			(at 10.16 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 47 "/~{RD}")
-			(pinfunction "Pin_b20")
-			(pintype "passive")
-			(uuid "681a8748-0ca0-4361-b0eb-8a1e3dadeb6c")
+			(uuid "66b246de-d054-45ec-b80c-81c4dbebca42")
 		)
 		(pad "b20" thru_hole circle
-			(at 10.16 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 48.26 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 47 "/~{RD}")
 			(pinfunction "Pin_b20")
 			(pintype "passive")
-			(uuid "a866f131-6691-49ee-b26a-6285d6e7aa81")
-		)
-		(pad "b21" connect rect
-			(at 12.7 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 79 "/~{ROM}1")
-			(pinfunction "Pin_b21")
-			(pintype "passive")
-			(uuid "ab9347cc-134e-4619-bbd1-fa9e4c8c5c9a")
+			(uuid "f9b88cb3-778c-49a5-a863-29078df28d61")
 		)
 		(pad "b21" thru_hole circle
-			(at 12.7 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 50.8 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 79 "/~{ROM}1")
 			(pinfunction "Pin_b21")
 			(pintype "passive")
-			(uuid "2b8efe46-f47c-47e0-bda0-014f6d1964ed")
-		)
-		(pad "b22" connect rect
-			(at 15.24 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 48 "/~{CS}6")
-			(pinfunction "Pin_b22")
-			(pintype "passive")
-			(uuid "e6eb26ea-6aa4-4c19-badb-3300f911f75b")
+			(uuid "3b1188e6-c0e6-48e6-ab9d-fd6a0f8f3b6d")
 		)
 		(pad "b22" thru_hole circle
-			(at 15.24 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 53.34 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 48 "/~{CS}6")
 			(pinfunction "Pin_b22")
 			(pintype "passive")
-			(uuid "840fa1a2-1838-4c8f-bc16-6ba2104862dc")
-		)
-		(pad "b23" connect rect
-			(at 17.78 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 49 "/~{I{slash}O}1")
-			(pinfunction "Pin_b23")
-			(pintype "passive")
-			(uuid "97089130-f9fc-473e-b0cf-5913b6d7d1f8")
+			(uuid "ca7fbbc0-2ff7-42ae-9e83-e6da2989c2af")
 		)
 		(pad "b23" thru_hole circle
-			(at 17.78 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 55.88 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 49 "/~{I{slash}O}1")
 			(pinfunction "Pin_b23")
 			(pintype "passive")
-			(uuid "63e19cd3-d8c5-4642-9039-105a54e385b5")
-		)
-		(pad "b24" connect rect
-			(at 20.32 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 50 "/BA")
-			(pinfunction "Pin_b24")
-			(pintype "passive")
-			(uuid "4385c4e5-d74c-41cb-a7b6-434236217bed")
+			(uuid "43eca816-08bc-42bb-847c-19df4ea700f0")
 		)
 		(pad "b24" thru_hole circle
-			(at 20.32 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 58.42 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 50 "/BA")
 			(pinfunction "Pin_b24")
 			(pintype "passive")
-			(uuid "035c1b55-c288-4213-8a35-e86824511e3b")
-		)
-		(pad "b25" connect rect
-			(at 22.86 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 51 "/R{slash}~{W}")
-			(pinfunction "Pin_b25")
-			(pintype "passive")
-			(uuid "39cb4c9b-f825-4442-b4cb-71a2b0c59ab9")
+			(uuid "01ceba6a-cf34-48db-a6f3-82bd980f89d6")
 		)
 		(pad "b25" thru_hole circle
-			(at 22.86 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 60.96 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 51 "/R{slash}~{W}")
 			(pinfunction "Pin_b25")
 			(pintype "passive")
-			(uuid "0d110fcc-abcd-4dff-9365-e57b6db2f59b")
-		)
-		(pad "b26" connect rect
-			(at 25.4 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 52 "/~{I{slash}O}0")
-			(pinfunction "Pin_b26")
-			(pintype "passive")
-			(uuid "95036720-7b4d-4d95-8df8-28963210f9e8")
+			(uuid "8d03e28b-13e0-4723-82e4-c7d9f0d86ec7")
 		)
 		(pad "b26" thru_hole circle
-			(at 25.4 5 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 63.5 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 52 "/~{I{slash}O}0")
 			(pinfunction "Pin_b26")
 			(pintype "passive")
-			(uuid "b7db1bce-0e8d-4181-9be9-fb787bab582c")
-		)
-		(pad "b27" connect rect
-			(at 27.94 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 53 "/SNES_DATA0")
-			(pinfunction "Pin_b27")
-			(pintype "passive")
-			(uuid "26d687bd-7b95-4252-bf06-f2ad06263164")
+			(uuid "23ce1930-f7dd-4938-a46e-dcf33318283e")
 		)
 		(pad "b27" thru_hole circle
-			(at 27.94 5 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 66.04 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 53 "/SNES_DATA0")
 			(pinfunction "Pin_b27")
 			(pintype "passive")
-			(uuid "fc1ec4e6-e745-4611-84b1-f76763ba3a8c")
-		)
-		(pad "b28" connect rect
-			(at 30.48 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 54 "/SNES_DATA1")
-			(pinfunction "Pin_b28")
-			(pintype "passive")
-			(uuid "e7ada776-0331-4b6e-8c41-1b4f2d91c397")
+			(uuid "166fd71e-04f6-48cc-880a-d863ddac55de")
 		)
 		(pad "b28" thru_hole circle
-			(at 30.48 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 68.58 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 54 "/SNES_DATA1")
 			(pinfunction "Pin_b28")
 			(pintype "passive")
-			(uuid "eaca98fb-705d-4bbc-8acc-6b310bbd98e6")
-		)
-		(pad "b29" connect rect
-			(at 33.02 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 55 "/SNES_DATA2")
-			(pinfunction "Pin_b29")
-			(pintype "passive")
-			(uuid "39a7b0a8-4431-4df9-acf4-2089cc436378")
+			(uuid "29489ba1-4b83-4f4d-af98-4ef7059e9456")
 		)
 		(pad "b29" thru_hole circle
-			(at 33.02 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 71.12 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 55 "/SNES_DATA2")
 			(pinfunction "Pin_b29")
 			(pintype "passive")
-			(uuid "641c9010-2030-4a22-bdbe-bcbacc2c8c30")
-		)
-		(pad "b30" connect rect
-			(at 35.56 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 56 "/SNES_DATA3")
-			(pinfunction "Pin_b30")
-			(pintype "passive")
-			(uuid "9ff00b69-4f9e-431c-bbb0-9f9e9f15a741")
+			(uuid "623978a7-458e-4949-abb5-055f5efd6c13")
 		)
 		(pad "b30" thru_hole circle
-			(at 35.56 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 73.66 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 56 "/SNES_DATA3")
 			(pinfunction "Pin_b30")
 			(pintype "passive")
-			(uuid "9266e665-95c8-4d0a-8b01-452f632150e8")
-		)
-		(pad "b31" connect rect
-			(at 38.1 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 112 "unconnected-(J12-Pin_b31-Padb31)_0")
-			(pinfunction "Pin_b31")
-			(pintype "passive+no_connect")
-			(uuid "765470fa-f485-495f-84fa-2d4a801558b7")
+			(uuid "32959151-9124-49cb-8dc4-89ea7bb046d0")
 		)
 		(pad "b31" thru_hole circle
-			(at 38.1 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 76.2 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 111 "unconnected-(J12-Pin_b31-Padb31)")
 			(pinfunction "Pin_b31")
 			(pintype "passive+no_connect")
-			(uuid "04e548ac-2bb0-4c45-ae27-f077cc4c9c8b")
-		)
-		(pad "b32" connect rect
-			(at 40.64 0 90)
-			(size 1.7 7)
-			(layers "F.Cu" "F.Mask")
-			(net 81 "+5V")
-			(pinfunction "Pin_b32")
-			(pintype "passive")
-			(uuid "675e1a63-52b2-44da-b708-492386ae94f7")
+			(uuid "f54cc355-496f-4430-8926-3c6e724cd62c")
 		)
 		(pad "b32" thru_hole circle
-			(at 40.64 5.08 90)
-			(size 1 1)
-			(drill 0.5)
+			(at 78.74 2.54 90)
+			(size 1.55 1.55)
+			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 81 "+5V")
 			(pinfunction "Pin_b32")
 			(pintype "passive")
-			(uuid "cc9d8175-6a7f-45df-9407-12644b9df44f")
+			(uuid "6c7f325c-a823-41d1-b664-e6468707d9e1")
+		)
+		(model "${KICAD8_3DMODEL_DIR}/Connector_DIN.3dshapes/DIN41612_Q_2x32_Female_Horizontal_THT.wrl"
+			(offset
+				(xyz 0 0 0)
+			)
+			(scale
+				(xyz 1 1 1)
+			)
+			(rotate
+				(xyz 0 0 0)
+			)
 		)
 	)
 	(footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
@@ -10322,7 +9800,7 @@
 			(drill 0.7)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 147 "/~{CART}")
+			(net 137 "/~{CART}")
 			(pintype "passive")
 			(uuid "40131018-90d1-4b2d-aa47-8a13c703e55c")
 		)
@@ -10527,7 +10005,7 @@
 			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 155 "Net-(D6-Pad2)")
+			(net 145 "Net-(D6-Pad2)")
 			(pintype "passive")
 			(uuid "62e75b67-7b9a-4ead-a69f-9b2443cf1211")
 		)
@@ -10548,7 +10026,7 @@
 			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 154 "Net-(D6-Pad4)")
+			(net 144 "Net-(D6-Pad4)")
 			(pintype "passive")
 			(uuid "3fde4465-dd9a-44aa-93d6-e4954ee80a77")
 		)
@@ -10564,278 +10042,6 @@
 			)
 		)
 	)
-	(footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
-		(layer "F.Cu")
-		(uuid "49d476e9-f990-420d-b17c-3b25b3b0a6fa")
-		(at 225.315 62.495)
-		(descr "Resistor, Axial_DIN0204 series, Axial, Horizontal, pin pitch=7.62mm, 0.167W, length*diameter=3.6*1.6mm^2, http://cdn-reichelt.de/documents/datenblatt/B400/1_4W%23YAG.pdf")
-		(tags "Resistor Axial_DIN0204 series Axial Horizontal pin pitch 7.62mm 0.167W length 3.6mm diameter 1.6mm")
-		(property "Reference" "R62"
-			(at 10.16 -0.015 0)
-			(layer "F.SilkS")
-			(uuid "037670f7-1b02-4e5e-8beb-4a7c2a93cc6b")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
-		(property "Value" "200Ω"
-			(at 3.81 1.92 0)
-			(layer "F.Fab")
-			(uuid "7a7d27b9-46cd-4ea5-9e23-9d78607a3f7c")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
-		(property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
-			(at 0 0 0)
-			(unlocked yes)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "08531499-b59b-4fca-9676-e864645df287")
-			(effects
-				(font
-					(size 1.27 1.27)
-				)
-			)
-		)
-		(property "Datasheet" ""
-			(at 0 0 0)
-			(unlocked yes)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "c6c6797d-6b4e-4f4f-bbd3-263cf320ff0f")
-			(effects
-				(font
-					(size 1.27 1.27)
-				)
-			)
-		)
-		(property "Description" ""
-			(at 0 0 0)
-			(unlocked yes)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "dde5ea31-f775-4a44-b4ff-97a44c66d225")
-			(effects
-				(font
-					(size 1.27 1.27)
-				)
-			)
-		)
-		(property ki_fp_filters "R_*")
-		(path "/310f5f33-7e4f-4ff1-892f-c3a80b5965e7")
-		(sheetname "Root")
-		(sheetfile "Prototype 4 (PTH).kicad_sch")
-		(attr through_hole)
-		(fp_line
-			(start 0.94 0)
-			(end 1.89 0)
-			(stroke
-				(width 0.12)
-				(type solid)
-			)
-			(layer "F.SilkS")
-			(uuid "eb191f1b-d4c8-48ed-a1b3-a30be4a1d0bd")
-		)
-		(fp_line
-			(start 1.89 -0.92)
-			(end 1.89 0.92)
-			(stroke
-				(width 0.12)
-				(type solid)
-			)
-			(layer "F.SilkS")
-			(uuid "e737715a-3898-41cc-bedd-fb9c22e4aae6")
-		)
-		(fp_line
-			(start 1.89 0.92)
-			(end 5.73 0.92)
-			(stroke
-				(width 0.12)
-				(type solid)
-			)
-			(layer "F.SilkS")
-			(uuid "e761451b-d6e4-4eef-8178-39bf4387d4f1")
-		)
-		(fp_line
-			(start 5.73 -0.92)
-			(end 1.89 -0.92)
-			(stroke
-				(width 0.12)
-				(type solid)
-			)
-			(layer "F.SilkS")
-			(uuid "5c1ad2fd-e38e-40ba-bce6-a02024fdabd4")
-		)
-		(fp_line
-			(start 5.73 0.92)
-			(end 5.73 -0.92)
-			(stroke
-				(width 0.12)
-				(type solid)
-			)
-			(layer "F.SilkS")
-			(uuid "b9fbdb23-0aea-40c3-acd3-3adb16b15fec")
-		)
-		(fp_line
-			(start 6.68 0)
-			(end 5.73 0)
-			(stroke
-				(width 0.12)
-				(type solid)
-			)
-			(layer "F.SilkS")
-			(uuid "51c90d24-7855-44d8-80d1-2224b5a0b3f5")
-		)
-		(fp_line
-			(start -0.95 -1.05)
-			(end -0.95 1.05)
-			(stroke
-				(width 0.05)
-				(type solid)
-			)
-			(layer "F.CrtYd")
-			(uuid "231b4fea-c4ce-43ff-b1ce-565abe16370c")
-		)
-		(fp_line
-			(start -0.95 1.05)
-			(end 8.57 1.05)
-			(stroke
-				(width 0.05)
-				(type solid)
-			)
-			(layer "F.CrtYd")
-			(uuid "98a03bdf-3708-4dc0-98e7-8d97370cf9f2")
-		)
-		(fp_line
-			(start 8.57 -1.05)
-			(end -0.95 -1.05)
-			(stroke
-				(width 0.05)
-				(type solid)
-			)
-			(layer "F.CrtYd")
-			(uuid "7e5b4c37-a49c-456b-8e25-903f5d4f8bc2")
-		)
-		(fp_line
-			(start 8.57 1.05)
-			(end 8.57 -1.05)
-			(stroke
-				(width 0.05)
-				(type solid)
-			)
-			(layer "F.CrtYd")
-			(uuid "8d9eb976-badd-4aab-b680-17f514b4d7b6")
-		)
-		(fp_line
-			(start 0 0)
-			(end 2.01 0)
-			(stroke
-				(width 0.1)
-				(type solid)
-			)
-			(layer "F.Fab")
-			(uuid "8da3bf1f-58e0-4cd3-ab1a-281b13accc62")
-		)
-		(fp_line
-			(start 2.01 -0.8)
-			(end 2.01 0.8)
-			(stroke
-				(width 0.1)
-				(type solid)
-			)
-			(layer "F.Fab")
-			(uuid "2d47d8b9-ed44-4a30-9f6c-e36b7a869b6e")
-		)
-		(fp_line
-			(start 2.01 0.8)
-			(end 5.61 0.8)
-			(stroke
-				(width 0.1)
-				(type solid)
-			)
-			(layer "F.Fab")
-			(uuid "2c9e2e22-85c7-45c6-876b-7ecbb5726117")
-		)
-		(fp_line
-			(start 5.61 -0.8)
-			(end 2.01 -0.8)
-			(stroke
-				(width 0.1)
-				(type solid)
-			)
-			(layer "F.Fab")
-			(uuid "679e52ba-7a02-436b-b221-7583ce229396")
-		)
-		(fp_line
-			(start 5.61 0.8)
-			(end 5.61 -0.8)
-			(stroke
-				(width 0.1)
-				(type solid)
-			)
-			(layer "F.Fab")
-			(uuid "c8242d40-5770-469a-8fa3-0f2e057d2d59")
-		)
-		(fp_line
-			(start 7.62 0)
-			(end 5.61 0)
-			(stroke
-				(width 0.1)
-				(type solid)
-			)
-			(layer "F.Fab")
-			(uuid "1b118815-aef9-4adb-b1e5-aedab3c612ec")
-		)
-		(fp_text user "${REFERENCE}"
-			(at 3.81 0 0)
-			(layer "F.Fab")
-			(uuid "5538636e-411e-4687-afef-3fdb3c82ddeb")
-			(effects
-				(font
-					(size 0.72 0.72)
-					(thickness 0.108)
-				)
-			)
-		)
-		(pad "1" thru_hole circle
-			(at 0 0)
-			(size 1.4 1.4)
-			(drill 0.7)
-			(layers "*.Cu" "*.Mask")
-			(remove_unused_layers no)
-			(net 100 "/BLUE")
-			(pintype "passive")
-			(uuid "7f8f8ef1-11dd-434e-ba25-c4b6720e9b59")
-		)
-		(pad "2" thru_hole oval
-			(at 7.62 0)
-			(size 1.4 1.4)
-			(drill 0.7)
-			(layers "*.Cu" "*.Mask")
-			(remove_unused_layers no)
-			(net 1 "GND")
-			(pintype "passive")
-			(uuid "a2fb2a10-f75a-4c16-bdac-eed5b45d5239")
-		)
-		(model "${KICAD8_3DMODEL_DIR}/Resistor_THT.3dshapes/R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal.wrl"
-			(offset
-				(xyz 0 0 0)
-			)
-			(scale
-				(xyz 1 1 1)
-			)
-			(rotate
-				(xyz 0 0 0)
-			)
-		)
-	)
 	(footprint "Package_DIP:DIP-24_W7.62mm_Socket_LongPads"
 		(layer "F.Cu")
 		(uuid "4a5b6084-6040-4fcc-af4d-fa9bd5eab04b")
@@ -11262,7 +10468,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 147 "/~{CART}")
+			(net 137 "/~{CART}")
 			(pinfunction "IN")
 			(pintype "input")
 			(uuid "614a74f7-763c-4912-91ad-af6e9173573f")
@@ -11284,7 +10490,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 140 "unconnected-(U3-IN-Pad13)")
+			(net 130 "unconnected-(U3-IN-Pad13)")
 			(pinfunction "IN")
 			(pintype "input+no_connect")
 			(uuid "425bf311-95fe-4793-9eb3-070d4cda724e")
@@ -11295,7 +10501,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 144 "unconnected-(U3-I{slash}O-Pad14)")
+			(net 134 "unconnected-(U3-I{slash}O-Pad14)")
 			(pinfunction "I/O")
 			(pintype "bidirectional+no_connect")
 			(uuid "fda97df9-f063-45f9-9b95-41e2a89bec2a")
@@ -11306,7 +10512,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 142 "unconnected-(U3-I{slash}O-Pad15)")
+			(net 132 "unconnected-(U3-I{slash}O-Pad15)")
 			(pinfunction "I/O")
 			(pintype "bidirectional+no_connect")
 			(uuid "b69a24d7-159f-43f8-8e0d-8ad916c19d69")
@@ -11317,7 +10523,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 141 "unconnected-(U3-I{slash}O-Pad16)")
+			(net 131 "unconnected-(U3-I{slash}O-Pad16)")
 			(pinfunction "I/O")
 			(pintype "bidirectional+no_connect")
 			(uuid "b23e3761-953b-48d9-9b0d-083f4cc1cb6d")
@@ -11328,7 +10534,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 143 "unconnected-(U3-I{slash}O-Pad17)")
+			(net 133 "unconnected-(U3-I{slash}O-Pad17)")
 			(pinfunction "I/O")
 			(pintype "bidirectional+no_connect")
 			(uuid "cc1b81a4-5d59-40ec-bedc-633e3c6a5cde")
@@ -11668,7 +10874,7 @@
 			(drill 0.7)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 157 "Net-(J14-Pad13)")
+			(net 147 "Net-(J14-Pad13)")
 			(pintype "passive")
 			(uuid "9b53a009-abe6-457b-9ee2-5c31b182434a")
 		)
@@ -11696,14 +10902,14 @@
 	)
 	(footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
 		(layer "F.Cu")
-		(uuid "4f57a33d-d8fc-4f51-b966-7cce5974fb15")
-		(at 235.795852 90.442679 90)
+		(uuid "4e533231-8fa6-4b33-8e18-af4f8bfaf8ee")
+		(at 192.615852 82.822679 -90)
 		(descr "Resistor, Axial_DIN0204 series, Axial, Horizontal, pin pitch=7.62mm, 0.167W, length*diameter=3.6*1.6mm^2, http://cdn-reichelt.de/documents/datenblatt/B400/1_4W%23YAG.pdf")
 		(tags "Resistor Axial_DIN0204 series Axial Horizontal pin pitch 7.62mm 0.167W length 3.6mm diameter 1.6mm")
-		(property "Reference" "R42"
-			(at 10.118273 0.000449 -90)
+		(property "Reference" "R35"
+			(at -2.358894 -0.000984 90)
 			(layer "F.SilkS")
-			(uuid "4509ee5b-6f00-42ad-ad8b-5ae3b41f0352")
+			(uuid "24a2ac68-730c-40ab-8eb5-68b7fc9c966a")
 			(effects
 				(font
 					(size 1 1)
@@ -11711,10 +10917,10 @@
 				)
 			)
 		)
-		(property "Value" "800Ω"
-			(at 3.81 1.92 -90)
+		(property "Value" "536Ω"
+			(at 3.81 1.92 90)
 			(layer "F.Fab")
-			(uuid "fc2af692-76f1-424a-8e5f-dde60cbd22b8")
+			(uuid "3161b265-128d-4ca9-a1a8-a7586e02e643")
 			(effects
 				(font
 					(size 1 1)
@@ -11723,11 +10929,11 @@
 			)
 		)
 		(property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
-			(at 0 0 90)
+			(at 0 0 -90)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
-			(uuid "8bc8b815-9e96-44e6-bcf8-ffa91c971f02")
+			(uuid "1ffa3c05-020e-4e34-8fe5-a0f980c31186")
 			(effects
 				(font
 					(size 1.27 1.27)
@@ -11735,11 +10941,11 @@
 			)
 		)
 		(property "Datasheet" ""
-			(at 0 0 90)
+			(at 0 0 -90)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
-			(uuid "a5dbcb59-7541-4780-956f-4a23b0cb527c")
+			(uuid "8a38c584-2573-473f-af8b-e472b05d883d")
 			(effects
 				(font
 					(size 1.27 1.27)
@@ -11747,11 +10953,11 @@
 			)
 		)
 		(property "Description" ""
-			(at 0 0 90)
+			(at 0 0 -90)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
-			(uuid "a72ff71a-b78b-4fca-b150-60bfcd5bcf22")
+			(uuid "aa0e12d6-a6b7-404e-bdbe-92d7b7da2160")
 			(effects
 				(font
 					(size 1.27 1.27)
@@ -11759,49 +10965,19 @@
 			)
 		)
 		(property ki_fp_filters "R_*")
-		(path "/4d589a95-6b0d-4575-9800-af63300fc99d")
+		(path "/0402dccf-6d85-43fc-b006-41c4172d9114")
 		(sheetname "Root")
 		(sheetfile "Prototype 4 (PTH).kicad_sch")
 		(attr through_hole)
 		(fp_line
-			(start 5.73 -0.92)
-			(end 1.89 -0.92)
+			(start 1.89 0.92)
+			(end 5.73 0.92)
 			(stroke
 				(width 0.12)
 				(type solid)
 			)
 			(layer "F.SilkS")
-			(uuid "312a665a-2d7c-4dc2-bd4e-bfa5dc918950")
-		)
-		(fp_line
-			(start 1.89 -0.92)
-			(end 1.89 0.92)
-			(stroke
-				(width 0.12)
-				(type solid)
-			)
-			(layer "F.SilkS")
-			(uuid "e4290dc3-220c-40ec-b27a-1c975604502b")
-		)
-		(fp_line
-			(start 6.68 0)
-			(end 5.73 0)
-			(stroke
-				(width 0.12)
-				(type solid)
-			)
-			(layer "F.SilkS")
-			(uuid "5bb65b3d-0bdc-428e-8657-d246f79fa602")
-		)
-		(fp_line
-			(start 0.94 0)
-			(end 1.89 0)
-			(stroke
-				(width 0.12)
-				(type solid)
-			)
-			(layer "F.SilkS")
-			(uuid "4939eea2-5e62-4115-b081-c6dbfed0b44d")
+			(uuid "d1e80cf0-126f-4467-81c0-603365b6cea1")
 		)
 		(fp_line
 			(start 5.73 0.92)
@@ -11811,47 +10987,47 @@
 				(type solid)
 			)
 			(layer "F.SilkS")
-			(uuid "282b81af-946b-4a71-b551-fd03702b6d30")
+			(uuid "d71603e0-9bbb-4e4a-b0c2-74155df1c8f2")
 		)
 		(fp_line
-			(start 1.89 0.92)
-			(end 5.73 0.92)
+			(start 0.94 0)
+			(end 1.89 0)
 			(stroke
 				(width 0.12)
 				(type solid)
 			)
 			(layer "F.SilkS")
-			(uuid "1b436796-f310-4ba2-a5bf-dcc5df20e5bd")
+			(uuid "8e847ec1-57e9-4537-9f40-a3ce40af3789")
 		)
 		(fp_line
-			(start 8.57 -1.05)
-			(end -0.95 -1.05)
+			(start 6.68 0)
+			(end 5.73 0)
 			(stroke
-				(width 0.05)
+				(width 0.12)
 				(type solid)
 			)
-			(layer "F.CrtYd")
-			(uuid "cd69ca0f-72ee-43d9-8ae4-df076e0c560b")
+			(layer "F.SilkS")
+			(uuid "c4c12bd8-ac29-4e8f-aaaf-00879b234f38")
 		)
 		(fp_line
-			(start -0.95 -1.05)
-			(end -0.95 1.05)
+			(start 1.89 -0.92)
+			(end 1.89 0.92)
 			(stroke
-				(width 0.05)
+				(width 0.12)
 				(type solid)
 			)
-			(layer "F.CrtYd")
-			(uuid "10f9990d-359b-47bd-b05f-53773199ba10")
+			(layer "F.SilkS")
+			(uuid "0eaf7380-9472-46e0-a96c-b8e872bfe1f6")
 		)
 		(fp_line
-			(start 8.57 1.05)
-			(end 8.57 -1.05)
+			(start 5.73 -0.92)
+			(end 1.89 -0.92)
 			(stroke
-				(width 0.05)
+				(width 0.12)
 				(type solid)
 			)
-			(layer "F.CrtYd")
-			(uuid "5f675057-9bed-4dfc-9ae4-4a3d56f871e6")
+			(layer "F.SilkS")
+			(uuid "31945c9d-df64-4a98-b981-d6d0d310809f")
 		)
 		(fp_line
 			(start -0.95 1.05)
@@ -11861,57 +11037,37 @@
 				(type solid)
 			)
 			(layer "F.CrtYd")
-			(uuid "09dc8e25-2629-452c-896f-c515b193072f")
+			(uuid "ffd98c2a-d75e-4328-b237-50b32f16182e")
 		)
 		(fp_line
-			(start 5.61 -0.8)
-			(end 2.01 -0.8)
+			(start 8.57 1.05)
+			(end 8.57 -1.05)
 			(stroke
-				(width 0.1)
+				(width 0.05)
 				(type solid)
 			)
-			(layer "F.Fab")
-			(uuid "8d395603-eab4-410b-b779-4992532ad028")
+			(layer "F.CrtYd")
+			(uuid "36d64188-a559-4991-b8e7-8457f760cbe8")
 		)
 		(fp_line
-			(start 2.01 -0.8)
-			(end 2.01 0.8)
+			(start -0.95 -1.05)
+			(end -0.95 1.05)
 			(stroke
-				(width 0.1)
+				(width 0.05)
 				(type solid)
 			)
-			(layer "F.Fab")
-			(uuid "9cf18397-3851-4273-ba3d-aafba99cd65e")
+			(layer "F.CrtYd")
+			(uuid "fc907c2c-4749-4828-b687-f590a60018cf")
 		)
 		(fp_line
-			(start 7.62 0)
-			(end 5.61 0)
+			(start 8.57 -1.05)
+			(end -0.95 -1.05)
 			(stroke
-				(width 0.1)
+				(width 0.05)
 				(type solid)
 			)
-			(layer "F.Fab")
-			(uuid "1a232d80-8212-4584-9279-b4b3dc013112")
-		)
-		(fp_line
-			(start 0 0)
-			(end 2.01 0)
-			(stroke
-				(width 0.1)
-				(type solid)
-			)
-			(layer "F.Fab")
-			(uuid "2c3d60d0-ad1a-4603-8dd4-7564414257cd")
-		)
-		(fp_line
-			(start 5.61 0.8)
-			(end 5.61 -0.8)
-			(stroke
-				(width 0.1)
-				(type solid)
-			)
-			(layer "F.Fab")
-			(uuid "58f56571-42db-4b97-9dff-1d58babb61a4")
+			(layer "F.CrtYd")
+			(uuid "41377eca-eca6-4915-b2c1-821d03a6f755")
 		)
 		(fp_line
 			(start 2.01 0.8)
@@ -11921,12 +11077,62 @@
 				(type solid)
 			)
 			(layer "F.Fab")
-			(uuid "32a257e7-e9bd-4f4d-96c6-228d141cce55")
+			(uuid "c81a129a-b472-4801-b490-72e14cbd0f35")
+		)
+		(fp_line
+			(start 5.61 0.8)
+			(end 5.61 -0.8)
+			(stroke
+				(width 0.1)
+				(type solid)
+			)
+			(layer "F.Fab")
+			(uuid "fb3af43b-3ffb-42c3-8e46-9e737b197ab1")
+		)
+		(fp_line
+			(start 0 0)
+			(end 2.01 0)
+			(stroke
+				(width 0.1)
+				(type solid)
+			)
+			(layer "F.Fab")
+			(uuid "c2e2bc6b-d634-48fb-9a17-7ab0fdf7b5ed")
+		)
+		(fp_line
+			(start 7.62 0)
+			(end 5.61 0)
+			(stroke
+				(width 0.1)
+				(type solid)
+			)
+			(layer "F.Fab")
+			(uuid "c4eeaf48-3e6a-47ad-b007-2483b5771dc9")
+		)
+		(fp_line
+			(start 2.01 -0.8)
+			(end 2.01 0.8)
+			(stroke
+				(width 0.1)
+				(type solid)
+			)
+			(layer "F.Fab")
+			(uuid "92a9cb1b-92ad-498b-98ef-ef1c69f6d7c0")
+		)
+		(fp_line
+			(start 5.61 -0.8)
+			(end 2.01 -0.8)
+			(stroke
+				(width 0.1)
+				(type solid)
+			)
+			(layer "F.Fab")
+			(uuid "e17fab19-bbc5-45e6-81bb-76c3b5c7f9dd")
 		)
 		(fp_text user "${REFERENCE}"
-			(at 3.81 0 -90)
+			(at 3.81 0 90)
 			(layer "F.Fab")
-			(uuid "fc083af1-7cbf-41f2-8ae6-baf345869587")
+			(uuid "209f85de-d54a-46d5-bcf6-d1bec37fd41a")
 			(effects
 				(font
 					(size 0.72 0.72)
@@ -11935,24 +11141,24 @@
 			)
 		)
 		(pad "1" thru_hole circle
-			(at 0 0 90)
+			(at 0 0 270)
 			(size 1.4 1.4)
 			(drill 0.7)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 93 "/B1")
+			(net 101 "/GREEN")
 			(pintype "passive")
-			(uuid "9825c948-f1ee-4b94-9b74-648b73f5ea9c")
+			(uuid "315d5a85-4e29-46a5-bde0-e53b4930f62a")
 		)
 		(pad "2" thru_hole oval
-			(at 7.62 0 90)
+			(at 7.62 0 270)
 			(size 1.4 1.4)
 			(drill 0.7)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 136 "Net-(R39-Pad2)")
+			(net 91 "/G3")
 			(pintype "passive")
-			(uuid "3a4fa706-5d34-419f-9029-c6a6f387c0ad")
+			(uuid "d97aaf8c-5e11-40ca-a3b0-26b7d84d9351")
 		)
 		(model "${KICAD8_3DMODEL_DIR}/Resistor_THT.3dshapes/R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal.wrl"
 			(offset
@@ -12272,550 +11478,6 @@
 			)
 		)
 	)
-	(footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
-		(layer "F.Cu")
-		(uuid "54aa4e4a-8e08-4b9e-9f69-36381271d278")
-		(at 221.183173 71.488531 90)
-		(descr "Resistor, Axial_DIN0204 series, Axial, Horizontal, pin pitch=7.62mm, 0.167W, length*diameter=3.6*1.6mm^2, http://cdn-reichelt.de/documents/datenblatt/B400/1_4W%23YAG.pdf")
-		(tags "Resistor Axial_DIN0204 series Axial Horizontal pin pitch 7.62mm 0.167W length 3.6mm diameter 1.6mm")
-		(property "Reference" "R60"
-			(at -1.855711 -0.017691 0)
-			(layer "F.SilkS")
-			(uuid "abf25793-ca4a-4a92-99fa-33f0ad7a50cc")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
-		(property "Value" "200Ω"
-			(at 3.81 1.92 -90)
-			(layer "F.Fab")
-			(uuid "b2312cac-c7ab-434b-bc0d-1127936a6408")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
-		(property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
-			(at 0 0 90)
-			(unlocked yes)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "dc540430-f976-4c5f-a918-49cf96ce1e61")
-			(effects
-				(font
-					(size 1.27 1.27)
-				)
-			)
-		)
-		(property "Datasheet" ""
-			(at 0 0 90)
-			(unlocked yes)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "1e564a93-7fb3-4bf5-9247-a5a2e44b8326")
-			(effects
-				(font
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-			)
-		)
-		(property "Description" ""
-			(at 0 0 90)
-			(unlocked yes)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "c97b1da9-effb-49f4-aafc-2583e8711683")
-			(effects
-				(font
-					(size 1.27 1.27)
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-			)
-		)
-		(property ki_fp_filters "R_*")
-		(path "/5992929f-7d20-47b5-a97c-a103a7317323")
-		(sheetname "Root")
-		(sheetfile "Prototype 4 (PTH).kicad_sch")
-		(attr through_hole)
-		(fp_line
-			(start 5.73 -0.92)
-			(end 1.89 -0.92)
-			(stroke
-				(width 0.12)
-				(type solid)
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+			(at 0 0 270)
+			(size 1.4 1.4)
+			(drill 0.7)
+			(layers "*.Cu" "*.Mask")
+			(remove_unused_layers no)
+			(net 102 "/RED")
+			(pintype "passive")
+			(uuid "55341650-28e4-4485-9293-32ce54dc2b77")
+		)
+		(pad "2" thru_hole oval
+			(at 7.62 0 270)
+			(size 1.4 1.4)
+			(drill 0.7)
+			(layers "*.Cu" "*.Mask")
+			(remove_unused_layers no)
+			(net 85 "/R1")
+			(pintype "passive")
+			(uuid "eb0f5182-1b59-4eee-a4b1-a7e4c57a96dc")
+		)
+		(model "${KICAD8_3DMODEL_DIR}/Resistor_THT.3dshapes/R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal.wrl"
+			(offset
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+			)
+			(scale
+				(xyz 1 1 1)
+			)
+			(rotate
+				(xyz 0 0 0)
+			)
+		)
+	)
 	(footprint "Connector_PinHeader_2.54mm:PinHeader_1x02_P2.54mm_Vertical"
 		(layer "F.Cu")
 		(uuid "5f15c8ea-99dc-40dd-be76-d07f96fb66c6")
@@ -15326,7 +14260,7 @@
 	(footprint "Capacitor_THT:CP_Radial_D5.0mm_P2.50mm"
 		(layer "F.Cu")
 		(uuid "60cd47ef-0bae-4023-a6ce-9e76d30043ee")
-		(at 104.484775 87.4)
+		(at 103.214775 88.67)
 		(descr "CP, Radial series, Radial, pin pitch=2.50mm, , diameter=5mm, Electrolytic Capacitor")
 		(tags "CP Radial series Radial pin pitch 2.50mm  diameter 5mm Electrolytic Capacitor")
 		(property "Reference" "C17"
@@ -19147,7 +18081,7 @@
 	(footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
 		(layer "F.Cu")
 		(uuid "6a228f96-de77-426e-bd83-5590d8989786")
-		(at 103.537262 111.469467 180)
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 		(descr "Resistor, Axial_DIN0204 series, Axial, Horizontal, pin pitch=7.62mm, 0.167W, length*diameter=3.6*1.6mm^2, http://cdn-reichelt.de/documents/datenblatt/B400/1_4W%23YAG.pdf")
 		(tags "Resistor Axial_DIN0204 series Axial Horizontal pin pitch 7.62mm 0.167W length 3.6mm diameter 1.6mm")
 		(property "Reference" "R5"
@@ -19416,278 +18350,6 @@
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@@ -20109,11 +18771,12 @@
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+		(pad "" thru_hole rect
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-			(size 3.5 3.5)
+			(size 10 5.5)
 			(drill 3.5)
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+			(layers "*.Cu" "F.Mask")
+			(remove_unused_layers no)
 			(uuid "3e726549-fe17-476f-98dd-dd5a8248843e")
 		)
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@@ -21778,278 +20441,6 @@
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+			(uuid "4b85eb46-6391-4484-9eff-79f799d68895")
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+		(fp_text user "${REFERENCE}"
+			(at 3.81 0 90)
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+			(uuid "b49c7f98-21d6-4ba3-8f79-540f616f6173")
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+					(size 0.72 0.72)
+					(thickness 0.108)
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+			)
+		)
+		(pad "1" thru_hole circle
+			(at 0 0 270)
+			(size 1.4 1.4)
+			(drill 0.7)
+			(layers "*.Cu" "*.Mask")
+			(remove_unused_layers no)
+			(net 100 "/BLUE")
+			(pintype "passive")
+			(uuid "1fa037d6-24a8-4e8d-b77e-4c465f7f108e")
+		)
+		(pad "2" thru_hole oval
+			(at 7.62 0 270)
+			(size 1.4 1.4)
+			(drill 0.7)
+			(layers "*.Cu" "*.Mask")
+			(remove_unused_layers no)
+			(net 90 "/B0")
+			(pintype "passive")
+			(uuid "c7985d53-671b-4659-80dc-4e8c00d7491c")
 		)
 		(model "${KICAD8_3DMODEL_DIR}/Resistor_THT.3dshapes/R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal.wrl"
 			(offset
@@ -26842,11 +24961,12 @@
 				)
 			)
 		)
-		(pad "" np_thru_hole oval
+		(pad "" thru_hole rect
 			(at 2.54 16.66)
-			(size 3.5 3.5)
+			(size 10 5.5)
 			(drill 3.5)
-			(layers "*.Cu" "*.Mask")
+			(layers "*.Cu" "F.Mask")
+			(remove_unused_layers no)
 			(uuid "b6fa366c-a3b8-437a-bebf-492d63de3b27")
 		)
 		(pad "1" thru_hole rect
@@ -27136,11 +25256,11 @@
 	(footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
 		(layer "F.Cu")
 		(uuid "8ad05778-b413-4400-81fb-09e6df396444")
-		(at 106.070558 111.469467)
+		(at 120.996704 112.063226 180)
 		(descr "Resistor, Axial_DIN0204 series, Axial, Horizontal, pin pitch=7.62mm, 0.167W, length*diameter=3.6*1.6mm^2, http://cdn-reichelt.de/documents/datenblatt/B400/1_4W%23YAG.pdf")
 		(tags "Resistor Axial_DIN0204 series Axial Horizontal pin pitch 7.62mm 0.167W length 3.6mm diameter 1.6mm")
 		(property "Reference" "R6"
-			(at 9.552169 0.057391 0)
+			(at 9.552169 0.057391 180)
 			(layer "F.SilkS")
 			(uuid "fe3c0bb8-3ec5-4c97-adf2-4fe15a1bb1e3")
 			(effects
@@ -27151,7 +25271,7 @@
 			)
 		)
 		(property "Value" "1KΩ"
-			(at 3.81 1.92 0)
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 			(layer "F.Fab")
 			(uuid "169e2c02-179e-4ed2-b7c6-e72336fffc5b")
 			(effects
@@ -27162,7 +25282,7 @@
 			)
 		)
 		(property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
-			(at 0 0 0)
+			(at 0 0 180)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -27174,7 +25294,7 @@
 			)
 		)
 		(property "Datasheet" ""
-			(at 0 0 0)
+			(at 0 0 180)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -27186,7 +25306,7 @@
 			)
 		)
 		(property "Description" ""
-			(at 0 0 0)
+			(at 0 0 180)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -27203,44 +25323,14 @@
 		(sheetfile "Prototype 4 (PTH).kicad_sch")
 		(attr through_hole)
 		(fp_line
-			(start 0.94 0)
-			(end 1.89 0)
+			(start 6.68 0)
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 		)
 		(fp_line
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+			(start -0.95 -1.05)
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+			(layer "F.CrtYd")
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 		)
 		(fp_line
-			(start 5.61 -0.8)
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+			(start 7.62 0)
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@@ -27353,17 +25443,47 @@
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 		)
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+			(uuid "5d25734c-fdfc-47b7-b456-c74d47326ebd")
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+			(end 2.01 0)
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+			(layer "F.Fab")
+			(uuid "4cf7b469-2e59-4a8e-956b-fda78ad2f17a")
 		)
 		(fp_text user "${REFERENCE}"
-			(at 3.81 0 0)
+			(at 3.81 0 180)
 			(layer "F.Fab")
 			(uuid "6d874bc5-e66a-4f20-9b08-fb55b94a10e0")
 			(effects
@@ -27374,7 +25494,7 @@
 			)
 		)
 		(pad "1" thru_hole circle
-			(at 0 0)
+			(at 0 0 180)
 			(size 1.4 1.4)
 			(drill 0.7)
 			(layers "*.Cu" "*.Mask")
@@ -27384,7 +25504,7 @@
 			(uuid "cce5191e-626d-4287-bffa-e02052522b2c")
 		)
 		(pad "2" thru_hole oval
-			(at 7.62 0)
+			(at 7.62 0 180)
 			(size 1.4 1.4)
 			(drill 0.7)
 			(layers "*.Cu" "*.Mask")
@@ -28285,7 +26405,7 @@
 			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 150 "unconnected-(U7-LOUT-Pad7)")
+			(net 140 "unconnected-(U7-LOUT-Pad7)")
 			(pinfunction "LOUT")
 			(pintype "output+no_connect")
 			(uuid "f9d8773a-f6a9-48af-87c9-0bd98ace8f69")
@@ -28307,7 +26427,7 @@
 			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 146 "unconnected-(U7-ROUT-Pad9)")
+			(net 136 "unconnected-(U7-ROUT-Pad9)")
 			(pinfunction "ROUT")
 			(pintype "output+no_connect")
 			(uuid "2ed2ae83-b90a-429a-9241-56601b21a2bd")
@@ -28329,7 +26449,7 @@
 			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 145 "unconnected-(U7-A3V3-Pad11)")
+			(net 135 "unconnected-(U7-A3V3-Pad11)")
 			(pinfunction "A3V3")
 			(pintype "power_in+no_connect")
 			(uuid "0bbfeab5-3db9-4a6e-a9f2-30e8270a554a")
@@ -28351,7 +26471,7 @@
 			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 151 "/~{MUTE}")
+			(net 141 "/~{MUTE}")
 			(pinfunction "XSMT")
 			(pintype "input")
 			(uuid "cb608ca8-d777-43c5-9c70-9c7b21d1c997")
@@ -28379,6 +26499,278 @@
 			(uuid "8221a19b-c53e-47c0-8380-9489e4fc3d38")
 		)
 	)
+	(footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
+		(layer "F.Cu")
+		(uuid "93ddd249-5a6b-4e52-ae47-57e73413bb21")
+		(at 195.155852 82.822679 -90)
+		(descr "Resistor, Axial_DIN0204 series, Axial, Horizontal, pin pitch=7.62mm, 0.167W, length*diameter=3.6*1.6mm^2, http://cdn-reichelt.de/documents/datenblatt/B400/1_4W%23YAG.pdf")
+		(tags "Resistor Axial_DIN0204 series Axial Horizontal pin pitch 7.62mm 0.167W length 3.6mm diameter 1.6mm")
+		(property "Reference" "R32"
+			(at -2.627756 -0.051347 90)
+			(layer "F.SilkS")
+			(uuid "2f339200-4cea-4811-9946-a1ffaa4d9e77")
+			(effects
+				(font
+					(size 1 1)
+					(thickness 0.15)
+				)
+			)
+		)
+		(property "Value" "1.07KΩ"
+			(at 3.81 1.92 90)
+			(layer "F.Fab")
+			(uuid "edf2d4f4-94f9-47c6-9a82-2778b1c97f45")
+			(effects
+				(font
+					(size 1 1)
+					(thickness 0.15)
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+			)
+		)
+		(property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
+			(at 0 0 -90)
+			(unlocked yes)
+			(layer "F.Fab")
+			(hide yes)
+			(uuid "7741b40f-3dd6-4793-b0b3-5270f04d95b9")
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+		(property ki_fp_filters "R_*")
+		(path "/75913987-b79b-4789-80ca-da33bebe4286")
+		(sheetname "Root")
+		(sheetfile "Prototype 4 (PTH).kicad_sch")
+		(attr through_hole)
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+			(end 5.73 0.92)
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+			(end 5.61 -0.8)
+			(stroke
+				(width 0.1)
+				(type solid)
+			)
+			(layer "F.Fab")
+			(uuid "039b1087-84f1-4766-979a-f4124ba9cff6")
+		)
+		(fp_line
+			(start 0 0)
+			(end 2.01 0)
+			(stroke
+				(width 0.1)
+				(type solid)
+			)
+			(layer "F.Fab")
+			(uuid "2138dc2f-9df9-4080-a66e-ab8a80b12944")
+		)
+		(fp_line
+			(start 7.62 0)
+			(end 5.61 0)
+			(stroke
+				(width 0.1)
+				(type solid)
+			)
+			(layer "F.Fab")
+			(uuid "cdea672c-9bb4-49df-9a5d-91bb86106d25")
+		)
+		(fp_line
+			(start 2.01 -0.8)
+			(end 2.01 0.8)
+			(stroke
+				(width 0.1)
+				(type solid)
+			)
+			(layer "F.Fab")
+			(uuid "6b512085-8aff-4845-ae6b-68a6d867f780")
+		)
+		(fp_line
+			(start 5.61 -0.8)
+			(end 2.01 -0.8)
+			(stroke
+				(width 0.1)
+				(type solid)
+			)
+			(layer "F.Fab")
+			(uuid "84b3c548-f873-4afa-a5ed-b0f7a4d1a10e")
+		)
+		(fp_text user "${REFERENCE}"
+			(at 3.81 0 90)
+			(layer "F.Fab")
+			(uuid "82aa3925-1946-4f45-bf05-099115ff8cb0")
+			(effects
+				(font
+					(size 0.72 0.72)
+					(thickness 0.108)
+				)
+			)
+		)
+		(pad "1" thru_hole circle
+			(at 0 0 270)
+			(size 1.4 1.4)
+			(drill 0.7)
+			(layers "*.Cu" "*.Mask")
+			(remove_unused_layers no)
+			(net 102 "/RED")
+			(pintype "passive")
+			(uuid "a426da6f-a3c7-4e8a-ace2-2b29420d3be0")
+		)
+		(pad "2" thru_hole oval
+			(at 7.62 0 270)
+			(size 1.4 1.4)
+			(drill 0.7)
+			(layers "*.Cu" "*.Mask")
+			(remove_unused_layers no)
+			(net 84 "/R2")
+			(pintype "passive")
+			(uuid "1b0ccc92-f276-4b23-a6e9-2fe084afdfe0")
+		)
+		(model "${KICAD8_3DMODEL_DIR}/Resistor_THT.3dshapes/R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal.wrl"
+			(offset
+				(xyz 0 0 0)
+			)
+			(scale
+				(xyz 1 1 1)
+			)
+			(rotate
+				(xyz 0 0 0)
+			)
+		)
+	)
 	(footprint "Package_LCC:PLCC-84_THT-Socket"
 		(layer "F.Cu")
 		(uuid "941c3156-ad4b-4cd1-bc4e-c3053045f8fb")
@@ -28729,7 +27121,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 149 "/~{SD_CD}")
+			(net 139 "/~{SD_CD}")
 			(pinfunction "P62")
 			(pintype "bidirectional")
 			(uuid "d9cc342b-ca2e-477f-a8a3-55214228f2f0")
@@ -28762,7 +27154,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 148 "/~{SD_WP}")
+			(net 138 "/~{SD_WP}")
 			(pinfunction "P65")
 			(pintype "bidirectional")
 			(uuid "97021975-66cb-4271-a1d3-366c65de5216")
@@ -28817,7 +27209,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 121 "unconnected-(U1A-RUN-Pad14)")
+			(net 119 "unconnected-(U1A-RUN-Pad14)")
 			(pinfunction "RUN")
 			(pintype "output+no_connect")
 			(uuid "427c613e-c47f-40d4-8572-2b19056dcad5")
@@ -28828,7 +27220,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 120 "unconnected-(U1A-~{FCLKO}-Pad15)")
+			(net 118 "unconnected-(U1A-~{FCLKO}-Pad15)")
 			(pinfunction "~{FCLKO}")
 			(pintype "output+no_connect")
 			(uuid "0abe4e03-1845-43be-9dc4-89d8ecd9abe5")
@@ -28872,7 +27264,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 123 "unconnected-(U1A-~{CLKO}-Pad19)")
+			(net 121 "unconnected-(U1A-~{CLKO}-Pad19)")
 			(pinfunction "~{CLKO}")
 			(pintype "output+no_connect")
 			(uuid "d07bebde-997f-4f10-980a-d015f3294b6e")
@@ -28894,7 +27286,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 122 "unconnected-(U1A-BA-Pad21)")
+			(net 120 "unconnected-(U1A-BA-Pad21)")
 			(pinfunction "BA")
 			(pintype "output+no_connect")
 			(uuid "bc85e1bf-a4f8-4c00-ac1b-59481a3b5b2a")
@@ -29246,7 +27638,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 151 "/~{MUTE}")
+			(net 141 "/~{MUTE}")
 			(pinfunction "P73")
 			(pintype "output")
 			(uuid "6678bad1-b65c-40c3-886b-567d84ffff7e")
@@ -29411,7 +27803,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 152 "/TG0")
+			(net 142 "/TG0")
 			(pinfunction "TG0")
 			(pintype "output")
 			(uuid "91be6132-27ae-40cf-b6f6-f7f72c09214b")
@@ -29422,7 +27814,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 153 "/TG1")
+			(net 143 "/TG1")
 			(pinfunction "TG1")
 			(pintype "output")
 			(uuid "af90eeb3-fe10-4084-b2c5-f334200a82df")
@@ -29604,550 +27996,6 @@
 			)
 		)
 	)
-	(footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
-		(layer "F.Cu")
-		(uuid "94d6634c-b1f9-4e06-9789-db9ae153adfc")
-		(at 207.220852 77.838531 90)
-		(descr "Resistor, Axial_DIN0204 series, Axial, Horizontal, pin pitch=7.62mm, 0.167W, length*diameter=3.6*1.6mm^2, http://cdn-reichelt.de/documents/datenblatt/B400/1_4W%23YAG.pdf")
-		(tags "Resistor Axial_DIN0204 series Axial Horizontal pin pitch 7.62mm 0.167W length 3.6mm diameter 1.6mm")
-		(property "Reference" "R38"
-			(at 9.976877 0.035884 -90)
-			(layer "F.SilkS")
-			(uuid "a7ea578f-4006-4108-bad9-ab101028c60b")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
-		(property "Value" "400Ω"
-			(at 3.81 1.92 -90)
-			(layer "F.Fab")
-			(uuid "ad3a242d-91ce-4e19-bb47-29dca9fdf6b2")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
-		(property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
-			(at 0 0 90)
-			(unlocked yes)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "1ad4a5f5-dc2d-4dbf-aa7a-836216f7b243")
-			(effects
-				(font
-					(size 1.27 1.27)
-				)
-			)
-		)
-		(property "Datasheet" ""
-			(at 0 0 90)
-			(unlocked yes)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "abe95804-9d94-4293-b0db-a96b1faf43f8")
-			(effects
-				(font
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-			)
-		)
-		(property "Description" ""
-			(at 0 0 90)
-			(unlocked yes)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "8bb65eaa-b114-4792-abc9-54b020f65490")
-			(effects
-				(font
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-			)
-		)
-		(property ki_fp_filters "R_*")
-		(path "/dcf9fd49-dbb4-4d3a-b24d-27bd8f77ae49")
-		(sheetname "Root")
-		(sheetfile "Prototype 4 (PTH).kicad_sch")
-		(attr through_hole)
-		(fp_line
-			(start 5.73 -0.92)
-			(end 1.89 -0.92)
-			(stroke
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-				(type solid)
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-			(layer "F.SilkS")
-			(uuid "8a22b051-45bb-4564-bfbb-1cfc64011896")
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-			(layer "F.CrtYd")
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-			(uuid "e0302d51-5207-4db7-b96a-bbe8b41037bc")
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-			(layer "F.Fab")
-			(uuid "6a84488c-b97c-4f79-9c21-2df2ede84d61")
-		)
-		(fp_text user "${REFERENCE}"
-			(at 3.81 0 -90)
-			(layer "F.Fab")
-			(uuid "ef2ae790-446d-4575-ae0e-ad7e5c478576")
-			(effects
-				(font
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-			)
-		)
-		(pad "1" thru_hole circle
-			(at 0 0 90)
-			(size 1.4 1.4)
-			(drill 0.7)
-			(layers "*.Cu" "*.Mask")
-			(remove_unused_layers no)
-			(net 119 "Net-(R32-Pad2)")
-			(pintype "passive")
-			(uuid "42c4621b-8781-489f-8bb6-e8a5dfe13d61")
-		)
-		(pad "2" thru_hole oval
-			(at 7.62 0 90)
-			(size 1.4 1.4)
-			(drill 0.7)
-			(layers "*.Cu" "*.Mask")
-			(remove_unused_layers no)
-			(net 135 "Net-(R38-Pad2)")
-			(pintype "passive")
-			(uuid "281d7844-d3c3-42df-a3d9-d4e9cd04efd5")
-		)
-		(model "${KICAD8_3DMODEL_DIR}/Resistor_THT.3dshapes/R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal.wrl"
-			(offset
-				(xyz 0 0 0)
-			)
-			(scale
-				(xyz 1 1 1)
-			)
-			(rotate
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-			)
-		)
-	)
-	(footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
-		(layer "F.Cu")
-		(uuid "973f53f0-e84b-43f2-bde7-d83919d14daa")
-		(at 208.82551 65.035)
-		(descr "Resistor, Axial_DIN0204 series, Axial, Horizontal, pin pitch=7.62mm, 0.167W, length*diameter=3.6*1.6mm^2, http://cdn-reichelt.de/documents/datenblatt/B400/1_4W%23YAG.pdf")
-		(tags "Resistor Axial_DIN0204 series Axial Horizontal pin pitch 7.62mm 0.167W length 3.6mm diameter 1.6mm")
-		(property "Reference" "R55"
-			(at -2.547033 0.141031 0)
-			(layer "F.SilkS")
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-			)
-		)
-		(property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
-			(at 0 0 0)
-			(unlocked yes)
-			(layer "F.Fab")
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-		(path "/75fc6b7c-c0a1-4ee7-99a9-03c20a42f1a3")
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-		(sheetfile "Prototype 4 (PTH).kicad_sch")
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 			(remove_unused_layers no)
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 			(remove_unused_layers no)
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+			(uuid "04907b6f-e943-411a-b3a9-1a0070c2c9db")
+			(effects
+				(font
+					(size 0.72 0.72)
+					(thickness 0.108)
+				)
+			)
+		)
+		(pad "1" thru_hole circle
+			(at 0 0 270)
+			(size 1.4 1.4)
+			(drill 0.7)
+			(layers "*.Cu" "*.Mask")
+			(remove_unused_layers no)
+			(net 102 "/RED")
+			(pintype "passive")
+			(uuid "78c78bc7-63a8-4080-ab5d-c26698ae6352")
+		)
+		(pad "2" thru_hole oval
+			(at 7.62 0 270)
+			(size 1.4 1.4)
+			(drill 0.7)
+			(layers "*.Cu" "*.Mask")
+			(remove_unused_layers no)
+			(net 87 "/R3")
+			(pintype "passive")
+			(uuid "2ddb948f-829c-4a11-8beb-8b59b41f759d")
+		)
+		(model "${KICAD8_3DMODEL_DIR}/Resistor_THT.3dshapes/R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal.wrl"
+			(offset
+				(xyz 0 0 0)
+			)
+			(scale
+				(xyz 1 1 1)
+			)
+			(rotate
+				(xyz 0 0 0)
+			)
+		)
+	)
 	(footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
 		(layer "F.Cu")
 		(uuid "aea5015a-34bf-4df5-a0bc-3c61b6c1fe19")
@@ -33902,11 +31750,11 @@
 	(footprint "LED_THT:LED_D3.0mm"
 		(layer "F.Cu")
 		(uuid "af37075a-3654-4915-a952-7503c4447250")
-		(at 99.735558 108.929109 90)
+		(at 105.82729 106.389467)
 		(descr "LED, diameter 3.0mm, 2 pins")
 		(tags "LED diameter 3.0mm 2 pins")
 		(property "Reference" "D1"
-			(at 4.384379 0.075187 0)
+			(at -2.121888 0.074257 180)
 			(layer "F.SilkS")
 			(uuid "46d5b802-d2c7-488e-abf9-484dd95f938c")
 			(effects
@@ -33917,7 +31765,7 @@
 			)
 		)
 		(property "Value" "LED"
-			(at 1.27 2.96 -90)
+			(at 1.27 2.96 0)
 			(layer "F.Fab")
 			(uuid "8fb0afe9-21ee-48be-ab1e-36611566d328")
 			(effects
@@ -33928,7 +31776,7 @@
 			)
 		)
 		(property "Footprint" "LED_THT:LED_D3.0mm"
-			(at 0 0 90)
+			(at 0 0 0)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -33940,7 +31788,7 @@
 			)
 		)
 		(property "Datasheet" ""
-			(at 0 0 90)
+			(at 0 0 0)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -33952,7 +31800,7 @@
 			)
 		)
 		(property "Description" ""
-			(at 0 0 90)
+			(at 0 0 0)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -34010,17 +31858,6 @@
 			(layer "F.SilkS")
 			(uuid "0ac16e32-df1a-4106-8024-b8082a29829c")
 		)
-		(fp_arc
-			(start 2.942335 1.078608)
-			(mid 1.366487 1.987659)
-			(end -0.29 1.235516)
-			(stroke
-				(width 0.12)
-				(type solid)
-			)
-			(layer "F.SilkS")
-			(uuid "488a73d3-72e9-464d-a9d4-42e231974b61")
-		)
 		(fp_arc
 			(start 2.31113 1.079837)
 			(mid 1.270117 1.5)
@@ -34032,15 +31869,16 @@
 			(layer "F.SilkS")
 			(uuid "b49d1a80-dd3a-464d-acaa-1e2aeaa28b86")
 		)
-		(fp_line
-			(start 3.7 -2.25)
-			(end -1.15 -2.25)
+		(fp_arc
+			(start 2.942335 1.078608)
+			(mid 1.366487 1.987659)
+			(end -0.29 1.235516)
 			(stroke
-				(width 0.05)
+				(width 0.12)
 				(type solid)
 			)
-			(layer "F.CrtYd")
-			(uuid "15512e79-b91b-4a8a-90ad-a949088c8179")
+			(layer "F.SilkS")
+			(uuid "488a73d3-72e9-464d-a9d4-42e231974b61")
 		)
 		(fp_line
 			(start -1.15 -2.25)
@@ -34052,16 +31890,6 @@
 			(layer "F.CrtYd")
 			(uuid "fadd7af9-3ecd-4ca3-9622-5de53279a8cb")
 		)
-		(fp_line
-			(start 3.7 2.25)
-			(end 3.7 -2.25)
-			(stroke
-				(width 0.05)
-				(type solid)
-			)
-			(layer "F.CrtYd")
-			(uuid "1e48729d-b4f7-4687-be7c-8950637a519a")
-		)
 		(fp_line
 			(start -1.15 2.25)
 			(end 3.7 2.25)
@@ -34072,6 +31900,26 @@
 			(layer "F.CrtYd")
 			(uuid "bdd284f2-e709-452b-aa6a-bb6e1b46a934")
 		)
+		(fp_line
+			(start 3.7 -2.25)
+			(end -1.15 -2.25)
+			(stroke
+				(width 0.05)
+				(type solid)
+			)
+			(layer "F.CrtYd")
+			(uuid "15512e79-b91b-4a8a-90ad-a949088c8179")
+		)
+		(fp_line
+			(start 3.7 2.25)
+			(end 3.7 -2.25)
+			(stroke
+				(width 0.05)
+				(type solid)
+			)
+			(layer "F.CrtYd")
+			(uuid "1e48729d-b4f7-4687-be7c-8950637a519a")
+		)
 		(fp_line
 			(start -0.23 -1.16619)
 			(end -0.23 1.16619)
@@ -34105,7 +31953,7 @@
 			(uuid "f58bd874-cf8b-4baf-834c-3daa4fb1ac43")
 		)
 		(pad "1" thru_hole rect
-			(at 0 0 90)
+			(at 0 0)
 			(size 1.8 1.8)
 			(drill 0.9)
 			(layers "*.Cu" "*.Mask")
@@ -34116,7 +31964,7 @@
 			(uuid "c01c2e50-ebc5-4117-a47a-d536e3028fc3")
 		)
 		(pad "2" thru_hole circle
-			(at 2.54 0 90)
+			(at 2.54 0)
 			(size 1.8 1.8)
 			(drill 0.9)
 			(layers "*.Cu" "*.Mask")
@@ -35058,7 +32906,7 @@
 			(drill 0.7)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 113 "Net-(J13-DAT1)")
+			(net 112 "Net-(J13-DAT1)")
 			(pintype "passive")
 			(uuid "a69a2286-545f-4fde-b515-aa31b82c832e")
 		)
@@ -35445,7 +33293,7 @@
 			(drill 0.7)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 148 "/~{SD_WP}")
+			(net 138 "/~{SD_WP}")
 			(pintype "passive")
 			(uuid "72d78421-4e81-4d88-af5b-b9d85b2bb87a")
 		)
@@ -35710,278 +33558,6 @@
 			)
 		)
 	)
-	(footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
-		(layer "F.Cu")
-		(uuid "b5c87695-1fb4-4c32-9017-2e0c0a1503d4")
-		(at 207.855852 90.442679 90)
-		(descr "Resistor, Axial_DIN0204 series, Axial, Horizontal, pin pitch=7.62mm, 0.167W, length*diameter=3.6*1.6mm^2, http://cdn-reichelt.de/documents/datenblatt/B400/1_4W%23YAG.pdf")
-		(tags "Resistor Axial_DIN0204 series Axial Horizontal pin pitch 7.62mm 0.167W length 3.6mm diameter 1.6mm")
-		(property "Reference" "R53"
-			(at 10.246747 -0.021055 -90)
-			(layer "F.SilkS")
-			(uuid "8e2d57c0-9ea5-4211-acd1-2e5bc5eeb32f")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
-		(property "Value" "800Ω"
-			(at 3.81 1.92 -90)
-			(layer "F.Fab")
-			(uuid "1299650e-d9bc-4921-a10b-4e65d81e8190")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
-		(property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
-			(at 0 0 90)
-			(unlocked yes)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "ef8d0883-5b93-4d59-a888-c064d316e6e7")
-			(effects
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-			(layer "F.Fab")
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-			(uuid "512fba7f-9f25-4fd9-9bc4-a63322da14ff")
-			(effects
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-		(property "Description" ""
-			(at 0 0 90)
-			(unlocked yes)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "9423f3f4-def7-429d-bc8c-ccefdf788bee")
-			(effects
-				(font
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-		)
-		(property ki_fp_filters "R_*")
-		(path "/03eb1760-998a-46c6-8930-b2b3a1c203ac")
-		(sheetname "Root")
-		(sheetfile "Prototype 4 (PTH).kicad_sch")
-		(attr through_hole)
-		(fp_line
-			(start 5.73 -0.92)
-			(end 1.89 -0.92)
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-			(uuid "c1456313-8ef8-4fe3-a4ef-1ae7deee0c98")
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-			(layer "F.Fab")
-			(uuid "d48a7561-f8fd-4c5a-84cc-5a6871dce80d")
-		)
-		(fp_text user "${REFERENCE}"
-			(at 3.81 0 -90)
-			(layer "F.Fab")
-			(uuid "3968ec02-b4a1-4005-952c-7c5e6beb8719")
-			(effects
-				(font
-					(size 0.72 0.72)
-					(thickness 0.108)
-				)
-			)
-		)
-		(pad "1" thru_hole circle
-			(at 0 0 90)
-			(size 1.4 1.4)
-			(drill 0.7)
-			(layers "*.Cu" "*.Mask")
-			(remove_unused_layers no)
-			(net 88 "/G2")
-			(pintype "passive")
-			(uuid "5396c316-9cf3-4cab-977b-59104dedfa02")
-		)
-		(pad "2" thru_hole oval
-			(at 7.62 0 90)
-			(size 1.4 1.4)
-			(drill 0.7)
-			(layers "*.Cu" "*.Mask")
-			(remove_unused_layers no)
-			(net 137 "Net-(R44-Pad2)")
-			(pintype "passive")
-			(uuid "6395b112-8747-46ee-9d52-dc5ba603341d")
-		)
-		(model "${KICAD8_3DMODEL_DIR}/Resistor_THT.3dshapes/R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal.wrl"
-			(offset
-				(xyz 0 0 0)
-			)
-			(scale
-				(xyz 1 1 1)
-			)
-			(rotate
-				(xyz 0 0 0)
-			)
-		)
-	)
 	(footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
 		(layer "F.Cu")
 		(uuid "b7c3090b-5024-403d-ab07-fc5598e72120")
@@ -36500,7 +34076,7 @@
 			(drill 0.7)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 114 "Net-(J13-DAT2)")
+			(net 113 "Net-(J13-DAT2)")
 			(pintype "passive")
 			(uuid "8fb8fa47-e36a-4b28-a07e-b8b08fa193a1")
 		)
@@ -37024,7 +34600,7 @@
 			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 116 "unconnected-(J14-Pad4)")
+			(net 115 "unconnected-(J14-Pad4)")
 			(pintype "passive+no_connect")
 			(uuid "36e4088a-a81e-4a1b-9eb2-424219a82e11")
 		)
@@ -37074,7 +34650,7 @@
 			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 118 "unconnected-(J14-Pad9)")
+			(net 117 "unconnected-(J14-Pad9)")
 			(pintype "passive+no_connect")
 			(uuid "b2b69a05-8226-4f79-95e2-bd571b8578ea")
 		)
@@ -37094,7 +34670,7 @@
 			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 115 "unconnected-(J14-Pad11)")
+			(net 114 "unconnected-(J14-Pad11)")
 			(pintype "passive+no_connect")
 			(uuid "2e2304af-89b1-4236-8896-b6eddacf6afc")
 		)
@@ -37104,7 +34680,7 @@
 			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 131 "unconnected-(J14-Pad12)")
+			(net 129 "unconnected-(J14-Pad12)")
 			(pintype "passive+no_connect")
 			(uuid "df39e898-0467-430b-80ae-2811d1ae4be7")
 		)
@@ -37114,7 +34690,7 @@
 			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 157 "Net-(J14-Pad13)")
+			(net 147 "Net-(J14-Pad13)")
 			(pintype "passive")
 			(uuid "10a6a0f2-d9eb-4ddd-bcab-450c229c9875")
 		)
@@ -37124,7 +34700,7 @@
 			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 158 "Net-(J14-Pad14)")
+			(net 148 "Net-(J14-Pad14)")
 			(pintype "passive")
 			(uuid "950a1209-1202-4884-a2ac-a2867d0b671a")
 		)
@@ -37134,7 +34710,7 @@
 			(drill 1)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 117 "unconnected-(J14-Pad15)")
+			(net 116 "unconnected-(J14-Pad15)")
 			(pintype "passive+no_connect")
 			(uuid "3d055785-03bc-4554-a99f-de35297df3e9")
 		)
@@ -38748,14 +36324,14 @@
 	)
 	(footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
 		(layer "F.Cu")
-		(uuid "d353167c-adb0-4dd7-81f8-19cde4f159ab")
-		(at 225.315 65.06)
+		(uuid "d5c9ea67-f929-4345-9445-69eaa755bbf6")
+		(at 230.715852 82.822679 -90)
 		(descr "Resistor, Axial_DIN0204 series, Axial, Horizontal, pin pitch=7.62mm, 0.167W, length*diameter=3.6*1.6mm^2, http://cdn-reichelt.de/documents/datenblatt/B400/1_4W%23YAG.pdf")
 		(tags "Resistor Axial_DIN0204 series Axial Horizontal pin pitch 7.62mm 0.167W length 3.6mm diameter 1.6mm")
-		(property "Reference" "R57"
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+		(property "Reference" "R39"
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 			(pintype "input")
-			(uuid "e6bf36ad-febf-489a-bd15-a1f0b3ffb2a3")
+			(uuid "f94b11c1-b9e4-49a9-bd16-1805133624d8")
 		)
 		(pad "12" thru_hole oval
 			(at 0 27.94 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 30 "/A0")
 			(pinfunction "A0")
 			(pintype "input")
-			(uuid "d09eb915-8317-48cf-a073-8b4c39aa23b5")
+			(uuid "5430ef13-13db-4c07-bd62-2db139849c53")
 		)
 		(pad "13" thru_hole oval
 			(at 0 30.48 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 42 "/D0")
 			(pinfunction "DQ0")
 			(pintype "tri_state")
-			(uuid "878c146a-3d9d-4428-8091-39bd77c8915a")
+			(uuid "06f71e44-4ca6-4120-a86d-ebf22d1f44f8")
 		)
 		(pad "14" thru_hole oval
 			(at 0 33.02 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 15 "/D1")
 			(pinfunction "DQ1")
 			(pintype "tri_state")
-			(uuid "1e226a64-5f9a-41e9-997c-84bd363fa421")
+			(uuid "3c1bdc82-9fe5-4d14-aa05-23bcf0a62ab7")
 		)
 		(pad "15" thru_hole oval
 			(at 0 35.56 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 43 "/D2")
 			(pinfunction "DQ2")
 			(pintype "tri_state")
-			(uuid "4eb5b566-9cfb-488c-9425-d8b0d87e3926")
+			(uuid "01b8911c-81af-44ac-b89c-361de6054593")
 		)
 		(pad "16" thru_hole oval
 			(at 0 38.1 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 1 "GND")
 			(pinfunction "VSS")
 			(pintype "power_in")
-			(uuid "62c4361e-43a1-4782-90db-5d1136115a08")
+			(uuid "4d2badeb-5051-4cb5-8a7e-bfcf6a05c5f0")
 		)
 		(pad "17" thru_hole oval
 			(at 15.24 38.1 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 16 "/D3")
 			(pinfunction "DQ3")
 			(pintype "tri_state")
-			(uuid "12da64dc-1086-40a7-8266-ed1739849e2d")
+			(uuid "9fa76fef-0737-4a0c-bbaa-e0aee118969e")
 		)
 		(pad "18" thru_hole oval
 			(at 15.24 35.56 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 44 "/D4")
 			(pinfunction "DQ4")
 			(pintype "tri_state")
-			(uuid "2a1dd329-53f5-40a8-97eb-2d9214375bdb")
+			(uuid "547168b4-d2c0-4aa6-8fba-42a902a9f66d")
 		)
 		(pad "19" thru_hole oval
 			(at 15.24 33.02 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 17 "/D5")
 			(pinfunction "DQ5")
 			(pintype "tri_state")
-			(uuid "d218cd1e-b17d-48d7-b25f-b89952c104d1")
+			(uuid "94bc42f1-d8ad-45a2-8bbd-4c1e11213f78")
 		)
 		(pad "20" thru_hole oval
 			(at 15.24 30.48 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 45 "/D6")
 			(pinfunction "DQ6")
 			(pintype "tri_state")
-			(uuid "87cc8057-4685-42f3-baae-0283cd2f21ee")
+			(uuid "ab396369-b2ef-49ac-96b1-21959d7ace33")
 		)
 		(pad "21" thru_hole oval
 			(at 15.24 27.94 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 46 "/D7")
 			(pinfunction "DQ7")
 			(pintype "tri_state")
-			(uuid "5179240a-bc57-4ed9-ac06-2961e8331580")
+			(uuid "e187a2b8-73ff-4612-9068-dde2631fdd34")
 		)
 		(pad "22" thru_hole oval
 			(at 15.24 25.4 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 75 "/~{RAM}0")
 			(pinfunction "CE#")
 			(pintype "input")
-			(uuid "efe60d20-b6ad-49c3-8929-7b734959af84")
+			(uuid "263c0f37-2b8f-4747-a980-d1c7dab59082")
 		)
 		(pad "23" thru_hole oval
 			(at 15.24 22.86 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 35 "/A10")
 			(pinfunction "A10")
 			(pintype "input")
-			(uuid "a6a58f6d-3f6d-4e29-99f3-4c36245824bc")
+			(uuid "5987009d-4dfd-4eb6-905b-dc1b9cb62637")
 		)
 		(pad "24" thru_hole oval
 			(at 15.24 20.32 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 47 "/~{RD}")
 			(pinfunction "OE#")
 			(pintype "input")
-			(uuid "4bb11607-36f3-405d-8a62-f80826b46b03")
+			(uuid "aa1c248f-0237-45f7-b939-9672c1399105")
 		)
 		(pad "25" thru_hole oval
 			(at 15.24 17.78 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 8 "/A11")
 			(pinfunction "A11")
 			(pintype "input")
-			(uuid "33af0a3a-7354-4e7d-af9c-a33dbc5124c6")
+			(uuid "0348e24c-58aa-4de2-af32-be4f9c49a282")
 		)
 		(pad "26" thru_hole oval
 			(at 15.24 15.24 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 7 "/A9")
 			(pinfunction "A9")
 			(pintype "input")
-			(uuid "57efd68f-aed6-4245-8785-2b22d377cecb")
+			(uuid "9d8ae7b6-0e81-4e2a-ab91-176de5100408")
 		)
 		(pad "27" thru_hole oval
 			(at 15.24 12.7 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 34 "/A8")
 			(pinfunction "A8")
 			(pintype "input")
-			(uuid "0d3fef28-9897-4bde-ae77-c630ca5f4dbc")
+			(uuid "4a62837e-03fa-4c44-b2ca-58eee4f4f493")
 		)
 		(pad "28" thru_hole oval
 			(at 15.24 10.16 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 9 "/A13")
 			(pinfunction "A13")
 			(pintype "input")
-			(uuid "a612b051-684f-4ae9-92ad-b844beeb2e31")
+			(uuid "6600878a-30fc-4602-a81f-cce650ca62c5")
 		)
 		(pad "29" thru_hole oval
 			(at 15.24 7.62 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 18 "/~{WR}")
 			(pinfunction "WE#")
 			(pintype "input")
-			(uuid "96190e29-3ca1-427e-9736-d60440f23293")
+			(uuid "3c250bbd-571a-4b1d-b114-32688bc3a3f2")
 		)
 		(pad "30" thru_hole oval
 			(at 15.24 5.08 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 11 "/A17")
 			(pinfunction "A17")
 			(pintype "input")
-			(uuid "7a72ac4e-3d8e-4c04-81dd-9f42e8da0741")
+			(uuid "7d0a02fb-ebd4-4d3e-b65a-1600d4be57db")
 		)
 		(pad "31" thru_hole oval
 			(at 15.24 2.54 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 10 "/A15")
 			(pinfunction "A15")
 			(pintype "input")
-			(uuid "15407365-6c59-4015-8c3f-5b89795da1b4")
+			(uuid "c1b91ca1-4e07-4f7b-ba81-b31d38e8b674")
 		)
 		(pad "32" thru_hole oval
 			(at 15.24 0 270)
-			(size 1.6 1.6)
+			(size 2.4 1.6)
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
 			(net 2 "+3.3V")
 			(pinfunction "VCC")
 			(pintype "power_in")
-			(uuid "0bfad822-a3ec-4d24-b100-ac26a299f145")
+			(uuid "d191b06f-0489-4b81-ba65-5b4d76de1aad")
 		)
-		(model "${KICAD8_3DMODEL_DIR}/Package_DIP.3dshapes/DIP-32_W15.24mm.wrl"
+		(model "${KICAD8_3DMODEL_DIR}/Package_DIP.3dshapes/DIP-32_W15.24mm_Socket.wrl"
 			(offset
 				(xyz 0 0 0)
 			)
@@ -43296,278 +40408,6 @@
 			)
 		)
 	)
-	(footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
-		(layer "F.Cu")
-		(uuid "f3a0d169-ed91-4bda-9d08-e1c7b11d2071")
-		(at 223.095852 90.442679 90)
-		(descr "Resistor, Axial_DIN0204 series, Axial, Horizontal, pin pitch=7.62mm, 0.167W, length*diameter=3.6*1.6mm^2, http://cdn-reichelt.de/documents/datenblatt/B400/1_4W%23YAG.pdf")
-		(tags "Resistor Axial_DIN0204 series Axial Horizontal pin pitch 7.62mm 0.167W length 3.6mm diameter 1.6mm")
-		(property "Reference" "R54"
-			(at 10.142854 -0.012745 -90)
-			(layer "F.SilkS")
-			(uuid "3546a26d-dbe6-4ac6-bdea-4b9511848ea7")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
-		(property "Value" "800Ω"
-			(at 3.81 1.92 -90)
-			(layer "F.Fab")
-			(uuid "4d01093d-ec5e-40d8-9053-385255cdb999")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
-		(property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
-			(at 0 0 90)
-			(unlocked yes)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "36ac22dd-59fb-4e5a-b884-7a971ee29968")
-			(effects
-				(font
-					(size 1.27 1.27)
-				)
-			)
-		)
-		(property "Datasheet" ""
-			(at 0 0 90)
-			(unlocked yes)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "529662bc-241a-4a36-853b-e327a0045a51")
-			(effects
-				(font
-					(size 1.27 1.27)
-				)
-			)
-		)
-		(property "Description" ""
-			(at 0 0 90)
-			(unlocked yes)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "1b254db4-f56d-479f-bdf9-9ebc988fbe14")
-			(effects
-				(font
-					(size 1.27 1.27)
-				)
-			)
-		)
-		(property ki_fp_filters "R_*")
-		(path "/17e3700c-aaa2-49ed-a8b2-5dce0e9bf2a4")
-		(sheetname "Root")
-		(sheetfile "Prototype 4 (PTH).kicad_sch")
-		(attr through_hole)
-		(fp_line
-			(start 5.73 -0.92)
-			(end 1.89 -0.92)
-			(stroke
-				(width 0.12)
-				(type solid)
-			)
-			(layer "F.SilkS")
-			(uuid "f1d9f6b1-aaba-4059-86e3-58826716e81e")
-		)
-		(fp_line
-			(start 1.89 -0.92)
-			(end 1.89 0.92)
-			(stroke
-				(width 0.12)
-				(type solid)
-			)
-			(layer "F.SilkS")
-			(uuid "511d54d8-474e-4077-9027-e3828e988e5e")
-		)
-		(fp_line
-			(start 6.68 0)
-			(end 5.73 0)
-			(stroke
-				(width 0.12)
-				(type solid)
-			)
-			(layer "F.SilkS")
-			(uuid "ff30e330-6aba-469b-8ddb-449c3ea6ebad")
-		)
-		(fp_line
-			(start 0.94 0)
-			(end 1.89 0)
-			(stroke
-				(width 0.12)
-				(type solid)
-			)
-			(layer "F.SilkS")
-			(uuid "6fb73d34-1fca-438b-b578-81931d48bd0d")
-		)
-		(fp_line
-			(start 5.73 0.92)
-			(end 5.73 -0.92)
-			(stroke
-				(width 0.12)
-				(type solid)
-			)
-			(layer "F.SilkS")
-			(uuid "d3a0e6bd-d932-4044-9503-761b1168d96c")
-		)
-		(fp_line
-			(start 1.89 0.92)
-			(end 5.73 0.92)
-			(stroke
-				(width 0.12)
-				(type solid)
-			)
-			(layer "F.SilkS")
-			(uuid "2e614d12-700a-4e82-84ce-29ef7be8cc5c")
-		)
-		(fp_line
-			(start 8.57 -1.05)
-			(end -0.95 -1.05)
-			(stroke
-				(width 0.05)
-				(type solid)
-			)
-			(layer "F.CrtYd")
-			(uuid "26cf984b-b92e-4317-ac31-1b71d3b55ec6")
-		)
-		(fp_line
-			(start -0.95 -1.05)
-			(end -0.95 1.05)
-			(stroke
-				(width 0.05)
-				(type solid)
-			)
-			(layer "F.CrtYd")
-			(uuid "5ad69375-af13-40de-8fa5-630fba0affd5")
-		)
-		(fp_line
-			(start 8.57 1.05)
-			(end 8.57 -1.05)
-			(stroke
-				(width 0.05)
-				(type solid)
-			)
-			(layer "F.CrtYd")
-			(uuid "fa14da48-813f-459b-bc3d-d533644a4ede")
-		)
-		(fp_line
-			(start -0.95 1.05)
-			(end 8.57 1.05)
-			(stroke
-				(width 0.05)
-				(type solid)
-			)
-			(layer "F.CrtYd")
-			(uuid "ff05f39d-50ed-41a9-aa8f-fb09f26533ae")
-		)
-		(fp_line
-			(start 5.61 -0.8)
-			(end 2.01 -0.8)
-			(stroke
-				(width 0.1)
-				(type solid)
-			)
-			(layer "F.Fab")
-			(uuid "d5c543e8-d9b5-4a1c-897c-2bb646f1877a")
-		)
-		(fp_line
-			(start 2.01 -0.8)
-			(end 2.01 0.8)
-			(stroke
-				(width 0.1)
-				(type solid)
-			)
-			(layer "F.Fab")
-			(uuid "2c5b5438-8194-464e-b859-dcc14bae49de")
-		)
-		(fp_line
-			(start 7.62 0)
-			(end 5.61 0)
-			(stroke
-				(width 0.1)
-				(type solid)
-			)
-			(layer "F.Fab")
-			(uuid "0a3699b2-3c66-47b2-b4bd-a53b0bcad1e7")
-		)
-		(fp_line
-			(start 0 0)
-			(end 2.01 0)
-			(stroke
-				(width 0.1)
-				(type solid)
-			)
-			(layer "F.Fab")
-			(uuid "603292ff-8c1c-44de-8d3c-bf85cf4d07ca")
-		)
-		(fp_line
-			(start 5.61 0.8)
-			(end 5.61 -0.8)
-			(stroke
-				(width 0.1)
-				(type solid)
-			)
-			(layer "F.Fab")
-			(uuid "01cfffbb-9da4-4018-9b16-16b592e45af2")
-		)
-		(fp_line
-			(start 2.01 0.8)
-			(end 5.61 0.8)
-			(stroke
-				(width 0.1)
-				(type solid)
-			)
-			(layer "F.Fab")
-			(uuid "acfe8837-fb54-451a-9761-9b236e7ebd8b")
-		)
-		(fp_text user "${REFERENCE}"
-			(at 3.81 0 -90)
-			(layer "F.Fab")
-			(uuid "e0bc7e40-1928-4f9e-a296-ebc6525c9bd0")
-			(effects
-				(font
-					(size 0.72 0.72)
-					(thickness 0.108)
-				)
-			)
-		)
-		(pad "1" thru_hole circle
-			(at 0 0 90)
-			(size 1.4 1.4)
-			(drill 0.7)
-			(layers "*.Cu" "*.Mask")
-			(remove_unused_layers no)
-			(net 92 "/B2")
-			(pintype "passive")
-			(uuid "83f78d9f-b25d-463d-95fb-0537f5f436e9")
-		)
-		(pad "2" thru_hole oval
-			(at 7.62 0 90)
-			(size 1.4 1.4)
-			(drill 0.7)
-			(layers "*.Cu" "*.Mask")
-			(remove_unused_layers no)
-			(net 139 "Net-(R45-Pad2)")
-			(pintype "passive")
-			(uuid "7ee58e44-655b-47a0-ba5a-0404d8803366")
-		)
-		(model "${KICAD8_3DMODEL_DIR}/Resistor_THT.3dshapes/R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal.wrl"
-			(offset
-				(xyz 0 0 0)
-			)
-			(scale
-				(xyz 1 1 1)
-			)
-			(rotate
-				(xyz 0 0 0)
-			)
-		)
-	)
 	(footprint "MountingHole:MountingHole_3.2mm_M3_DIN965_Pad"
 		(layer "F.Cu")
 		(uuid "f3e8b413-3f3b-42c2-8d95-707799284f49")
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-			(uuid "6fb3e547-caae-4af9-bd95-6a9e066583ab")
-			(effects
-				(font
-					(size 1.27 1.27)
-				)
-			)
-		)
-		(property "Description" ""
-			(at 0 0 180)
-			(unlocked yes)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "a1be410a-3453-46da-8b1a-d50cfc32d55d")
-			(effects
-				(font
-					(size 1.27 1.27)
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-			)
-		)
-		(property ki_fp_filters "R_*")
-		(path "/2149b921-36df-4b9a-89f5-07e0eda66941")
-		(sheetname "Root")
-		(sheetfile "Prototype 4 (PTH).kicad_sch")
-		(attr through_hole)
-		(fp_line
-			(start 6.68 0)
-			(end 5.73 0)
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-			(layer "F.SilkS")
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-		(fp_line
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-		(fp_line
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-			(layer "F.CrtYd")
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-		(fp_line
-			(start 0 0)
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-			(layer "F.Fab")
-			(uuid "c5650fa2-bfcb-417e-823b-c85dce6b8dfe")
-		)
-		(fp_text user "${REFERENCE}"
-			(at 3.81 0 180)
-			(layer "F.Fab")
-			(uuid "5a2d355d-d744-42ac-81be-b32296ea10a9")
-			(effects
-				(font
-					(size 0.72 0.72)
-					(thickness 0.108)
-				)
-			)
-		)
-		(pad "1" thru_hole circle
-			(at 0 0 180)
-			(size 1.4 1.4)
-			(drill 0.7)
-			(layers "*.Cu" "*.Mask")
-			(remove_unused_layers no)
-			(net 102 "/RED")
-			(pintype "passive")
-			(uuid "47e448ce-99f1-432e-946d-4fb2a343a920")
-		)
-		(pad "2" thru_hole oval
-			(at 7.62 0 180)
-			(size 1.4 1.4)
-			(drill 0.7)
-			(layers "*.Cu" "*.Mask")
-			(remove_unused_layers no)
-			(net 1 "GND")
-			(pintype "passive")
-			(uuid "0f6fbcc9-0144-4c45-ac42-6a3c5e20307b")
-		)
-		(model "${KICAD8_3DMODEL_DIR}/Resistor_THT.3dshapes/R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal.wrl"
-			(offset
-				(xyz 0 0 0)
-			)
-			(scale
-				(xyz 1 1 1)
-			)
-			(rotate
-				(xyz 0 0 0)
-			)
-		)
-	)
 	(footprint "Package_DIP:DIP-48_W17.76mm_Socket_LongPads"
 		(layer "F.Cu")
 		(uuid "ff796486-e169-4453-afe8-a1f79afcc878")
@@ -46135,7 +42159,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 130 "unconnected-(U5-VIO-Pad2)")
+			(net 128 "unconnected-(U5-VIO-Pad2)")
 			(pinfunction "VIO")
 			(pintype "power_in+no_connect")
 			(uuid "f040d3d0-16ba-47bb-ac54-071a45223650")
@@ -46212,7 +42236,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 124 "unconnected-(U5-+3.3V-Pad9)")
+			(net 122 "unconnected-(U5-+3.3V-Pad9)")
 			(pinfunction "+3.3V")
 			(pintype "power_in+no_connect")
 			(uuid "18f7c861-e89e-4ee2-a852-a48ad6709167")
@@ -46564,7 +42588,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 126 "unconnected-(U5-CLK_12M_EXT-Pad41)")
+			(net 124 "unconnected-(U5-CLK_12M_EXT-Pad41)")
 			(pinfunction "CLK_12M_EXT")
 			(pintype "no_connect")
 			(uuid "295664bb-0629-4b50-a43f-66cfa37db059")
@@ -46608,7 +42632,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 125 "unconnected-(U5-FLASH_MISO-Pad45)")
+			(net 123 "unconnected-(U5-FLASH_MISO-Pad45)")
 			(pinfunction "FLASH_MISO")
 			(pintype "input+no_connect")
 			(uuid "1b6f8786-0e99-467f-a7d9-dcfae9bcd36d")
@@ -46619,7 +42643,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 129 "unconnected-(U5-FLASH_MOSI-Pad46)")
+			(net 127 "unconnected-(U5-FLASH_MOSI-Pad46)")
 			(pinfunction "FLASH_MOSI")
 			(pintype "output+no_connect")
 			(uuid "89eaad32-51e7-4219-98ca-3c2a2c68df34")
@@ -46630,7 +42654,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 127 "unconnected-(U5-FT_SCK-Pad47)")
+			(net 125 "unconnected-(U5-FT_SCK-Pad47)")
 			(pinfunction "FT_SCK")
 			(pintype "output+no_connect")
 			(uuid "50312199-4ceb-43e0-9bcd-8d0511409e30")
@@ -46641,7 +42665,7 @@
 			(drill 0.8)
 			(layers "*.Cu" "*.Mask")
 			(remove_unused_layers no)
-			(net 128 "unconnected-(U5-~{FT_SS}-Pad48)")
+			(net 126 "unconnected-(U5-~{FT_SS}-Pad48)")
 			(pinfunction "~{FT_SS}")
 			(pintype "output+no_connect")
 			(uuid "88e614c5-f522-41a9-a497-d61792f21a33")
@@ -47163,6 +43187,17 @@
 		(layer "F.SilkS")
 		(uuid "d79b5b80-e78c-407a-81e5-3a939188cdae")
 	)
+	(gr_circle
+		(center 224.236114 119.3553)
+		(end 224.42949 119.452901)
+		(stroke
+			(width 0)
+			(type solid)
+		)
+		(fill solid)
+		(layer "F.SilkS")
+		(uuid "e2284b06-b5df-4b58-8c72-15f10e93abbb")
+	)
 	(gr_line
 		(start 246.633352 54.247679)
 		(end 246.633352 228.237679)
@@ -47232,6 +43267,16 @@
 		(layer "Edge.Cuts")
 		(uuid "84c40a3a-98a1-4d9c-84ef-e95c57d4d004")
 	)
+	(gr_line
+		(start 86.570852 110.762679)
+		(end 86.570852 197.122679)
+		(stroke
+			(width 0.1)
+			(type default)
+		)
+		(layer "Edge.Cuts")
+		(uuid "965ba4c7-cc8c-4e3a-a828-814e909ec0e1")
+	)
 	(gr_line
 		(start 86.570852 228.237679)
 		(end 86.570852 197.122679)
@@ -47266,138 +43311,6 @@
 		(layer "Edge.Cuts")
 		(uuid "d621f5c2-1d98-488a-ac34-de28b448c894")
 	)
-	(gr_text "D1"
-		(at 93.384863 159.112173 0)
-		(layer "B.SilkS")
-		(uuid "0773239b-49a9-4f1b-a142-096364c90cdd")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "A11"
-		(at 94.194387 176.588001 0)
-		(layer "B.SilkS")
-		(uuid "07c256a3-be01-4c72-9a69-1f4e16ef5d59")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "A23"
-		(at 94.194387 160.940865 0)
-		(layer "B.SilkS")
-		(uuid "08104e9e-52d9-4144-ba2a-06d08f3d8465")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "SDA"
-		(at 94.242006 125.380866 0)
-		(layer "B.SilkS")
-		(uuid "0be9e5d4-a5dd-4bc4-98e5-50bb7dbf2d7c")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "Front"
-		(at 88.451991 194.539689 90)
-		(layer "B.SilkS")
-		(uuid "0ec6d703-daa0-4932-8557-a3967dc9d189")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "+3.3V"
-		(at 95.908672 191.420864 0)
-		(layer "B.SilkS")
-		(uuid "1fa1bf1c-2a0b-4ca6-825e-b12aaee3eeec")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "A9"
-		(at 93.242006 178.720865 0)
-		(layer "B.SilkS")
-		(uuid "217a3174-d7ea-41f2-8814-54c3bf8ad652")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "~{NMI}"
-		(at 94.099148 130.340032 0)
-		(layer "B.SilkS")
-		(uuid "22c60ff6-4fae-4159-aece-90796a322df3")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "CLK"
-		(at 94.242006 120.300865 0)
-		(layer "B.SilkS")
-		(uuid "24d37312-432d-4b57-80bd-f539aab88abf")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "Front"
-		(at 88.474735 107.874647 90)
-		(layer "B.SilkS")
-		(uuid "2bda7f8f-3aa9-454c-8c65-b73eace50321")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "GND"
-		(at 94.480101 115.220866 0)
-		(layer "B.SilkS")
-		(uuid "355460d3-84cb-4e4c-9fa9-4b1e7822bd73")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
 	(gr_text "JLCJLCJLCJLC"
 		(at 193.630852 54.942679 0)
 		(layer "B.SilkS")
@@ -47411,306 +43324,6 @@
 			(justify left bottom mirror)
 		)
 	)
-	(gr_text "A21"
-		(at 94.194387 163.480865 0)
-		(layer "B.SilkS")
-		(uuid "5600d0b3-17e1-4ee6-a297-65b1dd526eba")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "~{VIRQ}"
-		(at 94.813434 132.880031 0)
-		(layer "B.SilkS")
-		(uuid "5888dd20-6728-4e84-b518-c5fa1830798c")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "Back"
-		(at 90.991991 194.539689 90)
-		(layer "B.SilkS")
-		(uuid "65f0368b-f576-4cbb-88b7-e5f56beba6d0")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "A5"
-		(at 93.242006 183.800865 0)
-		(layer "B.SilkS")
-		(uuid "67a34db6-3e1f-4cea-8e3a-2510aa7c064d")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "A15"
-		(at 94.194387 171.594908 0)
-		(layer "B.SilkS")
-		(uuid "7acba690-5f00-4e74-b50f-cb29e4886413")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "LATCH"
-		(at 95.908673 122.840865 0)
-		(layer "B.SilkS")
-		(uuid "8dda4e28-4f1a-4f58-82f7-163d30666816")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "A1"
-		(at 93.242006 188.880865 0)
-		(layer "B.SilkS")
-		(uuid "8e25b488-d0bd-45fc-b904-a6a69b30aa27")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "SCL"
-		(at 94.194387 127.920865 0)
-		(layer "B.SilkS")
-		(uuid "8f4eb470-f437-4897-9d5a-cf258317b89a")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "A17"
-		(at 94.194387 168.560865 0)
-		(layer "B.SilkS")
-		(uuid "91038578-b216-48ec-8f60-67b4d4a155da")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "BE"
-		(at 93.337244 143.160865 0)
-		(layer "B.SilkS")
-		(uuid "916abfef-5991-481d-bc59-407117319bd8")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "GND"
-		(at 94.480101 193.960866 0)
-		(layer "B.SilkS")
-		(uuid "97917c86-340d-4ecd-9147-ff2a2ad26f03")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "~{IRQ}"
-		(at 93.956291 135.420033 0)
-		(layer "B.SilkS")
-		(uuid "a2eaa10b-cd9e-4cf9-a08e-bdba26ccd994")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "A13"
-		(at 94.194387 173.640865 0)
-		(layer "B.SilkS")
-		(uuid "a7a884fd-c974-446b-9f7f-2072a37b4cd2")
-		(effects
-			(font
-				(size 1 1)
-				(thickness 0.15)
-			)
-			(justify left bottom mirror)
-		)
-	)
-	(gr_text "~{CS}7"
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diff --git a/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_pro b/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_pro
index 5e9a400..998d8dc 100644
--- a/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_pro	
+++ b/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_pro	
@@ -37,9 +37,9 @@
         "other_text_thickness": 0.15,
         "other_text_upright": false,
         "pads": {
-          "drill": 0.0,
-          "height": 2.0,
-          "width": 2.0
+          "drill": 3.5,
+          "height": 5.5,
+          "width": 10.0
         },
         "silk_line_width": 0.15,
         "silk_text_italic": false,
diff --git a/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_sch b/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_sch
index 8568c31..ce0b5ed 100644
--- a/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_sch	
+++ b/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_sch	
@@ -3260,6 +3260,128 @@
 				)
 			)
 		)
+		(symbol "Device:R_Small"
+			(pin_numbers hide)
+			(pin_names
+				(offset 0.254) hide)
+			(exclude_from_sim no)
+			(in_bom yes)
+			(on_board yes)
+			(property "Reference" "R"
+				(at 0.762 0.508 0)
+				(effects
+					(font
+						(size 1.27 1.27)
+					)
+					(justify left)
+				)
+			)
+			(property "Value" "R_Small"
+				(at 0.762 -1.016 0)
+				(effects
+					(font
+						(size 1.27 1.27)
+					)
+					(justify left)
+				)
+			)
+			(property "Footprint" ""
+				(at 0 0 0)
+				(effects
+					(font
+						(size 1.27 1.27)
+					)
+					(hide yes)
+				)
+			)
+			(property "Datasheet" "~"
+				(at 0 0 0)
+				(effects
+					(font
+						(size 1.27 1.27)
+					)
+					(hide yes)
+				)
+			)
+			(property "Description" "Resistor, small symbol"
+				(at 0 0 0)
+				(effects
+					(font
+						(size 1.27 1.27)
+					)
+					(hide yes)
+				)
+			)
+			(property "ki_keywords" "R resistor"
+				(at 0 0 0)
+				(effects
+					(font
+						(size 1.27 1.27)
+					)
+					(hide yes)
+				)
+			)
+			(property "ki_fp_filters" "R_*"
+				(at 0 0 0)
+				(effects
+					(font
+						(size 1.27 1.27)
+					)
+					(hide yes)
+				)
+			)
+			(symbol "R_Small_0_1"
+				(rectangle
+					(start -0.762 1.778)
+					(end 0.762 -1.778)
+					(stroke
+						(width 0.2032)
+						(type default)
+					)
+					(fill
+						(type none)
+					)
+				)
+			)
+			(symbol "R_Small_1_1"
+				(pin passive line
+					(at 0 2.54 270)
+					(length 0.762)
+					(name "~"
+						(effects
+							(font
+								(size 1.27 1.27)
+							)
+						)
+					)
+					(number "1"
+						(effects
+							(font
+								(size 1.27 1.27)
+							)
+						)
+					)
+				)
+				(pin passive line
+					(at 0 -2.54 90)
+					(length 0.762)
+					(name "~"
+						(effects
+							(font
+								(size 1.27 1.27)
+							)
+						)
+					)
+					(number "2"
+						(effects
+							(font
+								(size 1.27 1.27)
+							)
+						)
+					)
+				)
+			)
+		)
 		(symbol "Diode_Bridge:B40C1500G"
 			(pin_names
 				(offset 0)
@@ -11829,18 +11951,6 @@
 			)
 		)
 	)
-	(junction
-		(at 374.65 96.52)
-		(diameter 0)
-		(color 0 0 0 0)
-		(uuid "00a428b0-09b7-4eba-9ac2-7037ac8ad370")
-	)
-	(junction
-		(at 374.65 60.96)
-		(diameter 0)
-		(color 0 0 0 0)
-		(uuid "044f74bd-df49-4b17-bc8e-d5c0c87299fb")
-	)
 	(junction
 		(at 17.78 31.75)
 		(diameter 0)
@@ -11901,6 +12011,12 @@
 		(color 0 0 0 0)
 		(uuid "165a8620-cc52-4dab-809d-64ee0df4fe09")
 	)
+	(junction
+		(at 355.6 40.64)
+		(diameter 0)
+		(color 0 0 0 0)
+		(uuid "16c74f7b-980d-4ed2-88fd-9ab87bb14bd1")
+	)
 	(junction
 		(at 270.51 245.11)
 		(diameter 0)
@@ -11908,13 +12024,7 @@
 		(uuid "179fff3a-e003-463d-8d86-4c95be61be12")
 	)
 	(junction
-		(at 384.81 60.96)
-		(diameter 0)
-		(color 0 0 0 0)
-		(uuid "1811bc3e-6e28-4045-addd-add2f9263622")
-	)
-	(junction
-		(at 414.02 73.66)
+		(at 369.57 68.58)
 		(diameter 0)
 		(color 0 0 0 0)
 		(uuid "1e5ba76c-72b1-441b-9fb0-ef4a8a1a4dba")
@@ -11962,16 +12072,10 @@
 		(uuid "404b6080-2ebd-4700-a068-0ca55160176a")
 	)
 	(junction
-		(at 364.49 25.4)
+		(at 355.6 67.31)
 		(diameter 0)
 		(color 0 0 0 0)
-		(uuid "451fb2e4-b0e0-4cf8-b3c4-8bb3e6c4a977")
-	)
-	(junction
-		(at 364.49 96.52)
-		(diameter 0)
-		(color 0 0 0 0)
-		(uuid "46723f89-1988-4bc3-a9d1-c772b56e5b28")
+		(uuid "48daedbf-cb31-4428-97d5-e4f8a82feaae")
 	)
 	(junction
 		(at 251.46 175.26)
@@ -12034,7 +12138,7 @@
 		(uuid "5e560022-889e-4df6-872f-d0ca772a7b7f")
 	)
 	(junction
-		(at 414.02 58.42)
+		(at 369.57 53.34)
 		(diameter 0)
 		(color 0 0 0 0)
 		(uuid "5f153c3e-885c-440c-9da3-1c3e38ea305a")
@@ -12081,6 +12185,12 @@
 		(color 0 0 0 0)
 		(uuid "6ca25e10-e790-49b6-9f88-67f4c1834a0b")
 	)
+	(junction
+		(at 355.6 71.12)
+		(diameter 0)
+		(color 0 0 0 0)
+		(uuid "6e453fed-44d1-4244-9415-b310efa03310")
+	)
 	(junction
 		(at 377.19 146.05)
 		(diameter 0)
@@ -12099,12 +12209,6 @@
 		(color 0 0 0 0)
 		(uuid "76a3a812-a8f9-455a-8936-0d1b3c209f68")
 	)
-	(junction
-		(at 354.33 25.4)
-		(diameter 0)
-		(color 0 0 0 0)
-		(uuid "79d95dda-218b-47c3-8c92-f534a2637558")
-	)
 	(junction
 		(at 31.75 88.9)
 		(diameter 0)
@@ -12129,18 +12233,18 @@
 		(color 0 0 0 0)
 		(uuid "7cd24309-e546-47a8-975f-197650bf6472")
 	)
-	(junction
-		(at 354.33 96.52)
-		(diameter 0)
-		(color 0 0 0 0)
-		(uuid "80695b3c-cadc-4489-ab84-c69474bbc459")
-	)
 	(junction
 		(at 317.5 176.53)
 		(diameter 0)
 		(color 0 0 0 0)
 		(uuid "83322db4-d4eb-47e9-bd3b-b42a5c83d9a7")
 	)
+	(junction
+		(at 355.6 97.79)
+		(diameter 0)
+		(color 0 0 0 0)
+		(uuid "84fe340a-3ba6-42a8-bd21-f62a26ecb342")
+	)
 	(junction
 		(at 46.99 137.16)
 		(diameter 0)
@@ -12165,6 +12269,24 @@
 		(color 0 0 0 0)
 		(uuid "8bd11186-ee55-436b-9d54-3f464141eaee")
 	)
+	(junction
+		(at 355.6 105.41)
+		(diameter 0)
+		(color 0 0 0 0)
+		(uuid "8cd7531f-6ae0-44ba-9acb-9fa6380caea8")
+	)
+	(junction
+		(at 355.6 74.93)
+		(diameter 0)
+		(color 0 0 0 0)
+		(uuid "8eb4319d-9959-484e-8e04-17f2b2a3f931")
+	)
+	(junction
+		(at 355.6 36.83)
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@@ -38525,6 +37089,73 @@
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@@ -38590,74 +37221,6 @@
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 		)
 	)
 	(symbol
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+		(property "Value" "4.3KΩ"
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@@ -40433,71 +38995,6 @@
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@@ -41881,7 +40242,7 @@
 				(justify left)
 			)
 		)
-		(property "Footprint" "Package_DIP:DIP-32_W15.24mm"
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 		(property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal"
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@@ -42852,6 +41077,73 @@
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+		(property "Value" "4.3KΩ"
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+			)
+		)
+		(pin "1"
+			(uuid "bf1c9be0-4338-4d34-8629-c7d0f66359ad")
+		)
+		(pin "2"
+			(uuid "ff167eb1-a4f7-42a4-9010-9d1183ab8e8b")
+		)
+		(instances
+			(project "Prototype 4 (PTH)"
+				(path "/24268fb5-9051-453e-aa4f-3f063d8cbf81"
+					(reference "R42")
+					(unit 1)
+				)
+			)
+		)
+	)
 	(symbol
 		(lib_id "power:GND")
 		(at 372.11 205.74 0)
diff --git a/Prototype 4 (PTH)/bom/ibom.html b/Prototype 4 (PTH)/bom/ibom.html
index 90ca2b2..7ada34e 100644
--- a/Prototype 4 (PTH)/bom/ibom.html	
+++ b/Prototype 4 (PTH)/bom/ibom.html	
@@ -975,7 +975,7 @@ var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false,
 ///////////////////////////////////////////////
 
 ///////////////////////////////////////////////
-var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
+var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
 ///////////////////////////////////////////////
 
 ///////////////////////////////////////////////
diff --git a/Prototype 4 (PTH)/fp-info-cache b/Prototype 4 (PTH)/fp-info-cache
index 9634480..07137e3 100644
--- a/Prototype 4 (PTH)/fp-info-cache	
+++ b/Prototype 4 (PTH)/fp-info-cache	
@@ -1,4 +1,4 @@
-23152251270922590
+23341229817214155
 Audio_Module
 Reverb_BTDR-1H
 Digital Reverberation Unit, http://www.belton.co.kr/inc/downfile.php?seq=17&file=pdf (footprint from http://www.uk-electronic.de/PDF/BTDR-1.pdf)
@@ -8239,6 +8239,20 @@ barreljack switchcraftconxall dc power
 2
 2
 Connector_BarrelJack
+BarrelJack_Wuerth_694102107102_1.0x3.9mm
+Wuerth Elektronik barrel jack connector, SMD, 3.9mm OD, 1.0mm ID, with switch, 18V, 5A, dimensions: 9.3 x 8 x 5.3 mm (L x W x H), datasheet: https://www.farnell.com/datasheets/2130962.pdf
+barrel jack Wuerth Elektronik 694102107102
+0
+4
+3
+Connector_BarrelJack
+BarrelJack_Wuerth_694103107102_1.35x3.9mm
+Wuerth Elektronik barrel jack connector, SMD, 3.9mm OD, 1.35mm ID, with switch, 18V, 5A, dimensions: 9.3 x 8 x 5.3 mm (L x W x H), datasheet: https://www.we-online.com/components/products/datasheet/694103107102.pdf
+barrel jack Wuerth Elektronik 694103107102
+0
+4
+3
+Connector_BarrelJack
 BarrelJack_Wuerth_694106106102_2.0x5.5mm
 Wuerth Elektronik 694106106102 Barrel Jack, 2.0x5.5mm, https://www.we-online.com/components/products/datasheet/694106106102.pdf
 barrel jack Wuerth Elektronik 694106106102
@@ -11388,55 +11402,6 @@ Wuerth FPC 68611214422 connector 12 bottom-side contacts 1.0mm pitch 1.0mm heigh
 0
 14
 13
-Connector_HDMI
-HDMI_A_Amphenol_10029449-x01xLF_Horizontal
-HDMI Type A connector, Amphenol 10029449-001TLF 10029449-001RLF 10029449-101TLF 10029449-101RLF, Right Angle(https://cdn.amphenol-icc.com/media/wysiwyg/files/drawing/10029449.pdf)
-hdmi right angle
-0
-23
-20
-Connector_HDMI
-HDMI_A_Contact_Technology_HDMI-19APL2_Horizontal
-HDMI Contact Technology Type A http://www.contactswitch.com/en/download.aspx?id=1449
-HDMI Contact Technology Type A
-0
-23
-20
-Connector_HDMI
-HDMI_A_Kycon_KDMIX-SL1-NS-WS-B15_VerticalRightAngle
-HDMI, Type A, Kycon KDMIX-SL1-NS-WS-B15, Vertical Right Angle, http://www.kycon.com/Pub_Eng_Draw/KDMIX-SL1-NS-WS-B15.pdf
-hdmi type a
-0
-23
-20
-Connector_HDMI
-HDMI_A_Molex_208658-1001_Horizontal
-HDMI Molex Type A https://www.molex.com/pdm_docs/sd/2086581001_sd.pdf
-HDMI Molex Type A
-0
-23
-20
-Connector_HDMI
-HDMI_Micro-D_Molex_46765-0x01
-HDMI, Micro, Type D, SMD, 0.4mm pitch, 19 ckt, right angle (http://www.molex.com/pdm_docs/sd/467651301_sd.pdf)
-hdmi micro type d right angle smd
-0
-23
-20
-Connector_HDMI
-HDMI_Micro-D_Molex_46765-1x01
-HDMI, Micro, Type D, THT, 0.4mm pitch, 19 ckt, right angle (http://www.molex.com/pdm_docs/sd/467651301_sd.pdf)
-hdmi micro type d right angle tht
-0
-23
-20
-Connector_HDMI
-HDMI_Micro-D_Molex_46765-2x0x
-HDMI, Micro, Type D, THT/SMD hybrid, 0.4mm pitch, 19 ckt, right angle (http://www.molex.com/pdm_docs/sd/467651301_sd.pdf)
-hdmi micro type d right angle tht smd hybrid 
-0
-23
-20
 Connector_Harting
 Harting_har-flexicon_14110213001xxx_1x02-MP_P2.54mm_Vertical
 Harting har-flexicon series connector, 14110213001xxx (https://b2b.harting.com/files/download/PRD/PDF_TS/1411XX13001XXX_100228421DRW046C.pdf), generated with kicad-footprint-generator
@@ -12327,6 +12292,20 @@ connector Harwin M20 side entry
 40
 40
 Connector_Hirose
+Hirose_BM23FR0.6-16DP-0.35V_2x08_1MP_Vertical
+Hirose BM23 series connector, BM23FR0.6-16DP-0.35V (https://www.hirose.com/fr/product/document?clcode=CL0480-0290-0-95&productname=BM23FR0.6-16DP-0.35V(895)&series=BM23FR&documenttype=2DDrawing&lang=fr&documentid=D164551_en)
+connector Hirose BM23 16pin header
+0
+20
+17
+Connector_Hirose
+Hirose_BM23FR0.6-16DS-0.35V_2x08_P0.35_1MP_Vertical
+Hirose BM23 series connector, BM23FR0.6-16DS-0.35V (https://www.hirose.com/fr/product/document?clcode=CL0480-0295-0-51&productname=BM23FR0.6-16DS-0.35V(51)&series=BM23FR&documenttype=2DDrawing&lang=fr&documentid=D162179_en)
+connector Hirose 16pin receptacle vertical
+0
+20
+17
+Connector_Hirose
 Hirose_BM24_BM24-40DP-2-0.35V_2x20_P0.35mm_PowerPin2_Vertical
 Hirose BM24 series connector, BM24-40DP/2-0.35V (https://www.hirose.com/product/en/download_file/key_name/BM24/category/Catalog/doc_file_id/47680/?file_category_id=4&item_id=50&is_series=1)
 connector Hirose  BM24 40pin header
@@ -13538,6 +13517,27 @@ SMD vertical IDC box header  2x08 2.54mm double row
 16
 16
 Connector_IDC
+IDC-Header_2x09_P2.54mm_Horizontal
+Through hole IDC box header, 2x09, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0
+Through hole horizontal IDC box header THT 2x09 2.54mm double row
+0
+18
+18
+Connector_IDC
+IDC-Header_2x09_P2.54mm_Vertical
+Through hole IDC box header, 2x09, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0
+Through hole vertical IDC box header THT 2x09 2.54mm double row
+0
+18
+18
+Connector_IDC
+IDC-Header_2x09_P2.54mm_Vertical_SMD
+SMD IDC box header, 2x09, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://www.tme.eu/Document/4baa0e952ce73e37bc68cf730b541507/T821M114A1S100CEU-B.pdf
+SMD vertical IDC box header  2x09 2.54mm double row
+0
+18
+18
+Connector_IDC
 IDC-Header_2x10-1MP_P2.54mm_Latch6.5mm_Vertical
 Through hole IDC header, 2x10, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, 6.5mm latches, mounting holes, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0
 Through hole vertical IDC header THT 2x10 2.54mm double row
@@ -13629,6 +13629,27 @@ SMD vertical IDC box header  2x10 2.54mm double row
 20
 20
 Connector_IDC
+IDC-Header_2x11_P2.54mm_Horizontal
+Through hole IDC box header, 2x11, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0
+Through hole horizontal IDC box header THT 2x11 2.54mm double row
+0
+22
+22
+Connector_IDC
+IDC-Header_2x11_P2.54mm_Vertical
+Through hole IDC box header, 2x11, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0
+Through hole vertical IDC box header THT 2x11 2.54mm double row
+0
+22
+22
+Connector_IDC
+IDC-Header_2x11_P2.54mm_Vertical_SMD
+SMD IDC box header, 2x11, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://www.tme.eu/Document/4baa0e952ce73e37bc68cf730b541507/T821M114A1S100CEU-B.pdf
+SMD vertical IDC box header  2x11 2.54mm double row
+0
+22
+22
+Connector_IDC
 IDC-Header_2x12-1MP_P2.54mm_Latch6.5mm_Vertical
 Through hole IDC header, 2x12, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, 6.5mm latches, mounting holes, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0
 Through hole vertical IDC header THT 2x12 2.54mm double row
@@ -14070,6 +14091,27 @@ SMD vertical IDC box header  2x20 2.54mm double row
 40
 40
 Connector_IDC
+IDC-Header_2x22_P2.54mm_Horizontal
+Through hole IDC box header, 2x22, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0
+Through hole horizontal IDC box header THT 2x22 2.54mm double row
+0
+44
+44
+Connector_IDC
+IDC-Header_2x22_P2.54mm_Vertical
+Through hole IDC box header, 2x22, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0
+Through hole vertical IDC box header THT 2x22 2.54mm double row
+0
+44
+44
+Connector_IDC
+IDC-Header_2x22_P2.54mm_Vertical_SMD
+SMD IDC box header, 2x22, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://www.tme.eu/Document/4baa0e952ce73e37bc68cf730b541507/T821M114A1S100CEU-B.pdf
+SMD vertical IDC box header  2x22 2.54mm double row
+0
+44
+44
+Connector_IDC
 IDC-Header_2x25-1MP_P2.54mm_Latch6.5mm_Vertical
 Through hole IDC header, 2x25, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, 6.5mm latches, mounting holes, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0
 Through hole vertical IDC header THT 2x25 2.54mm double row
@@ -51736,6 +51778,13 @@ Vigortronix VTX-214-010-xxx serie of ACDC converter
 0
 5
 5
+Converter_ACDC
+Converter_ACDC_ZETTLER_ZPI03Sxx00WC_THT
+PCB mounted switching power module, AC input voltage range: 90VAC-264VAC, Class II Construction, https://www.zettlermagnetics.com/pdfs/ZPI03SXX00WC.pdf
+ACDC-Converter 3W ZETTLER ZPI
+0
+4
+4
 Converter_DCDC
 Converter_DCDC_Artesyn_ATA_SMD
 DCDC-Converter, Artesyn, ATA Series, 3W Single and Dual Output, 1500VDC Isolation, 24.0x13.7x8.0mm https://www.artesyn.com/power/assets/ata_series_ds_01apr2015_79c25814fd.pdf https://www.artesyn.com/power/assets/trn_dc-dc_ata_3w_series_releas1430412818_techref.pdf
@@ -52255,6 +52304,20 @@ DCDC-Converter TRACO TMU3 THT SIP-4 3W
 4
 4
 Converter_DCDC
+Converter_DCDC_TRACO_TOS06-05SIL_THT
+DCDC-Converter, TRACO, TOS06-05SIL, 6A, Rev. March 20. 2024 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tos06sil.pdf)
+DCDC-Converter POL TRACO TOS06SIL 2.54MM THT SIP-9 6A
+0
+5
+5
+Converter_DCDC
+Converter_DCDC_TRACO_TOS06-12SIL_THT
+DCDC-Converter, TRACO, TOS06-12SIL, 6A, Rev. March 20. 2024 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tos06sil.pdf)
+DCDC-Converter POL TRACO TOS06SIL 2.54MM THT SIP-9 6A
+0
+5
+5
+Converter_DCDC
 Converter_DCDC_TRACO_TRI1-xxxx_THT
 DCDC-Converter, TRACO, TRI1-xxxx, 1W, Rev. November 13. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tri1.pdf)
 DCDC-Converter TRACO TRI1 THT SIP-7 1W
@@ -57078,6 +57141,13 @@ Inductor LMLP
 2
 2
 Inductor_SMD
+L_Abracon_ASPI-0425
+Inductor, Abracon, ASPI-0425, 4.0x4.0x2.5mm, https://abracon.com/Magnetics/new/ASPI-0425.pdf
+Inductor power shielded low-profile
+0
+2
+2
+Inductor_SMD
 L_Abracon_ASPI-0630LR
 smd shielded power inductor https://abracon.com/Magnetics/power/ASPI-0630LR.pdf
 inductor abracon smd shielded
@@ -57099,6 +57169,13 @@ inductor abracon smd shielded
 2
 2
 Inductor_SMD
+L_Abracon_ASPIAIG-F4020
+Inductor, Abracon, ASPIAIG-F4020, 4.4x4.4x1.9mm, https://abracon.com/Magnetics/power/ASPIAIG-F4020.pdf
+Inductor power shielded
+0
+2
+2
+Inductor_SMD
 L_Bourns-SRN1060
 Bourns SRN1060 series SMD inductor https://www.bourns.com/docs/Product-Datasheets/SRN1060.pdf
 Bourns SRN1060 SMD inductor
@@ -57155,6 +57232,13 @@ Bourns SRU8043 SMD inductor
 2
 2
 Inductor_SMD
+L_Bourns_SDR0604
+SMD Power Inductor, https://www.bourns.com/pdfs/SDR0604.pdf
+SMD Power Inductor SDR0604
+0
+2
+2
+Inductor_SMD
 L_Bourns_SDR1806
 https://www.bourns.com/docs/Product-Datasheets/SDR1806.pdf
 Bourns SDR1806
@@ -58331,6 +58415,13 @@ smd inductor dlg-1005
 2
 2
 Inductor_SMD
+L_KOHERelec_MDA7030
+Inductor, KOHERelec, MDA7030, 7.1x6.6x2.8mm, https://www.lcsc.com/datasheet/lcsc_datasheet_2401252310_KOHERelec-MDA7030-220M_C2847487.pdf
+Inductor high-current power shielded
+0
+2
+2
+Inductor_SMD
 L_Murata_DEM35xxC
 https://www.murata.com/~/media/webrenewal/products/inductor/chip/tokoproducts/wirewoundferritetypeforpl/m_dem3518c.ashx
 Inductor SMD DEM35xxC
@@ -63644,13 +63735,6 @@ carambola2 8devices
 104
 52
 Module
-ESP32-WROVER-E
-ESP32-WROVER-E-N8eR8-1
-Integrated Circuit
-0
-47
-47
-Module
 Electrosmith_Daisy_Seed
 Embedded platform for audio applications. 96kHz / 24-bit audio hardware. 64MB of SDRAM for up to 10 minute long audio. ARM Cortex-M7 MCU, running at 480MHz. 31 total GPIO pins with configurable functionality. 12-bit Digital to Analog Converters (x2). SD card interfaces. PWM outputs. Serial Protocols for connecting external sensors and devices (SPI, UART, I2S, I2C). Dedicated VIN pin for power. Micro USB port, and additional USB pins for full OTG-support as host and device. https://static1.squarespace.com/static/58d03fdc1b10e3bf442567b8/t/6227e6236f02fb68d1577146/1646781988478/Daisy_Seed_datasheet_v1.0.3.pdf
 Electrosmith Daisy Seed Microcontroller Module ARM Cortex-M7 Audio Codec
@@ -67851,6 +67935,13 @@ BGA 361 0.5
 361
 361
 Package_BGA
+ST_UFBGA-59_5x5mm_Layout8x8_P0.5mm
+ST UFBGA-59, 5.0x5.0mm, 59 Ball, 8x8 Layout, 0.5mm Pitch, https://www.st.com/resource/en/datasheet/stm32wba55ug.pdf
+BGA 59 0.5
+0
+59
+59
+Package_BGA
 ST_UFBGA-73_5x5mm_Layout9x9_P0.5mm
 ST UFBGA-73, 5.0x5.0mm, 73 Ball, 9x9 Layout, 0.5mm Pitch, https://www.st.com/resource/en/datasheet/stm32wl54jc.pdf
 BGA 73 0.5
@@ -67858,6 +67949,13 @@ BGA 73 0.5
 73
 73
 Package_BGA
+ST_UFBGA-81_5x5mm_Layout9x9_P0.5mm
+ST UFBGA-81, 5.0x5.0mm, 81 Ball, 9x9 Layout, 0.5mm Pitch, https://www.st.com/resource/en/datasheet/stm32u073mb.pdf
+BGA 81 0.5
+0
+81
+81
+Package_BGA
 ST_UFBGA-121_6x6mm_Layout11x11_P0.5mm
 ST UFBGA-121, 6.0x6.0mm, 121 Ball, 11x11 Layout, 0.5mm Pitch, https://www.st.com/resource/en/datasheet/stm32g473pb.pdf
 BGA 121 0.5
@@ -68719,6 +68817,13 @@ LFCSP 8pin 2x2mm Pitch 0.5mm
 8
 8
 Package_CSP
+LFCSP-10_2x2mm_P0.5mm
+LFCSP, 10 Pin (https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/lfcspcp/cp-10/cp_10_11.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+LFCSP NoLead
+0
+10
+10
+Package_CSP
 LFCSP-16-1EP_3x3mm_P0.5mm_EP1.3x1.3mm
 LFCSP, 16 Pin (https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/lfcspcp/cp-16/CP_16_21.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
 LFCSP NoLead
@@ -68733,6 +68838,13 @@ LFCSP NoLead
 26
 17
 Package_CSP
+LFCSP-16-1EP_3x3mm_P0.5mm_EP1.5x1.5mm
+LFCSP, 16 Pin (https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/lfcspcp/cp-16/cp_16_27.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+LFCSP NoLead
+0
+21
+17
+Package_CSP
 LFCSP-16-1EP_3x3mm_P0.5mm_EP1.6x1.6mm
 LFCSP, 16 Pin (https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/lfcspcp/cp-16/CP_16_22.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
 LFCSP NoLead
@@ -69139,6 +69251,20 @@ CSP 25 0.4
 25
 25
 Package_CSP
+ST_WLCSP-27_2.34x2.55mm_P0.40mm_Stagger
+ST WLCSP-27, ST Die ID 459, 2.34x2.55mm, 27 Ball, X-staggered 9x6 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32u031g6.pdf
+CSP 27 0.4
+0
+27
+27
+Package_CSP
+ST_WLCSP-27_2.55x2.34mm_P0.40mm_Stagger
+ST WLCSP-27, ST Die ID 459, 2.55x2.34mm, 27 Ball, X-staggered 9x6 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32u031g6.pdf
+CSP 27 0.4
+0
+27
+27
+Package_CSP
 ST_WLCSP-36_2.58x3.07mm_Layout6x6_P0.4mm
 ST WLCSP-36, ST die ID 464, 2.58x3.07mm, 36 Ball, 6x6 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32l412t8.pdf
 CSP 36 0.4
@@ -69174,6 +69300,20 @@ CSP 36 0.4
 36
 36
 Package_CSP
+ST_WLCSP-42_2.82x2.93mm_P0.40mm_Stagger
+ST WLCSP-42, ST Die ID 489, 2.82x2.93mm, 42 Ball, X-staggered 12x7 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32u073rc.pdf
+CSP 42 0.4
+0
+42
+42
+Package_CSP
+ST_WLCSP-42_2.93mmx2.82_P0.40mm_Stagger
+ST WLCSP-42, ST Die ID 489, 2.93x2.82mm, 42 Ball, X-staggered 12x7 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32u073rc.pdf
+CSP 42 0.4
+0
+42
+42
+Package_CSP
 ST_WLCSP-49_3.15x3.13mm_Layout7x7_P0.4mm
 ST WLCSP-49, ST die ID 468, 3.15x3.13mm, 49 Ball, 7x7 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32g431c6.pdf
 CSP 49 0.4
@@ -69405,6 +69545,13 @@ CSP 90 0.4
 90
 90
 Package_CSP
+ST_WLCSP-99_4.42x3.77mm_Layout9x11_P0.35mm
+ST WLCSP-99, ST die ID 415, 4.42x3.77mm, 99 Ball, 11x9 Layout, 0.35mm Pitch, https://www.st.com/resource/en/datasheet/stm32l476vg.pdf
+CSP 99 0.35
+0
+99
+99
+Package_CSP
 ST_WLCSP-100_4.40x4.38mm_Layout10x10_P0.4mm_Offcenter
 ST WLCSP-100, off-center ball grid, ST die ID 495, 4.4x4.38mm, 100 Ball, 10x10 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32wb55vc.pdf
 CSP 100 0.4
@@ -69447,6 +69594,13 @@ CSP 100 0.4
 100
 100
 Package_CSP
+ST_WLCSP-101_3.86x3.79mm_P0.35mm_Stagger
+ST WLCSP-101, ST Die ID 485, 3.86x3.79mm, 101 Ball, Y-staggered 11x19 Layout, 0.35mm Pitch, https://www.st.com/resource/en/datasheet/stm32h7r3v8.pdf
+CSP 101 0.35
+0
+101
+101
+Package_CSP
 ST_WLCSP-104_Die437
 WLCSP-104, 4.095x5.094mm, 104 Ball, 9x12 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32l152ze.pdf#page=127
 CSP 104 0.4
@@ -69573,6 +69727,13 @@ CSP 8 0.5
 8
 8
 Package_CSP
+WLCSP-9_1.21x1.22mm_P0.4mm
+WLCSP-9, 1.21x1.22mm, 9 Ball, 3x3 Layout, 0.4mm Pitch, https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/wlcspcb/cb_9_3.pdf
+CSP 9 0.4
+0
+9
+9
+Package_CSP
 WLCSP-12_1.56x1.56mm_P0.4mm
 WLCSP 12 1.56x1.56 https://ae-bst.resource.bosch.com/media/_tech/media/datasheets/BST-BMM150-DS001-01.pdf
 BMM150 WLCSP
@@ -69727,6 +69888,13 @@ DFN NoLead
 9
 7
 Package_DFN_QFN
+DFN-6-1EP_2x2mm_P0.5mm_EP0.7x1.6mm
+DFN, 6 Pin (http://www.junmintech.com/UploadFiles/Product/20211129145204_37021.pdf#page=10), generated with kicad-footprint-generator ipc_noLead_generator.py
+DFN NoLead
+0
+9
+7
+Package_DFN_QFN
 DFN-6-1EP_2x2mm_P0.5mm_EP0.61x1.42mm
 DC6 Package; 6-Lead Plastic DFN (2mm x 2mm) (see Linear Technology DFN_6_05-08-1703.pdf)
 DFN 0.5
@@ -69776,6 +69944,13 @@ DFN 0.4
 6
 6
 Package_DFN_QFN
+DFN-8-1EP_1.5x1.5mm_P0.4mm_EP0.7x1.2mm
+DFN, 8 Pin (https://www.kinet-ic.com/uploads/KTD2026-7-04h.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+DFN NoLead
+0
+13
+9
+Package_DFN_QFN
 DFN-8-1EP_2x2mm_P0.5mm_EP0.6x1.2mm
 DFN, 8 Pin (https://www.onsemi.com/pub/Collateral/506AQ.PDF), generated with kicad-footprint-generator ipc_noLead_generator.py
 DFN NoLead 506AQ
@@ -70084,13 +70259,6 @@ DFN NoLead
 24
 13
 Package_DFN_QFN
-DFN-12-1EP_3x3mm_P0.45mm_EP1.66x2.38mm
-DD Package; 12-Lead Plastic DFN (3mm x 3mm) (see Linear Technology DFN_12_05-08-1725.pdf)
-DFN 0.45
-0
-17
-13
-Package_DFN_QFN
 DFN-12-1EP_3x4mm_P0.5mm_EP1.7x3.3mm
 DE/UE Package; 12-Lead Plastic DFN (4mm x 3mm) (see Linear Technology DFN_12_05-08-1695.pdf)
 DFN 0.5
@@ -72709,6 +72877,20 @@ TQFN NoLead
 55
 41
 Package_DFN_QFN
+TQFN-44-1EP_7x7mm_P0.5mm_EP4.7x4.7mm
+TQFN, 44 Pin (https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/tqfn/21-0144.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+TQFN NoLead T4477+2 T4477+2C T4477+3
+0
+54
+45
+Package_DFN_QFN
+TQFN-44-1EP_7x7mm_P0.5mm_EP4.7x4.7mm_ThermalVias
+TQFN, 44 Pin (https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/tqfn/21-0144.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+TQFN NoLead T4477+2 T4477+2C T4477+3
+0
+71
+45
+Package_DFN_QFN
 TQFN-48-1EP_7x7mm_P0.5mm_EP5.1x5.1mm
 TQFN, 48 Pin (https://pdfserv.maximintegrated.com/package_dwgs/21-0144.PDF), generated with kicad-footprint-generator ipc_noLead_generator.py
 TQFN NoLead
@@ -75453,6 +75635,20 @@ LSOP 2.54mm 300mil
 8
 8
 Package_DIP
+IXYS_Flatpak-8_6.3x9.7mm_P2.54mm
+IXYS  Flatpak, 8 Pin (https://www.littelfuse.com/media?resourcetype=datasheets&itemid=996c6e8f-cc1b-44f6-811e-251c6e004c56&filename=littelfuse-integrated-circuits-loc112-datasheet), generated with kicad-footprint-generator ipc_gullwing_generator.py
+IXYS Flatpak DIP
+0
+8
+8
+Package_DIP
+IXYS_SMD-8_6.3x9.7mm_P2.54mm
+IXYS  Flatpak, 8 Pin (https://www.littelfuse.com/media?resourcetype=datasheets&itemid=996c6e8f-cc1b-44f6-811e-251c6e004c56&filename=littelfuse-integrated-circuits-loc112-datasheet), generated with kicad-footprint-generator ipc_gullwing_generator.py
+IXYS Flatpak DIP
+0
+8
+8
+Package_DIP
 PowerIntegrations_PDIP-8B
 Power Integrations variant of 8-lead though-hole mounted DIP package, row spacing 7.62 mm (300 mils), LongPads, see https://www.power.com/sites/default/files/product-docs/lnk520.pdf
 THT DIP DIL PDIP 2.54mm 7.62mm 300mil LongPads
@@ -76153,13 +76349,6 @@ PLCC LCC
 32
 32
 Package_LCC
-PLCC-32_SMD-Socket
-540-88-032-17-400-1
-Connector
-0
-32
-32
-Package_LCC
 PLCC-32_THT-Socket
 PLCC, 32 pins, through hole, http://www.assmann-wsw.com/fileadmin/datasheets/ASS_0981_CO.pdf
 plcc leaded
@@ -78141,6 +78330,13 @@ SO SOIC 2.54
 4
 4
 Package_SO
+SO-5-6_4.55x3.7mm_P1.27mm
+SO, 5 Pin (https://toshiba.semicon-storage.com/us/semiconductor/design-development/package/detail.5pin%20SO6.html), generated with kicad-footprint-generator ipc_gullwing_generator.py
+SO SO TLP2310 Toshiba
+0
+5
+5
+Package_SO
 SO-5_4.4x3.6mm_P1.27mm
 5-Lead Plastic Small Outline (SO), see https://docs.broadcom.com/cs/Satellite?blobcol=urldata&blobheader=application%2Fpdf&blobheadername1=Content-Disposition&blobheadername2=Content-Type&blobheadername3=MDT-Type&blobheadervalue1=attachment%3Bfilename%3DIPD-Selection-Guide_AV00-0254EN_030617.pdf&blobheadervalue2=application%2Fx-download&blobheadervalue3=abinary%253B%2Bcharset%253DUTF-8&blobkey=id&blobnocache=true&blobtable=MungoBlobs&blobwhere=1430884105675&ssbinary=true
 SO SOIC 1.27
@@ -78610,6 +78806,13 @@ SOP SO
 24
 24
 Package_SO
+SOP-28_8.4x18.16mm_P1.27mm
+SOP, 28 Pin (https://www.issi.com/WW/pdf/62-65C256AL.pdf#page=12), generated with kicad-footprint-generator ipc_gullwing_generator.py
+SOP SO
+0
+28
+28
+Package_SO
 SOP-44_12.6x28.5mm_P1.27mm
 SOP, 44 Pin (https://www.mxic.com.tw/Lists/Datasheet/Attachments/8177/MX23C6410,%205V,%2064Mb,%20v3.1.pdf#page=5), generated with kicad-footprint-generator ipc_gullwing_generator.py
 SOP SO
@@ -79583,6 +79786,13 @@ TSSOP SO
 100
 100
 Package_SO
+Texas_DYY0016A_TSOT-23-16_4.2x2.0mm_P0.5mm
+TSSOP, 16 Pin (https://www.ti.com/lit/ds/symlink/tmux1574.pdf), generated with kicad-footprint-generator ipc_gullwing_generator.py
+TSSOP SO
+0
+16
+16
+Package_SO
 Texas_HSOP-8-1EP_3.9x4.9mm_P1.27mm
 Texas Instruments HSOP 9, 1.27mm pitch, 3.9x4.9mm body, exposed pad, DDA0008J (http://www.ti.com/lit/ds/symlink/tps5430.pdf)
 HSOP 1.27
@@ -80318,6 +80528,20 @@ WSON-12
 19
 13
 Package_SON
+WSON-12-1EP_3x3mm_P0.5mm_EP1.5x2.5mm
+WSON, 12 Pin (https://www.ti.com/lit/ds/symlink/tps63710.pdf#page=33), generated with kicad-footprint-generator ipc_noLead_generator.py
+WSON NoLead
+0
+17
+13
+Package_SON
+WSON-12-1EP_3x3mm_P0.5mm_EP1.5x2.5mm_ThermalVias
+WSON, 12 Pin (https://www.ti.com/lit/ds/symlink/tps63710.pdf#page=33), generated with kicad-footprint-generator ipc_noLead_generator.py
+WSON NoLead
+0
+24
+13
+Package_SON
 WSON-12-1EP_4x4mm_P0.5mm_EP2.6x3mm
 WSON, 12 Pin (http://www.ti.com/lit/ds/symlink/ldc1312.pdf#page=62), generated with kicad-footprint-generator ipc_noLead_generator.py
 WSON NoLead
@@ -80346,6 +80570,13 @@ WSON-16 3.3 x 1.35mm  Pitch 0.4mm
 20
 17
 Package_SON
+Winbond_USON-8-1EP_3x2mm_P0.5mm_EP0.2x1.6mm
+Winbond  USON, 8 Pin (https://www.lcsc.com/datasheet/lcsc_datasheet_2205122030_Winbond-Elec-W25Q16JVUXIQ_C2843335.pdf#page=66f), generated with kicad-footprint-generator ipc_noLead_generator.py
+Winbond USON NoLead
+0
+10
+9
+Package_SON
 X2SON-8_1.4x1mm_P0.35mm
 X2SON-8 1.4x1mm Pitch0.35mm http://www.ti.com/lit/ds/symlink/pca9306.pdf
 X2SON-8 1.4x1mm Pitch0.35mm
@@ -82244,43 +82475,43 @@ TO-100-10_Window Window
 10
 Package_TO_SOT_THT
 TO-126-2_Horizontal_TabDown
-TO-126-2, Horizontal, RM 5.08mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf
+TO-126-2, Horizontal, RM 5.08mm, see https://www.caddock.com/online_catalog/mrktg_lit/MP9000_Series.pdf
 TO-126-2 Horizontal RM 5.08mm
 0
 2
 2
 Package_TO_SOT_THT
 TO-126-2_Horizontal_TabUp
-TO-126-2, Horizontal, RM 5.08mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf
+TO-126-2, Horizontal, RM 5.08mm, see https://www.caddock.com/online_catalog/mrktg_lit/MP9000_Series.pdf
 TO-126-2 Horizontal RM 5.08mm
 0
 2
 2
 Package_TO_SOT_THT
 TO-126-2_Vertical
-TO-126-2, Vertical, RM 5.08mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf
+TO-126-2, Vertical, RM 5.08mm, see https://www.caddock.com/online_catalog/mrktg_lit/MP9000_Series.pdf
 TO-126-2 Vertical RM 5.08mm
 0
 2
 2
 Package_TO_SOT_THT
 TO-126-3_Horizontal_TabDown
-TO-126-3, Horizontal, RM 2.54mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf
-TO-126-3 Horizontal RM 2.54mm
+TO-126-3, Horizontal, RM 2.28mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf
+TO-126-3 Horizontal RM 2.28mm
 0
 3
 3
 Package_TO_SOT_THT
 TO-126-3_Horizontal_TabUp
-TO-126-3, Horizontal, RM 2.54mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf
-TO-126-3 Horizontal RM 2.54mm
+TO-126-3, Horizontal, RM 2.28mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf
+TO-126-3 Horizontal RM 2.28mm
 0
 3
 3
 Package_TO_SOT_THT
 TO-126-3_Vertical
-TO-126-3, Vertical, RM 2.54mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf
-TO-126-3 Vertical RM 2.54mm
+TO-126-3, Vertical, RM 2.28mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf
+TO-126-3 Vertical RM 2.28mm
 0
 3
 3
@@ -83929,6 +84160,20 @@ Potentiometer vertical Vishay T73YP
 0
 3
 3
+Potentiometer_THT
+Potentiometer_Vishay_T93XA_Horizontal
+Potentiometer, horizontal, Vishay, https://www.vishay.com/docs/51026/t93.pdf, 3/8" x 3/8" x 3/16" (9.7 x 9.8 x 5mm max.)
+Potentiometer horizontal vishay
+0
+3
+3
+Potentiometer_THT
+Potentiometer_Vishay_T93YA_Vertical
+Potentiometer, vertical, Vishay, https://www.vishay.com/docs/51026/t93.pdf
+Potentiometer vertical vishay
+0
+3
+3
 RF
 Skyworks_SKY13575_639LF
 http://www.skyworksinc.com/uploads/documents/SKY13575_639LF_203270D.pdf
@@ -84735,6 +84980,13 @@ Bluetooth BLE NFC
 39
 39
 RF_Module
+MCU_Seeed_ESP32C3
+ESP32C3 Seeed Xiao RF Wifi Shield (https://www.seeedstudio.com/blog/wp-content/uploads/2022/08/Seeed-Studio-XIAO-Series-Package-and-PCB-Design.pdf)
+wifi bluetooth microcontroller
+0
+27
+23
+RF_Module
 MOD-nRF8001
 BLE module, https://www.olimex.com/Products/Modules/RF/MOD-nRF8001/
 BLE module
@@ -85365,6 +85617,20 @@ Omron G5V-2 Relay DPDT
 8
 8
 Relay_THT
+Relay_DPDT_Omron_G6A
+DPDT signal relay, Omron G6A/G6AU, 20x9.9x8.2mm https://omronfs.omron.com/en_US/ecb/products/pdf/en-g6a.pdf
+Omron G6A Relay DPDT
+0
+8
+8
+Relay_THT
+Relay_DPDT_Omron_G6AK
+DPDT signal relay, double-winding latching, Omron G6AK, 20x9.9x8.2mm https://omronfs.omron.com/en_US/ecb/products/pdf/en-g6a.pdf
+Omron G6AK Relay DPDT
+0
+10
+10
+Relay_THT
 Relay_DPDT_Omron_G6H-2
 Omron relay G6H-2, see http://cdn-reichelt.de/documents/datenblatt/C300/G6H%23OMR.pdf
 Omron relay G6H-2
@@ -85526,6 +85792,27 @@ Relay SPDT IM-relay HJR-4102
 6
 6
 Relay_THT
+Relay_SPDT_Hongfa_HF3F-L-xx-1ZL1T
+Hongfa subminature high power latching relay 5, 6, 9, 12, 24, 48VDC. 10A switching current, Form-C https://source.hongfa.com//Api/DownloadPdf/362
+relays Hongfa form-c 1-coil 
+0
+5
+5
+Relay_THT
+Relay_SPDT_Hongfa_HF3F-L-xx-1ZL2T
+Hongfa subminature high power latching relay 5, 6, 9, 12, 24, 48VDC. 10A switching current, Form-C https://source.hongfa.com//Api/DownloadPdf/362
+relays Hongfa form-c 2-coil 
+0
+6
+6
+Relay_THT
+Relay_SPDT_Hongfa_HF3F-L-xx-1ZL2T-R
+Hongfa subminature high power latching relay 5, 6, 9, 12, 24, 48VDC. 10A switching current, reverse polarity, Form-C https://source.hongfa.com//Api/DownloadPdf/362
+relays Hongfa form-c 2-coil reverse-polarity
+0
+6
+6
+Relay_THT
 Relay_SPDT_HsinDa_Y14
 http://www.hsinda.com.tw/upload/file/Y14-20200430135145.pdf
 Relay Y14
@@ -85680,6 +85967,27 @@ Finder 32.21-x300 Relay SPST
 4
 4
 Relay_THT
+Relay_SPST_Hongfa_HF3F-L-xx-1HL1T
+Hongfa subminature high power latching relay 5, 6, 9, 12, 24, 48VDC. 15A switching current, Form-A https://source.hongfa.com//Api/DownloadPdf/362
+relays Hongfa form-a 1-coil 
+0
+4
+4
+Relay_THT
+Relay_SPST_Hongfa_HF3F-L-xx-1HL2T
+Hongfa subminature high power latching relay 5, 6, 9, 12, 24, 48VDC. 15A switching current, Form-A https://source.hongfa.com//Api/DownloadPdf/362
+relays Hongfa form-a 2-coil 
+0
+5
+5
+Relay_THT
+Relay_SPST_Hongfa_HF3F-L-xx-1HL2T-R
+Hongfa subminature high power latching relay 5, 6, 9, 12, 24, 48VDC. 15A switching current, Form-A, reverse polarity, https://source.hongfa.com//Api/DownloadPdf/362
+relays Hongfa form-a 2-coil reverse-polarity
+0
+5
+5
+Relay_THT
 Relay_SPST_Omron-G5Q-1A
 Relay SPST-NO Omron Serie G5Q, http://omronfs.omron.com/en_US/ecb/products/pdf/en-g5q.pdf
 Relay SPST-NO Omron Serie G5Q
@@ -85708,6 +86016,13 @@ Omron G5NB Relay SPST-NO
 4
 4
 Relay_THT
+Relay_SPST_Omron_G5PZ
+Relay Omron G5PZ, see https://components.omron.com/us-en/sites/components.omron.com.us/files/datasheet_pdf/K320-E1.pdf
+Relay Omron G5PZ
+0
+4
+4
+Relay_THT
 Relay_SPST_Panasonic_ADW11
 Panasonic power relay, SPST, latching, 10x24mm, 18.8mm height, https://api.pim.na.industrial.panasonic.com/file_stream/main/fileversion/270
 Panasonic Relay SPST
@@ -87185,6 +87500,48 @@ rotary encoder
 7
 6
 Rotary_Encoder
+RotaryEncoder_Bourns_Horizontal_PEL12D-2x16F-Sxxxx
+Rotary encoder with switch and illuminated 4mm shaft, dual-led, https://www.bourns.com/docs/product-datasheets/PEL12D.pdf
+rotary encoder illuminated switch horizontal
+0
+9
+8
+Rotary_Encoder
+RotaryEncoder_Bourns_Horizontal_PEL12D-2x18F-Sxxxx
+Rotary encoder with switch and illuminated 6mm shaft, dual-led, https://www.bourns.com/docs/product-datasheets/PEL12D.pdf
+rotary encoder illuminated switch horizontal
+0
+9
+8
+Rotary_Encoder
+RotaryEncoder_Bourns_Horizontal_PEL12D-2x21F-Sxxxx
+Rotary encoder with switch and illuminated 8mm shaft, dual-led, https://www.bourns.com/docs/product-datasheets/PEL12D.pdf
+rotary encoder illuminated switch horizontal
+0
+9
+8
+Rotary_Encoder
+RotaryEncoder_Bourns_Horizontal_PEL12D-2x25S-Sxxxx
+Rotary encoder with switch and illuminated shaft, dual-led, https://www.bourns.com/docs/product-datasheets/PEL12D.pdf
+rotary encoder illuminated switch horizontal
+0
+9
+8
+Rotary_Encoder
+RotaryEncoder_Bourns_Horizontal_PEL12D-2x26F-Sxxxx
+Rotary encoder with switch and illuminated 13mm shaft, dual-led, https://www.bourns.com/docs/product-datasheets/PEL12D.pdf
+rotary encoder illuminated switch horizontal
+0
+9
+8
+Rotary_Encoder
+RotaryEncoder_Bourns_Horizontal_PEL12D-2x31F-Sxxxx
+Rotary encoder with switch and illuminated 18mm shaft, dual-led, https://www.bourns.com/docs/product-datasheets/PEL12D.pdf
+rotary encoder illuminated switch horizontal
+0
+9
+8
+Rotary_Encoder
 RotaryEncoder_Bourns_Vertical_PEC12R-3x17F-Nxxxx
 Bourns rotary encoder, PEC12R, without switch, with bushing, vertical shaft, 17.5mm shaft, https://www.bourns.com/docs/product-datasheets/pec12r.pdf
 rotary encoder
@@ -87198,6 +87555,20 @@ rotary encoder
 0
 7
 6
+Rotary_Encoder
+RotaryEncoder_Bourns_Vertical_PEL12D-4x25S-Sxxxx
+Rotary encoder with switch and illuminated 13mm shaft, dual-led, https://www.bourns.com/docs/product-datasheets/PEL12D.pdf
+rotary encoder illuminated switch vertical
+0
+9
+8
+Rotary_Encoder
+RotaryEncoder_Bourns_Vertical_PEL12D-4xxxF-Sxxxx
+Rotary encoder with switch and illuminated 4,6,8,13,18mm shaft, dual-led, https://www.bourns.com/docs/product-datasheets/PEL12D.pdf
+rotary encoder illuminated switch vertical
+0
+9
+8
 Sensor
 ASAIR_AM2302_P2.54mm_Lead2.75mm_TabDown
 Temperature and humidity module, http://akizukidenshi.com/download/ds/aosong/AM2302.pdf
@@ -87839,6 +88210,41 @@ Socket
 Wells_648-0482211SA01
 https://www.farnell.com/cad/316865.pdf?_ga=2.37208032.177107060.1530611323-249019997.1498114824
 48pin TSOP Socket
+0
+48
+48
+Studio 8502
+DIP-32_W15.24mm_Socket_LongPads+TSOPII-32
+
+
+0
+64
+32
+Studio 8502
+DIPP-40 (Male)
+
+
+0
+40
+40
+Studio 8502
+DIPP-48 (Female - Horizontal)
+
+
+0
+48
+48
+Studio 8502
+DIPP-48 (Female)
+
+
+0
+48
+48
+Studio 8502
+DIPP-48 (Male)
+
+
 0
 48
 48
@@ -88886,6 +89292,160 @@ Wuerth WR-TBL Series 3114 terminal block pitch 7.62mm
 2
 2
 TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-2P_1x02_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-2P, 2 pins, pitch 2.54mm, size 5.58x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-2P pitch 2.54mm size 5.58x6.5mm^2 drill 1.2mm pad 2mm
+0
+2
+2
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-3P_1x03_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-3P, 3 pins, pitch 2.54mm, size 8.12x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-3P pitch 2.54mm size 8.12x6.5mm^2 drill 1.2mm pad 2mm
+0
+3
+3
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-4P_1x04_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-4P, 4 pins, pitch 2.54mm, size 10.7x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-4P pitch 2.54mm size 10.7x6.5mm^2 drill 1.2mm pad 2mm
+0
+4
+4
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-5P_1x05_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-5P, 5 pins, pitch 2.54mm, size 13.2x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-5P pitch 2.54mm size 13.2x6.5mm^2 drill 1.2mm pad 2mm
+0
+5
+5
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-6P_1x06_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-6P, 6 pins, pitch 2.54mm, size 15.7x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-6P pitch 2.54mm size 15.7x6.5mm^2 drill 1.2mm pad 2mm
+0
+6
+6
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-7P_1x07_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-7P, 7 pins, pitch 2.54mm, size 18.3x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-7P pitch 2.54mm size 18.3x6.5mm^2 drill 1.2mm pad 2mm
+0
+7
+7
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-8P_1x08_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-8P, 8 pins, pitch 2.54mm, size 20.8x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-8P pitch 2.54mm size 20.8x6.5mm^2 drill 1.2mm pad 2mm
+0
+8
+8
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-9P_1x09_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-9P, 9 pins, pitch 2.54mm, size 23.4x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-9P pitch 2.54mm size 23.4x6.5mm^2 drill 1.2mm pad 2mm
+0
+9
+9
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-10P_1x10_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-10P, 10 pins, pitch 2.54mm, size 25.9x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-10P pitch 2.54mm size 25.9x6.5mm^2 drill 1.2mm pad 2mm
+0
+10
+10
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-11P_1x11_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-11P, 11 pins, pitch 2.54mm, size 28.4x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-11P pitch 2.54mm size 28.4x6.5mm^2 drill 1.2mm pad 2mm
+0
+11
+11
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-12P_1x12_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-12P, 12 pins, pitch 2.54mm, size 31x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-12P pitch 2.54mm size 31x6.5mm^2 drill 1.2mm pad 2mm
+0
+12
+12
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-13P_1x13_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-13P, 13 pins, pitch 2.54mm, size 33.5x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-13P pitch 2.54mm size 33.5x6.5mm^2 drill 1.2mm pad 2mm
+0
+13
+13
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-14P_1x14_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-14P, 14 pins, pitch 2.54mm, size 36.1x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-14P pitch 2.54mm size 36.1x6.5mm^2 drill 1.2mm pad 2mm
+0
+14
+14
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-15P_1x15_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-15P, 15 pins, pitch 2.54mm, size 38.6x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-15P pitch 2.54mm size 38.6x6.5mm^2 drill 1.2mm pad 2mm
+0
+15
+15
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-16P_1x16_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-16P, 16 pins, pitch 2.54mm, size 41.1x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-16P pitch 2.54mm size 41.1x6.5mm^2 drill 1.2mm pad 2mm
+0
+16
+16
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-17P_1x17_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-17P, 17 pins, pitch 2.54mm, size 43.7x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-17P pitch 2.54mm size 43.7x6.5mm^2 drill 1.2mm pad 2mm
+0
+17
+17
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-18P_1x18_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-18P, 18 pins, pitch 2.54mm, size 46.2x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-18P pitch 2.54mm size 46.2x6.5mm^2 drill 1.2mm pad 2mm
+0
+18
+18
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-19P_1x19_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-19P, 19 pins, pitch 2.54mm, size 48.8x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-19P pitch 2.54mm size 48.8x6.5mm^2 drill 1.2mm pad 2mm
+0
+19
+19
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-20P_1x20_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-20P, 20 pins, pitch 2.54mm, size 51.3x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-20P pitch 2.54mm size 51.3x6.5mm^2 drill 1.2mm pad 2mm
+0
+20
+20
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-21P_1x21_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-21P, 21 pins, pitch 2.54mm, size 53.8x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-21P pitch 2.54mm size 53.8x6.5mm^2 drill 1.2mm pad 2mm
+0
+21
+21
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-22P_1x22_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-22P, 22 pins, pitch 2.54mm, size 56.4x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-22P pitch 2.54mm size 56.4x6.5mm^2 drill 1.2mm pad 2mm
+0
+22
+22
+TerminalBlock
+TerminalBlock_Xinya_XY308-2.54-23P_1x23_P2.54mm_Horizontal
+Terminal Block Xinya XY308-2.54-23P, 23 pins, pitch 2.54mm, size 58.9x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya
+THT Terminal Block Xinya XY308-2.54-23P pitch 2.54mm size 58.9x6.5mm^2 drill 1.2mm pad 2mm
+0
+23
+23
+TerminalBlock
 TerminalBlock_bornier-2_P5.08mm
 simple 2-pin terminal block, pitch 5.08mm, revamped version of bornier2
 terminal block bornier2
diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Cu (MISC).gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Cu (MISC).gbr
index 1794f09..1becfdc 100644
--- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Cu (MISC).gbr	
+++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Cu (MISC).gbr	
@@ -1,12 +1,12 @@
 %TF.GenerationSoftware,KiCad,Pcbnew,8.0.2*%
-%TF.CreationDate,2024-04-30T21:26:34-04:00*%
+%TF.CreationDate,2024-05-02T20:32:31-04:00*%
 %TF.ProjectId,Prototype 4 (PTH),50726f74-6f74-4797-9065-203420285054,rev?*%
 %TF.SameCoordinates,Original*%
-%TF.FileFunction,Copper,L6,Bot*%
+%TF.FileFunction,Copper,L4,Bot*%
 %TF.FilePolarity,Positive*%
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.2) date 2024-04-30 21:26:34*
+G04 Created by KiCad (PCBNEW 8.0.2) date 2024-05-02 20:32:31*
 %MOMM*%
 %LPD*%
 G01*
@@ -59,11 +59,11 @@ G04 Aperture macros list end*
 %TA.AperFunction,ComponentPad*%
 %ADD19C,5.600000*%
 %TD*%
-%TA.AperFunction,ConnectorPad*%
-%ADD20R,7.000000X1.700000*%
+%TA.AperFunction,ComponentPad*%
+%ADD20RoundRect,0.249999X0.525001X-0.525001X0.525001X0.525001X-0.525001X0.525001X-0.525001X-0.525001X0*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD21C,1.000000*%
+%ADD21C,1.550000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
 %ADD22R,2.000000X2.000000*%
@@ -90,28 +90,28 @@ G04 Aperture macros list end*
 %ADD29R,1.600000X1.600000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD30R,1.905000X2.000000*%
+%ADD30R,10.000000X5.500000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD31O,1.905000X2.000000*%
+%ADD31R,1.905000X2.000000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD32C,1.700000*%
+%ADD32O,1.905000X2.000000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD33R,1.422400X1.422400*%
+%ADD33C,1.700000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD34C,1.422400*%
+%ADD34R,1.422400X1.422400*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD35C,2.010000*%
+%ADD35C,1.422400*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD36C,4.000000*%
+%ADD36C,2.010000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD37O,1.600000X1.600000*%
+%ADD37C,4.000000*%
 %TD*%
 %TA.AperFunction,ViaPad*%
 %ADD38C,0.450000*%
@@ -129,16 +129,16 @@ G04 Aperture macros list end*
 %ADD42C,0.400000*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD43C,0.500000*%
+%ADD43C,0.150000*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD44C,0.150000*%
+%ADD44C,1.000000*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD45C,1.000000*%
+%ADD45C,2.000000*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD46C,2.000000*%
+%ADD46C,0.500000*%
 %TD*%
 G04 APERTURE END LIST*
 D10*
@@ -167,6 +167,25 @@ X195918531Y-187826827D03*
 %TO.N,GND*%
 X195918531Y-192826827D03*
 %TD*%
+D10*
+%TO.P,R36,1*%
+%TO.N,/GREEN*%
+X207855852Y-82822679D03*
+D11*
+%TO.P,R36,2*%
+%TO.N,/G2*%
+X207855852Y-90442679D03*
+%TD*%
+D10*
+%TO.P,R38,1*%
+%TO.N,/GREEN*%
+X202775852Y-82822679D03*
+D11*
+%TO.P,R38,2*%
+%TO.N,/G0*%
+X202775852Y-90442679D03*
+%TD*%
+D12*
 %TO.P,C18,1*%
 %TO.N,+3.3V*%
 X241828173Y-208960000D03*
@@ -201,15 +220,6 @@ D11*
 %TO.N,/VSYNC*%
 X210395852Y-90442679D03*
 %TD*%
-D10*
-%TO.P,R32,1*%
-%TO.N,GND*%
-X204680852Y-70218531D03*
-D11*
-%TO.P,R32,2*%
-%TO.N,Net-(R32-Pad2)*%
-X204680852Y-77838531D03*
-%TD*%
 D12*
 %TO.P,C19,1*%
 %TO.N,+3.3V*%
@@ -227,15 +237,6 @@ D11*
 %TO.N,+3.3V*%
 X167761704Y-177395358D03*
 %TD*%
-D10*
-%TO.P,R33,1*%
-%TO.N,GND*%
-X238335852Y-77421827D03*
-D11*
-%TO.P,R33,2*%
-%TO.N,Net-(R33-Pad2)*%
-X238335852Y-69801827D03*
-%TD*%
 D13*
 %TO.P,J2,1,Pin_1*%
 %TO.N,+3.3V*%
@@ -282,15 +283,6 @@ X234870000Y-162480000D03*
 %TO.N,GND*%
 X234870000Y-165020000D03*
 %TD*%
-D10*
-%TO.P,R56,1*%
-%TO.N,Net-(R44-Pad2)*%
-X218668173Y-71488531D03*
-D11*
-%TO.P,R56,2*%
-%TO.N,/GREEN*%
-X218668173Y-63868531D03*
-%TD*%
 D12*
 %TO.P,C20,1*%
 %TO.N,+3.3V*%
@@ -312,15 +304,6 @@ D18*
 %TO.N,unconnected-(J7-MountPin-Pad3)*%
 X103228531Y-59981827D03*
 %TD*%
-D10*
-%TO.P,R37,1*%
-%TO.N,Net-(R31-Pad2)*%
-X225506704Y-77700358D03*
-D11*
-%TO.P,R37,2*%
-%TO.N,Net-(R37-Pad2)*%
-X217886704Y-77700358D03*
-%TD*%
 D19*
 %TO.P,H6,1,1*%
 %TO.N,GND*%
@@ -345,10 +328,10 @@ X241828173Y-196453531D03*
 %TD*%
 %TO.P,C15,1*%
 %TO.N,+3.3V*%
-X103177518Y-93309624D03*
+X103177518Y-99659624D03*
 %TO.P,C15,2*%
 %TO.N,GND*%
-X108177518Y-93309624D03*
+X103177518Y-94659624D03*
 %TD*%
 D14*
 %TO.P,J10,1,Pin_1*%
@@ -362,291 +345,197 @@ X241623621Y-214714071D03*
 D20*
 %TO.P,J12,a1,Pin_a1*%
 %TO.N,GND*%
-X82760852Y-193312679D03*
+X91870035Y-191757726D03*
 D21*
-X90380852Y-192042679D03*
-D20*
 %TO.P,J12,a2,Pin_a2*%
 %TO.N,+3.3V*%
-X82760852Y-190772679D03*
-D21*
-X90380852Y-189502679D03*
-D20*
+X91870035Y-189217726D03*
 %TO.P,J12,a3,Pin_a3*%
 %TO.N,/A1*%
-X82760852Y-188232679D03*
-D21*
-X90380852Y-186962679D03*
-D20*
+X91870035Y-186677726D03*
 %TO.P,J12,a4,Pin_a4*%
 %TO.N,/A3*%
-X82760852Y-185692679D03*
-D21*
-X90380852Y-184422679D03*
-D20*
+X91870035Y-184137726D03*
 %TO.P,J12,a5,Pin_a5*%
 %TO.N,/A5*%
-X82760852Y-183152679D03*
-D21*
-X90380852Y-181882679D03*
-D20*
+X91870035Y-181597726D03*
 %TO.P,J12,a6,Pin_a6*%
 %TO.N,/A7*%
-X82760852Y-180612679D03*
-D21*
-X90380852Y-179342679D03*
-D20*
+X91870035Y-179057726D03*
 %TO.P,J12,a7,Pin_a7*%
 %TO.N,/A9*%
-X82760852Y-178072679D03*
-D21*
-X90380852Y-176802679D03*
-D20*
+X91870035Y-176517726D03*
 %TO.P,J12,a8,Pin_a8*%
 %TO.N,/A11*%
-X82760852Y-175532679D03*
-D21*
-X90380852Y-174262679D03*
-D20*
+X91870035Y-173977726D03*
 %TO.P,J12,a9,Pin_a9*%
 %TO.N,/A13*%
-X82760852Y-172992679D03*
-D21*
-X90380852Y-171722679D03*
-D20*
+X91870035Y-171437726D03*
 %TO.P,J12,a10,Pin_a10*%
 %TO.N,/A15*%
-X82760852Y-170452679D03*
-D21*
-X90380852Y-169182679D03*
-D20*
+X91870035Y-168897726D03*
 %TO.P,J12,a11,Pin_a11*%
 %TO.N,/A17*%
-X82760852Y-167912679D03*
-D21*
-X90380852Y-166642679D03*
-D20*
+X91870035Y-166357726D03*
 %TO.P,J12,a12,Pin_a12*%
 %TO.N,/A19*%
-X82760852Y-165372679D03*
-D21*
-X90380852Y-164102679D03*
-D20*
+X91870035Y-163817726D03*
 %TO.P,J12,a13,Pin_a13*%
 %TO.N,/A21*%
-X82760852Y-162832679D03*
-D21*
-X90380852Y-161562679D03*
-D20*
+X91870035Y-161277726D03*
 %TO.P,J12,a14,Pin_a14*%
 %TO.N,/A23*%
-X82760852Y-160292679D03*
-D21*
-X90380852Y-159022679D03*
-D20*
+X91870035Y-158737726D03*
 %TO.P,J12,a15,Pin_a15*%
 %TO.N,/D1*%
-X82760852Y-157752679D03*
-D21*
-X90380852Y-156482679D03*
-D20*
+X91870035Y-156197726D03*
 %TO.P,J12,a16,Pin_a16*%
 %TO.N,/D3*%
-X82760852Y-155212679D03*
-D21*
-X90380852Y-153942679D03*
-D20*
+X91870035Y-153657726D03*
 %TO.P,J12,a17,Pin_a17*%
 %TO.N,/D5*%
-X82760852Y-152672679D03*
-D21*
-X90380852Y-151402679D03*
-D20*
+X91870035Y-151117726D03*
 %TO.P,J12,a18,Pin_a18*%
 %TO.N,GND*%
-X82760852Y-150132679D03*
-D21*
-X90380852Y-148862679D03*
-D20*
+X91870035Y-148577726D03*
 %TO.P,J12,a19,Pin_a19*%
 %TO.N,/~{WR}*%
-X82760852Y-147592679D03*
-D21*
-X90380852Y-146322679D03*
-D20*
+X91870035Y-146037726D03*
 %TO.P,J12,a20,Pin_a20*%
 %TO.N,/~{RAM}1*%
-X82760852Y-145052679D03*
-D21*
-X90380852Y-143782679D03*
-D20*
+X91870035Y-143497726D03*
 %TO.P,J12,a21,Pin_a21*%
 %TO.N,/BE*%
-X82760852Y-142512679D03*
-D21*
-X90380852Y-141242679D03*
-D20*
+X91870035Y-140957726D03*
 %TO.P,J12,a22,Pin_a22*%
 %TO.N,/~{CS}7*%
-X82760852Y-139972679D03*
-D21*
-X90380852Y-138702679D03*
-D20*
+X91870035Y-138417726D03*
 %TO.P,J12,a23,Pin_a23*%
 %TO.N,/RUN*%
-X82760852Y-137432679D03*
-D21*
-X90380852Y-136162679D03*
-D20*
+X91870035Y-135877726D03*
 %TO.P,J12,a24,Pin_a24*%
 %TO.N,/~{IRQ}*%
-X82760852Y-134892679D03*
-D21*
-X90380852Y-133622679D03*
-D20*
+X91870035Y-133337726D03*
 %TO.P,J12,a25,Pin_a25*%
 %TO.N,/~{VIRQ}*%
-X82760852Y-132352679D03*
-D21*
-X90380852Y-131082679D03*
-D20*
+X91870035Y-130797726D03*
 %TO.P,J12,a26,Pin_a26*%
 %TO.N,/~{NMI}*%
-X82760852Y-129812679D03*
-D21*
-X90380852Y-128542679D03*
-D20*
+X91870035Y-128257726D03*
 %TO.P,J12,a27,Pin_a27*%
 %TO.N,/I2C_SCL*%
-X82760852Y-127272679D03*
-D21*
-X90380852Y-126002679D03*
-D20*
+X91870035Y-125717726D03*
 %TO.P,J12,a28,Pin_a28*%
 %TO.N,/I2C_SDA*%
-X82760852Y-124732679D03*
-D21*
-X90380852Y-123462679D03*
-D20*
+X91870035Y-123177726D03*
 %TO.P,J12,a29,Pin_a29*%
 %TO.N,/SNES_LATCH*%
-X82760852Y-122192679D03*
-D21*
-X90380852Y-120922679D03*
-D20*
+X91870035Y-120637726D03*
 %TO.P,J12,a30,Pin_a30*%
 %TO.N,/SNES_CLK*%
-X82760852Y-119652679D03*
-D21*
-X90380852Y-118382679D03*
-D20*
+X91870035Y-118097726D03*
 %TO.P,J12,a31,Pin_a31*%
 %TO.N,+3.3V*%
-X82760852Y-117112679D03*
-D21*
-X90380852Y-115842679D03*
-D20*
+X91870035Y-115557726D03*
 %TO.P,J12,a32,Pin_a32*%
 %TO.N,GND*%
-X82760852Y-114572679D03*
-D21*
-X90380852Y-113302679D03*
+X91870035Y-113017726D03*
 %TO.P,J12,b1,Pin_b1*%
 %TO.N,/PHI2*%
-X87840852Y-193312679D03*
+X94410035Y-191757726D03*
 %TO.P,J12,b2,Pin_b2*%
 %TO.N,/~{RES}*%
-X87840852Y-190772679D03*
+X94410035Y-189217726D03*
 %TO.P,J12,b3,Pin_b3*%
 %TO.N,/A0*%
-X87840852Y-188232679D03*
+X94410035Y-186677726D03*
 %TO.P,J12,b4,Pin_b4*%
 %TO.N,/A2*%
-X87840852Y-185692679D03*
+X94410035Y-184137726D03*
 %TO.P,J12,b5,Pin_b5*%
 %TO.N,/A4*%
-X87840852Y-183152679D03*
+X94410035Y-181597726D03*
 %TO.P,J12,b6,Pin_b6*%
 %TO.N,/A6*%
-X87840852Y-180612679D03*
+X94410035Y-179057726D03*
 %TO.P,J12,b7,Pin_b7*%
 %TO.N,/A8*%
-X87840852Y-178072679D03*
+X94410035Y-176517726D03*
 %TO.P,J12,b8,Pin_b8*%
 %TO.N,/A10*%
-X87840852Y-175532679D03*
+X94410035Y-173977726D03*
 %TO.P,J12,b9,Pin_b9*%
 %TO.N,/A12*%
-X87840852Y-172992679D03*
+X94410035Y-171437726D03*
 %TO.P,J12,b10,Pin_b10*%
 %TO.N,/A14*%
-X87840852Y-170452679D03*
+X94410035Y-168897726D03*
 %TO.P,J12,b11,Pin_b11*%
 %TO.N,/A16*%
-X87840852Y-167912679D03*
+X94410035Y-166357726D03*
 %TO.P,J12,b12,Pin_b12*%
 %TO.N,/A18*%
-X87840852Y-165372679D03*
+X94410035Y-163817726D03*
 %TO.P,J12,b13,Pin_b13*%
 %TO.N,/A20*%
-X87840852Y-162832679D03*
+X94410035Y-161277726D03*
 %TO.P,J12,b14,Pin_b14*%
 %TO.N,/A22*%
-X87840852Y-160292679D03*
+X94410035Y-158737726D03*
 %TO.P,J12,b15,Pin_b15*%
 %TO.N,/D0*%
-X87840852Y-157752679D03*
+X94410035Y-156197726D03*
 %TO.P,J12,b16,Pin_b16*%
 %TO.N,/D2*%
-X87840852Y-155212679D03*
+X94410035Y-153657726D03*
 %TO.P,J12,b17,Pin_b17*%
 %TO.N,/D4*%
-X87840852Y-152672679D03*
+X94410035Y-151117726D03*
 %TO.P,J12,b18,Pin_b18*%
 %TO.N,/D6*%
-X87840852Y-150132679D03*
+X94410035Y-148577726D03*
 %TO.P,J12,b19,Pin_b19*%
 %TO.N,/D7*%
-X87840852Y-147592679D03*
+X94410035Y-146037726D03*
 %TO.P,J12,b20,Pin_b20*%
 %TO.N,/~{RD}*%
-X87840852Y-145052679D03*
+X94410035Y-143497726D03*
 %TO.P,J12,b21,Pin_b21*%
 %TO.N,/~{ROM}1*%
-X87840852Y-142512679D03*
+X94410035Y-140957726D03*
 %TO.P,J12,b22,Pin_b22*%
 %TO.N,/~{CS}6*%
-X87840852Y-139972679D03*
+X94410035Y-138417726D03*
 %TO.P,J12,b23,Pin_b23*%
 %TO.N,/~{I{slash}O}1*%
-X87840852Y-137432679D03*
+X94410035Y-135877726D03*
 %TO.P,J12,b24,Pin_b24*%
 %TO.N,/BA*%
-X87840852Y-134892679D03*
+X94410035Y-133337726D03*
 %TO.P,J12,b25,Pin_b25*%
 %TO.N,/R{slash}~{W}*%
-X87840852Y-132352679D03*
+X94410035Y-130797726D03*
 %TO.P,J12,b26,Pin_b26*%
 %TO.N,/~{I{slash}O}0*%
-X87760852Y-129812679D03*
+X94410035Y-128257726D03*
 %TO.P,J12,b27,Pin_b27*%
 %TO.N,/SNES_DATA0*%
-X87760852Y-127272679D03*
+X94410035Y-125717726D03*
 %TO.P,J12,b28,Pin_b28*%
 %TO.N,/SNES_DATA1*%
-X87840852Y-124732679D03*
+X94410035Y-123177726D03*
 %TO.P,J12,b29,Pin_b29*%
 %TO.N,/SNES_DATA2*%
-X87840852Y-122192679D03*
+X94410035Y-120637726D03*
 %TO.P,J12,b30,Pin_b30*%
 %TO.N,/SNES_DATA3*%
-X87840852Y-119652679D03*
+X94410035Y-118097726D03*
 %TO.P,J12,b31,Pin_b31*%
 %TO.N,unconnected-(J12-Pin_b31-Padb31)*%
-X87840852Y-117112679D03*
+X94410035Y-115557726D03*
 %TO.P,J12,b32,Pin_b32*%
 %TO.N,+5V*%
-X87840852Y-114572679D03*
+X94410035Y-113017726D03*
 %TD*%
 D10*
 %TO.P,R30,1*%
@@ -672,15 +561,6 @@ X102611939Y-68273601D03*
 %TO.N,Net-(D6-Pad4)*%
 X102611939Y-73353601D03*
 %TD*%
-D10*
-%TO.P,R62,1*%
-%TO.N,/BLUE*%
-X225315000Y-62495000D03*
-D11*
-%TO.P,R62,2*%
-%TO.N,GND*%
-X232935000Y-62495000D03*
-%TD*%
 D24*
 %TO.P,U3,1,CLK/IN*%
 %TO.N,/PHI2*%
@@ -766,13 +646,13 @@ D11*
 X212935852Y-90442679D03*
 %TD*%
 D10*
-%TO.P,R42,1*%
-%TO.N,/B1*%
-X235795852Y-90442679D03*
+%TO.P,R35,1*%
+%TO.N,/GREEN*%
+X192615852Y-82822679D03*
 D11*
-%TO.P,R42,2*%
-%TO.N,Net-(R39-Pad2)*%
-X235795852Y-82822679D03*
+%TO.P,R35,2*%
+%TO.N,/G3*%
+X192615852Y-90442679D03*
 %TD*%
 D26*
 %TO.P,SW3,1,1*%
@@ -784,24 +664,6 @@ X138674121Y-220677140D03*
 X131054121Y-225757140D03*
 X138674121Y-225757140D03*
 %TD*%
-D10*
-%TO.P,R60,1*%
-%TO.N,/GREEN*%
-X221183173Y-71488531D03*
-D11*
-%TO.P,R60,2*%
-%TO.N,GND*%
-X221183173Y-63868531D03*
-%TD*%
-D10*
-%TO.P,R43,1*%
-%TO.N,Net-(R37-Pad2)*%
-X215475852Y-77838531D03*
-D11*
-%TO.P,R43,2*%
-%TO.N,Net-(R43-Pad2)*%
-X215475852Y-70218531D03*
-%TD*%
 D27*
 %TO.P,D3,1,K*%
 %TO.N,GND*%
@@ -812,6 +674,15 @@ D28*
 X206353173Y-215843531D03*
 %TD*%
 D10*
+%TO.P,R37,1*%
+%TO.N,/GREEN*%
+X205315852Y-82822679D03*
+D11*
+%TO.P,R37,2*%
+%TO.N,/G1*%
+X205315852Y-90442679D03*
+%TD*%
+D10*
 %TO.P,R9,1*%
 %TO.N,/BL3*%
 X221023531Y-211181827D03*
@@ -829,15 +700,6 @@ D11*
 %TO.N,+3.3V*%
 X185269413Y-175053272D03*
 %TD*%
-D10*
-%TO.P,R41,1*%
-%TO.N,/G1*%
-X205315852Y-90442679D03*
-D11*
-%TO.P,R41,2*%
-%TO.N,Net-(R38-Pad2)*%
-X205315852Y-82822679D03*
-%TD*%
 D14*
 %TO.P,J9,1,Pin_1*%
 %TO.N,/~{RES}*%
@@ -856,6 +718,15 @@ D11*
 %TO.N,+3.3V*%
 X174330000Y-192845000D03*
 %TD*%
+D10*
+%TO.P,R33,1*%
+%TO.N,/RED*%
+X218015852Y-82822679D03*
+D11*
+%TO.P,R33,2*%
+%TO.N,/R1*%
+X218015852Y-90442679D03*
+%TD*%
 D14*
 %TO.P,J11,1,Pin_1*%
 %TO.N,/~{NMI}*%
@@ -868,11 +739,11 @@ X123587294Y-219395671D03*
 D29*
 %TO.P,C17,1*%
 %TO.N,+3.3V*%
-X104484775Y-87400000D03*
+X103214775Y-88670000D03*
 D12*
 %TO.P,C17,2*%
 %TO.N,GND*%
-X106984775Y-87400000D03*
+X105714775Y-88670000D03*
 %TD*%
 D29*
 %TO.P,C9,1*%
@@ -925,26 +796,21 @@ X113376704Y-114480358D03*
 D10*
 %TO.P,R5,1*%
 %TO.N,+5V*%
-X103537262Y-111469467D03*
+X120996704Y-109581155D03*
 D11*
 %TO.P,R5,2*%
 %TO.N,Net-(D1-A)*%
-X95917262Y-111469467D03*
-%TD*%
-D10*
-%TO.P,R52,1*%
-%TO.N,/R2*%
-X195155852Y-90442679D03*
-D11*
-%TO.P,R52,2*%
-%TO.N,Net-(R43-Pad2)*%
-X195155852Y-82822679D03*
+X113376704Y-109581155D03*
 %TD*%
 D30*
+%TO.P,U8,*%
+%TO.N,*%
+X95660000Y-97300000D03*
+D31*
 %TO.P,U8,1,ADJ/GND*%
 %TO.N,GND*%
 X93120000Y-80640000D03*
-D31*
+D32*
 %TO.P,U8,2,OUT*%
 %TO.N,+3.3V*%
 X95660000Y-80640000D03*
@@ -969,15 +835,6 @@ D12*
 %TO.N,GND*%
 X94731929Y-75245358D03*
 %TD*%
-D10*
-%TO.P,R35,1*%
-%TO.N,/G0*%
-X202775852Y-90442679D03*
-D11*
-%TO.P,R35,2*%
-%TO.N,Net-(R32-Pad2)*%
-X202775852Y-82822679D03*
-%TD*%
 D29*
 %TO.P,C13,1*%
 %TO.N,+5V*%
@@ -995,15 +852,6 @@ X235838531Y-189731827D03*
 X235838531Y-194731827D03*
 %TD*%
 D10*
-%TO.P,R39,1*%
-%TO.N,Net-(R33-Pad2)*%
-X235795852Y-69801827D03*
-D11*
-%TO.P,R39,2*%
-%TO.N,Net-(R39-Pad2)*%
-X235795852Y-77421827D03*
-%TD*%
-D10*
 %TO.P,R3,1*%
 %TO.N,+3.3V*%
 X195273173Y-209508531D03*
@@ -1040,15 +888,6 @@ D11*
 X202954071Y-152510511D03*
 %TD*%
 D10*
-%TO.P,R59,1*%
-%TO.N,/R3*%
-X215475852Y-90442679D03*
-D11*
-%TO.P,R59,2*%
-%TO.N,/RED*%
-X215475852Y-82822679D03*
-%TD*%
-D10*
 %TO.P,R17,1*%
 %TO.N,/~{FPGA_RESET}*%
 X187466967Y-118249650D03*
@@ -1077,19 +916,32 @@ D11*
 X183633531Y-222651827D03*
 %TD*%
 D10*
-%TO.P,R34,1*%
-%TO.N,/R0*%
-X220555852Y-90442679D03*
+%TO.P,R40,1*%
+%TO.N,/BLUE*%
+X223095852Y-82822679D03*
 D11*
-%TO.P,R34,2*%
-%TO.N,Net-(R31-Pad2)*%
-X220555852Y-82822679D03*
+%TO.P,R40,2*%
+%TO.N,/B2*%
+X223095852Y-90442679D03*
+%TD*%
+D10*
+%TO.P,R42,1*%
+%TO.N,/BLUE*%
+X238335852Y-82822679D03*
+D11*
+%TO.P,R42,2*%
+%TO.N,/B0*%
+X238335852Y-90442679D03*
 %TD*%
 D30*
+%TO.P,U6,*%
+%TO.N,*%
+X115345000Y-97055000D03*
+D31*
 %TO.P,U6,1,IN*%
 %TO.N,Net-(D6-+)*%
 X112805000Y-80395000D03*
-D31*
+D32*
 %TO.P,U6,2,GND*%
 %TO.N,GND*%
 X115345000Y-80395000D03*
@@ -1109,11 +961,11 @@ X216183173Y-215843531D03*
 D10*
 %TO.P,R6,1*%
 %TO.N,+3.3V*%
-X106070558Y-111469467D03*
+X120996704Y-112063226D03*
 D11*
 %TO.P,R6,2*%
 %TO.N,Net-(D2-A)*%
-X113690558Y-111469467D03*
+X113376704Y-112063226D03*
 %TD*%
 D12*
 %TO.P,C6,1*%
@@ -1128,7 +980,7 @@ D19*
 %TO.N,GND*%
 X91975000Y-57482679D03*
 %TD*%
-D32*
+D33*
 %TO.P,U7,1,SCK*%
 %TO.N,/SYSCLK*%
 X202250000Y-67170000D03*
@@ -1174,11 +1026,20 @@ X193360000Y-67805000D03*
 %TO.P,U7,15,FLT*%
 X195900000Y-67805000D03*
 %TD*%
-D33*
+D10*
+%TO.P,R32,1*%
+%TO.N,/RED*%
+X195155852Y-82822679D03*
+D11*
+%TO.P,R32,2*%
+%TO.N,/R2*%
+X195155852Y-90442679D03*
+%TD*%
+D34*
 %TO.P,U1,1,VSS*%
 %TO.N,GND*%
 X216110852Y-206647679D03*
-D34*
+D35*
 %TO.P,U1,2,P56*%
 %TO.N,/RTS*%
 X216110852Y-204107679D03*
@@ -1429,25 +1290,7 @@ X213570852Y-206647679D03*
 %TO.N,+3.3V*%
 X213570852Y-204107679D03*
 %TD*%
-D10*
-%TO.P,R38,1*%
-%TO.N,Net-(R32-Pad2)*%
-X207220852Y-77838531D03*
-D11*
-%TO.P,R38,2*%
-%TO.N,Net-(R38-Pad2)*%
-X207220852Y-70218531D03*
-%TD*%
-D10*
-%TO.P,R55,1*%
-%TO.N,Net-(R43-Pad2)*%
-X208825510Y-65035000D03*
-D11*
-%TO.P,R55,2*%
-%TO.N,/RED*%
-X216445510Y-65035000D03*
-%TD*%
-D32*
+D33*
 %TO.P,J8,a1,Pin_a1*%
 %TO.N,GND*%
 X127545871Y-129700000D03*
@@ -1548,7 +1391,7 @@ D14*
 %TO.P,J8,b1,Pin_b1*%
 %TO.N,/PHI2*%
 X127545871Y-134780000D03*
-D32*
+D33*
 %TO.P,J8,b2,Pin_b2*%
 %TO.N,/~{RES}*%
 X130085871Y-134780000D03*
@@ -1658,15 +1501,6 @@ D19*
 X176430000Y-82606339D03*
 %TD*%
 D10*
-%TO.P,R31,1*%
-%TO.N,GND*%
-X217886704Y-75370000D03*
-D11*
-%TO.P,R31,2*%
-%TO.N,Net-(R31-Pad2)*%
-X225506704Y-75370000D03*
-%TD*%
-D10*
 %TO.P,R26,1*%
 %TO.N,/~{ROM}1*%
 X176870000Y-192795000D03*
@@ -1678,20 +1512,20 @@ X184490000Y-192795000D03*
 D27*
 %TO.P,D2,1,K*%
 %TO.N,GND*%
-X109895558Y-108929109D03*
+X105827290Y-112373556D03*
 D28*
 %TO.P,D2,2,A*%
 %TO.N,Net-(D2-A)*%
-X109895558Y-106389109D03*
+X108367290Y-112373556D03*
 %TD*%
 D10*
-%TO.P,R45,1*%
-%TO.N,Net-(R39-Pad2)*%
-X233323173Y-77428531D03*
+%TO.P,R34,1*%
+%TO.N,/RED*%
+X220555852Y-82822679D03*
 D11*
-%TO.P,R45,2*%
-%TO.N,Net-(R45-Pad2)*%
-X233323173Y-69808531D03*
+%TO.P,R34,2*%
+%TO.N,/R0*%
+X220555852Y-90442679D03*
 %TD*%
 D10*
 %TO.P,R8,1*%
@@ -1711,7 +1545,7 @@ D11*
 %TO.N,GND*%
 X150028531Y-218841827D03*
 %TD*%
-D35*
+D36*
 %TO.P,F1,1*%
 %TO.N,Net-(F1-Pad1)*%
 X91969484Y-66251447D03*
@@ -1720,6 +1554,15 @@ X91969484Y-66251447D03*
 X97069484Y-67451447D03*
 %TD*%
 D10*
+%TO.P,R31,1*%
+%TO.N,/RED*%
+X215475852Y-82822679D03*
+D11*
+%TO.P,R31,2*%
+%TO.N,/R3*%
+X215475852Y-90442679D03*
+%TD*%
+D10*
 %TO.P,R19,1*%
 %TO.N,/I2C_SDA*%
 X120996704Y-116995358D03*
@@ -1731,11 +1574,11 @@ X113376704Y-116995358D03*
 D27*
 %TO.P,D1,1,K*%
 %TO.N,GND*%
-X99735558Y-108929109D03*
+X105827290Y-106389467D03*
 D28*
 %TO.P,D1,2,A*%
 %TO.N,Net-(D1-A)*%
-X99735558Y-106389109D03*
+X108367290Y-106389467D03*
 %TD*%
 D10*
 %TO.P,R29,1*%
@@ -1779,15 +1622,6 @@ D28*
 X211268173Y-215843531D03*
 %TD*%
 D10*
-%TO.P,R53,1*%
-%TO.N,/G2*%
-X207855852Y-90442679D03*
-D11*
-%TO.P,R53,2*%
-%TO.N,Net-(R44-Pad2)*%
-X207855852Y-82822679D03*
-%TD*%
-D10*
 %TO.P,R15,1*%
 %TO.N,/~{CS}6*%
 X215575785Y-145051752D03*
@@ -1805,7 +1639,7 @@ D11*
 %TO.N,+3.3V*%
 X164170000Y-195360000D03*
 %TD*%
-D36*
+D37*
 %TO.P,J14,0*%
 %TO.N,GND*%
 X233260510Y-56596332D03*
@@ -1979,13 +1813,13 @@ X213800000Y-171405000D03*
 X218800000Y-171405000D03*
 %TD*%
 D10*
-%TO.P,R57,1*%
-%TO.N,Net-(R45-Pad2)*%
-X225315000Y-65060000D03*
-D11*
-%TO.P,R57,2*%
+%TO.P,R39,1*%
 %TO.N,/BLUE*%
-X232935000Y-65060000D03*
+X230715852Y-82822679D03*
+D11*
+%TO.P,R39,2*%
+%TO.N,/B3*%
+X230715852Y-90442679D03*
 %TD*%
 D10*
 %TO.P,R65,1*%
@@ -2013,15 +1847,6 @@ D11*
 %TO.N,+3.3V*%
 X185846197Y-222624972D03*
 %TD*%
-D10*
-%TO.P,R40,1*%
-%TO.N,/R1*%
-X218015852Y-90442679D03*
-D11*
-%TO.P,R40,2*%
-%TO.N,Net-(R37-Pad2)*%
-X218015852Y-82822679D03*
-%TD*%
 D14*
 %TO.P,J5,1,Pin_1*%
 %TO.N,/~{WR}*%
@@ -2050,28 +1875,19 @@ X108188173Y-83153531D03*
 X108188173Y-78153531D03*
 %TD*%
 D10*
-%TO.P,R61,1*%
-%TO.N,/G3*%
-X192615852Y-90442679D03*
+%TO.P,R41,1*%
+%TO.N,/BLUE*%
+X235795852Y-82822679D03*
 D11*
-%TO.P,R61,2*%
-%TO.N,/GREEN*%
-X192615852Y-82822679D03*
+%TO.P,R41,2*%
+%TO.N,/B1*%
+X235795852Y-90442679D03*
 %TD*%
-D10*
-%TO.P,R36,1*%
-%TO.N,/B0*%
-X238335852Y-90442679D03*
-D11*
-%TO.P,R36,2*%
-%TO.N,Net-(R33-Pad2)*%
-X238335852Y-82822679D03*
-%TD*%
-D29*
+D24*
 %TO.P,U4,1,A18*%
 %TO.N,/A18*%
 X151975852Y-179342679D03*
-D37*
+D25*
 %TO.P,U4,2,A16*%
 %TO.N,/A16*%
 X149435852Y-179342679D03*
@@ -2166,11 +1982,11 @@ X149435852Y-194582679D03*
 %TO.N,+3.3V*%
 X151975852Y-194582679D03*
 %TD*%
-D33*
+D34*
 %TO.P,U2,1,A18*%
 %TO.N,/A18*%
 X138005852Y-207327171D03*
-D34*
+D35*
 %TO.P,U2,2,A16*%
 %TO.N,/A16*%
 X140545852Y-204787171D03*
@@ -2287,15 +2103,6 @@ X183106704Y-178775358D03*
 %TO.N,GND*%
 X178106704Y-178775358D03*
 %TD*%
-D10*
-%TO.P,R54,1*%
-%TO.N,/B2*%
-X223095852Y-90442679D03*
-D11*
-%TO.P,R54,2*%
-%TO.N,Net-(R45-Pad2)*%
-X223095852Y-82822679D03*
-%TD*%
 D19*
 %TO.P,H7,1,1*%
 %TO.N,GND*%
@@ -2321,15 +2128,6 @@ X238602763Y-213461613D03*
 X230982763Y-213461613D03*
 %TD*%
 D10*
-%TO.P,R44,1*%
-%TO.N,Net-(R38-Pad2)*%
-X209693531Y-70218531D03*
-D11*
-%TO.P,R44,2*%
-%TO.N,Net-(R44-Pad2)*%
-X209693531Y-77838531D03*
-%TD*%
-D10*
 %TO.P,R28,1*%
 %TO.N,/~{RD}*%
 X176870000Y-197825000D03*
@@ -2346,15 +2144,6 @@ X126805000Y-112315000D03*
 %TO.N,GND*%
 X126805000Y-107315000D03*
 %TD*%
-D10*
-%TO.P,R63,1*%
-%TO.N,/B3*%
-X230715852Y-90442679D03*
-D11*
-%TO.P,R63,2*%
-%TO.N,/BLUE*%
-X230715852Y-82822679D03*
-%TD*%
 D13*
 %TO.P,J3,1,Pin_1*%
 %TO.N,+3.3V*%
@@ -2378,15 +2167,6 @@ X238632102Y-227210000D03*
 %TO.N,GND*%
 X242632102Y-227210000D03*
 %TD*%
-D10*
-%TO.P,R58,1*%
-%TO.N,/RED*%
-X216445510Y-62535358D03*
-D11*
-%TO.P,R58,2*%
-%TO.N,GND*%
-X208825510Y-62535358D03*
-%TD*%
 D24*
 %TO.P,U5,1,GND*%
 %TO.N,GND*%
@@ -2541,52 +2321,46 @@ X109093352Y-215207679D03*
 %TD*%
 D38*
 %TO.N,GND*%
-X107931426Y-176623214D03*
+X110370534Y-176902679D03*
 X176426006Y-118347675D03*
 D39*
 X98000852Y-101872679D03*
-X115780852Y-103142679D03*
+X117050852Y-103142679D03*
 D38*
 X217294506Y-122192794D03*
 X184130455Y-90281842D03*
 D39*
-X119590852Y-101872679D03*
+X120860852Y-101872679D03*
 D38*
 X239552902Y-117352313D03*
 X127548501Y-115937851D03*
 X179280852Y-208552679D03*
 D39*
-X117050852Y-101872679D03*
+X118320852Y-101872679D03*
 X90380852Y-101872679D03*
 D38*
 X154297461Y-89380432D03*
 X240795607Y-174751887D03*
 X128336421Y-65866278D03*
 X216407997Y-174178416D03*
-D39*
-X104350852Y-103142679D03*
-D38*
 X161500852Y-204107679D03*
-X188841594Y-174779709D03*
 D39*
 X96730852Y-103142679D03*
 D38*
 X160026741Y-175506454D03*
-X155126876Y-144097203D03*
 X102769230Y-117299925D03*
 X130466160Y-197547185D03*
 X159343091Y-194208612D03*
 X129058586Y-90281820D03*
 D39*
-X110700852Y-103142679D03*
+X109100534Y-103142679D03*
 D38*
 X203319951Y-216870680D03*
 D39*
-X114510852Y-101872679D03*
-X118320852Y-103142679D03*
-X111970852Y-101872679D03*
-X122130852Y-101872679D03*
-X113240852Y-103142679D03*
+X115780852Y-101872679D03*
+X119590852Y-103142679D03*
+X110370534Y-101972679D03*
+X111640534Y-103142679D03*
 D38*
 X205064108Y-87935432D03*
 X197957254Y-115937851D03*
@@ -2596,13 +2370,10 @@ X180438746Y-149171682D03*
 X168485852Y-204107679D03*
 D39*
 X108160852Y-101872679D03*
-D38*
-X216114949Y-121552172D03*
-X103728543Y-141714998D03*
-D39*
 X103080852Y-101872679D03*
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 X89110852Y-103142679D03*
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 D38*
 X183160537Y-193967684D03*
 X221584001Y-121962410D03*
@@ -2612,7 +2383,7 @@ X224365852Y-113937679D03*
 D38*
 X224534545Y-122843584D03*
 X227350200Y-123658864D03*
-X229794686Y-88688716D03*
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 X240853048Y-220696869D03*
 D39*
 X95460852Y-101872679D03*
@@ -2621,20 +2392,16 @@ X231387648Y-139187132D03*
 D39*
 X99270852Y-103142679D03*
 X101810852Y-103142679D03*
-D38*
-X138657400Y-174540608D03*
-D39*
 X92920852Y-101872679D03*
 X94190852Y-103142679D03*
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 D38*
 X205567107Y-144642098D03*
 D39*
 X91650852Y-103142679D03*
 X100540852Y-101872679D03*
-X105620852Y-101872679D03*
 D38*
 X179915852Y-226967679D03*
-X131721542Y-144727015D03*
 X155523408Y-119290649D03*
 X167694223Y-216633673D03*
 D39*
@@ -3128,46 +2895,11 @@ X221825852Y-159657679D03*
 X222460852Y-196487679D03*
 %TD*%
 D43*
-%TO.N,GND*%
-X86190861Y-150132679D02*
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-X87460861Y-148862679D02*
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-D44*
 %TO.N,/A1*%
 X134004602Y-131075000D02*
 X132629602Y-129700000D01*
 X140553531Y-131075000D02*
 X134004602Y-131075000D01*
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 X154005496Y-109580000D02*
 X154005496Y-116353035D01*
 X152930496Y-108505000D02*
@@ -3178,10 +2910,6 @@ X141324602Y-129033929D02*
 X141324602Y-130303929D01*
 X141324602Y-130303929D02*
 X140553531Y-131075000D01*
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 %TO.N,/A3*%
 X132925852Y-196487679D02*
 X133637052Y-197198879D01*
@@ -3191,10 +2919,6 @@ X133637052Y-197198879D02*
 X133637052Y-198995971D01*
 X150390496Y-108505000D02*
 X151465496Y-109580000D01*
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 X139816426Y-128625000D02*
 X139800591Y-128625000D01*
 X138784602Y-129640989D02*
@@ -3207,8 +2931,6 @@ X151465496Y-116975930D02*
 X139816426Y-128625000D01*
 X138313531Y-130775000D02*
 X136244602Y-130775000D01*
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 X131655852Y-179342679D02*
 X132925852Y-180612679D01*
 X138784602Y-130303929D02*
@@ -3218,172 +2940,12 @@ X135169602Y-129700000D01*
 X132925852Y-180612679D02*
 X132925852Y-196487679D01*
 %TO.N,/A5*%
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 X147850496Y-108505000D02*
 X146775496Y-109580000D01*
 X146775496Y-120634106D02*
 X137709602Y-129700000D01*
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 X146775496Y-109580000D02*
 X146775496Y-120634106D01*
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-%TO.N,/SNES_CLK*%
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-X86170861Y-119652679D01*
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-X82760852Y-119652679D01*
 %TO.N,/PHI2*%
 X128624602Y-133705000D02*
 X127549602Y-134780000D01*
@@ -3405,20 +2967,6 @@ X125896360Y-200297679D02*
 X127845852Y-202247171D01*
 X116415852Y-200297679D02*
 X125896360Y-200297679D01*
-%TO.N,/~{CS}7*%
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 %TO.N,/VERA_18*%
 X228745187Y-112822679D02*
 X234549426Y-118626918D01*
@@ -3426,37 +2974,59 @@ X225635852Y-111397679D02*
 X227060852Y-112822679D01*
 X227060852Y-112822679D02*
 X228745187Y-112822679D01*
-D45*
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 %TO.N,+5V*%
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 X117885000Y-80395000D02*
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 X154628173Y-80395000D02*
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 X209125852Y-125367679D02*
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 X200235852Y-108857679D01*
 X209125852Y-131943750D02*
 X206289602Y-134780000D01*
-D44*
+D43*
 %TO.N,/SYSCLK*%
 X200870852Y-106317679D02*
 X202140852Y-106317679D01*
@@ -3477,66 +3047,29 @@ X197060852Y-97427679D01*
 %TO.N,/LRCK*%
 X193885852Y-98697679D02*
 X233255852Y-98697679D01*
-%TO.N,/BLUE*%
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-%TO.N,/GREEN*%
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-X233323173Y-69808531D01*
 D46*
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+D45*
 %TO.N,Net-(D6-Pad2)*%
 X107691939Y-68273601D02*
 X105137724Y-70827816D01*
@@ -3907,11 +3440,11 @@ X218234849Y-179850654D01*
 X218234850Y-179850655D01*
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@@ -3943,11 +3476,11 @@ X220774849Y-179850654D01*
 X220774850Y-179850655D01*
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 X221606861Y-179850653D01*
 X221799016Y-179761050D01*
@@ -3979,11 +3512,11 @@ X223314849Y-179850654D01*
 X223314850Y-179850655D01*
 X223341904Y-179857904D01*
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 X223730852Y-179924007D01*
 X223730853Y-179924007D01*
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 X224146861Y-179850653D01*
 X224339016Y-179761050D01*
@@ -4015,11 +3548,11 @@ X225854849Y-179850654D01*
 X225854850Y-179850655D01*
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 X226270853Y-179924007D01*
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 X226879016Y-179761050D01*
@@ -4055,9 +3588,7 @@ X228503797Y-180026492D01*
 X228459311Y-180080370D01*
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diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Mask.gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Mask.gbr
index a857c08..9f60060 100644
--- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Mask.gbr	
+++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Mask.gbr	
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 %ADD33O,1.905000X2.000000*%
 %ADD34C,1.700000*%
@@ -58,7 +58,6 @@ G04 Aperture macros list end*
 %ADD36C,1.422400*%
 %ADD37C,2.010000*%
 %ADD38C,4.000000*%
-%ADD39O,1.600000X1.600000*%
 G04 APERTURE END LIST*
 D10*
 %TO.C,R16*%
@@ -77,6 +76,19 @@ D12*
 X195918531Y-187826827D03*
 X195918531Y-192826827D03*
 %TD*%
+D10*
+%TO.C,R36*%
+X207855852Y-82822679D03*
+D11*
+X207855852Y-90442679D03*
+%TD*%
+D10*
+%TO.C,R38*%
+X202775852Y-82822679D03*
+D11*
+X202775852Y-90442679D03*
+%TD*%
+D12*
 %TO.C,C18*%
 X241828173Y-208960000D03*
 X241828173Y-203960000D03*
@@ -99,12 +111,6 @@ X210395852Y-82822679D03*
 D11*
 X210395852Y-90442679D03*
 %TD*%
-D10*
-%TO.C,R32*%
-X204680852Y-70218531D03*
-D11*
-X204680852Y-77838531D03*
-%TD*%
 D12*
 %TO.C,C19*%
 X184518267Y-200406600D03*
@@ -116,12 +122,6 @@ X175381704Y-177395358D03*
 D11*
 X167761704Y-177395358D03*
 %TD*%
-D10*
-%TO.C,R33*%
-X238335852Y-77421827D03*
-D11*
-X238335852Y-69801827D03*
-%TD*%
 D13*
 %TO.C,J2*%
 X117072102Y-226745000D03*
@@ -145,12 +145,6 @@ X234870000Y-159940000D03*
 X234870000Y-162480000D03*
 X234870000Y-165020000D03*
 %TD*%
-D10*
-%TO.C,R56*%
-X218668173Y-71488531D03*
-D11*
-X218668173Y-63868531D03*
-%TD*%
 D12*
 %TO.C,C20*%
 X226588173Y-119423531D03*
@@ -169,12 +163,6 @@ X107928531Y-56981827D03*
 D19*
 X103228531Y-59981827D03*
 %TD*%
-D10*
-%TO.C,R37*%
-X225506704Y-77700358D03*
-D11*
-X217886704Y-77700358D03*
-%TD*%
 D20*
 %TO.C,H6*%
 X128117172Y-57207679D03*
@@ -191,8 +179,8 @@ X241828173Y-201453531D03*
 X241828173Y-196453531D03*
 %TD*%
 %TO.C,C15*%
-X103177518Y-93309624D03*
-X108177518Y-93309624D03*
+X103177518Y-99659624D03*
+X103177518Y-94659624D03*
 %TD*%
 D14*
 %TO.C,J10*%
@@ -202,165 +190,74 @@ X241623621Y-214714071D03*
 %TD*%
 D21*
 %TO.C,J12*%
-X82760852Y-193312679D03*
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 D22*
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-D22*
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-D22*
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-D22*
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-D22*
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+X94410035Y-118097726D03*
+X94410035Y-115557726D03*
+X94410035Y-113017726D03*
 %TD*%
 D10*
 %TO.C,R30*%
@@ -368,24 +265,18 @@ X226141545Y-141799045D03*
 D11*
 X226141545Y-149419045D03*
 %TD*%
-D23*
+D24*
 %TO.C,D6*%
 X107691939Y-73353601D03*
-D24*
+D25*
 X107691939Y-68273601D03*
 X102611939Y-68273601D03*
 X102611939Y-73353601D03*
 %TD*%
-D10*
-%TO.C,R62*%
-X225315000Y-62495000D03*
-D11*
-X232935000Y-62495000D03*
-%TD*%
-D25*
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 %TO.C,U3*%
 X184278531Y-181976827D03*
-D26*
+D27*
 X181738531Y-181976827D03*
 X179198531Y-181976827D03*
 X176658531Y-181976827D03*
@@ -417,37 +308,31 @@ D11*
 X212935852Y-90442679D03*
 %TD*%
 D10*
-%TO.C,R42*%
-X235795852Y-90442679D03*
+%TO.C,R35*%
+X192615852Y-82822679D03*
 D11*
-X235795852Y-82822679D03*
+X192615852Y-90442679D03*
 %TD*%
-D27*
+D28*
 %TO.C,SW3*%
 X131054121Y-220677140D03*
 X138674121Y-220677140D03*
 X131054121Y-225757140D03*
 X138674121Y-225757140D03*
 %TD*%
-D10*
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-X221183173Y-71488531D03*
-D11*
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-%TD*%
-D10*
-%TO.C,R43*%
-X215475852Y-77838531D03*
-D11*
-X215475852Y-70218531D03*
-%TD*%
-D28*
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 %TO.C,D3*%
 X206353173Y-218383531D03*
-D29*
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 X206353173Y-215843531D03*
 %TD*%
 D10*
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+%TD*%
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 %TO.C,R9*%
 X221023531Y-211181827D03*
 D11*
@@ -459,12 +344,6 @@ X177649413Y-175053272D03*
 D11*
 X185269413Y-175053272D03*
 %TD*%
-D10*
-%TO.C,R41*%
-X205315852Y-90442679D03*
-D11*
-X205315852Y-82822679D03*
-%TD*%
 D14*
 %TO.C,J9*%
 X197439065Y-216036659D03*
@@ -477,19 +356,25 @@ X166710000Y-192845000D03*
 D11*
 X174330000Y-192845000D03*
 %TD*%
+D10*
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+%TD*%
 D14*
 %TO.C,J11*%
 X126127294Y-219395671D03*
 D15*
 X123587294Y-219395671D03*
 %TD*%
-D30*
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 %TO.C,C17*%
-X104484775Y-87400000D03*
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 D12*
-X106984775Y-87400000D03*
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 %TD*%
-D30*
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 %TO.C,C9*%
 X116549775Y-73465000D03*
 D12*
@@ -522,20 +407,12 @@ X113376704Y-114480358D03*
 %TD*%
 D10*
 %TO.C,R5*%
-X103537262Y-111469467D03*
+X120996704Y-109581155D03*
 D11*
-X95917262Y-111469467D03*
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 %TD*%
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-X195155852Y-90442679D03*
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-X95660000Y-97300000D03*
 D32*
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 X93120000Y-80640000D03*
 D33*
 X95660000Y-80640000D03*
@@ -546,19 +423,13 @@ D12*
 X213800000Y-211325000D03*
 X218800000Y-211325000D03*
 %TD*%
-D30*
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 %TO.C,C12*%
 X97231929Y-75245358D03*
 D12*
 X94731929Y-75245358D03*
 %TD*%
-D10*
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-X202775852Y-90442679D03*
-D11*
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-%TD*%
-D30*
+D31*
 %TO.C,C13*%
 X102579775Y-79580000D03*
 D12*
@@ -569,12 +440,6 @@ X235838531Y-189731827D03*
 X235838531Y-194731827D03*
 %TD*%
 D10*
-%TO.C,R39*%
-X235795852Y-69801827D03*
-D11*
-X235795852Y-77421827D03*
-%TD*%
-D10*
 %TO.C,R3*%
 X195273173Y-209508531D03*
 D11*
@@ -599,18 +464,12 @@ D11*
 X202954071Y-152510511D03*
 %TD*%
 D10*
-%TO.C,R59*%
-X215475852Y-90442679D03*
-D11*
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-%TD*%
-D10*
 %TO.C,R17*%
 X187466967Y-118249650D03*
 D11*
 X179846967Y-118249650D03*
 %TD*%
-D27*
+D28*
 %TO.C,SW1*%
 X194904065Y-220575449D03*
 X202524065Y-220575449D03*
@@ -624,31 +483,35 @@ D11*
 X183633531Y-222651827D03*
 %TD*%
 D10*
-%TO.C,R34*%
-X220555852Y-90442679D03*
+%TO.C,R40*%
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 D11*
-X220555852Y-82822679D03*
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 %TD*%
-D31*
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-X115345000Y-97055000D03*
 D32*
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 X112805000Y-80395000D03*
 D33*
 X115345000Y-80395000D03*
 X117885000Y-80395000D03*
 %TD*%
-D28*
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 %TO.C,D5*%
 X216183173Y-218383531D03*
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 X216183173Y-215843531D03*
 %TD*%
 D10*
 %TO.C,R6*%
-X106070558Y-111469467D03*
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 D11*
-X113690558Y-111469467D03*
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 %TD*%
 D12*
 %TO.C,C6*%
@@ -677,6 +540,12 @@ X190820000Y-67805000D03*
 X193360000Y-67805000D03*
 X195900000Y-67805000D03*
 %TD*%
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 D35*
 %TO.C,U1*%
 X216110852Y-206647679D03*
@@ -765,18 +634,6 @@ X211030852Y-204107679D03*
 X213570852Y-206647679D03*
 X213570852Y-204107679D03*
 %TD*%
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-X208825510Y-65035000D03*
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-X216445510Y-65035000D03*
-%TD*%
 D34*
 %TO.C,J8*%
 X127545871Y-129700000D03*
@@ -857,28 +714,22 @@ D20*
 X176430000Y-82606339D03*
 %TD*%
 D10*
-%TO.C,R31*%
-X217886704Y-75370000D03*
-D11*
-X225506704Y-75370000D03*
-%TD*%
-D10*
 %TO.C,R26*%
 X176870000Y-192795000D03*
 D11*
 X184490000Y-192795000D03*
 %TD*%
-D28*
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-X109895558Y-108929109D03*
 D29*
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 %TD*%
 D10*
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 D11*
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 %TD*%
 D10*
 %TO.C,R8*%
@@ -898,16 +749,22 @@ X91969484Y-66251447D03*
 X97069484Y-67451447D03*
 %TD*%
 D10*
+%TO.C,R31*%
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+%TD*%
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 %TO.C,R19*%
 X120996704Y-116995358D03*
 D11*
 X113376704Y-116995358D03*
 %TD*%
-D28*
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 D29*
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+%TO.C,D1*%
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+D30*
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 %TD*%
 D10*
 %TO.C,R29*%
@@ -931,19 +788,13 @@ X147698173Y-218841827D03*
 D11*
 X147698173Y-211221827D03*
 %TD*%
-D28*
+D29*
 %TO.C,D4*%
 X211268173Y-218383531D03*
-D29*
+D30*
 X211268173Y-215843531D03*
 %TD*%
 D10*
-%TO.C,R53*%
-X207855852Y-90442679D03*
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-%TD*%
-D10*
 %TO.C,R15*%
 X215575785Y-145051752D03*
 D11*
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diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Paste.gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Paste.gbr
index 19dcb22..54c9428 100644
--- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Paste.gbr	
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diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Silkscreen.gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Silkscreen.gbr
index 4601f92..634bd67 100644
--- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Silkscreen.gbr	
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-X91714750Y-147513660D01*
-X91714750Y-147513660D02*
-X92095702Y-147513660D01*
-X93376655Y-146712232D02*
-X91433798Y-146712232D01*
-X92952845Y-180844968D02*
-X92476655Y-180844968D01*
-X93048083Y-181130683D02*
-X92714750Y-180130683D01*
-X92714750Y-180130683D02*
-X92381417Y-181130683D01*
-X92143321Y-180130683D02*
-X91476655Y-180130683D01*
-X91476655Y-180130683D02*
-X91905226Y-181130683D01*
 M02*
diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-Edge_Cuts.gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-Edge_Cuts.gbr
index 29290bf..2281ae5 100644
--- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-Edge_Cuts.gbr	
+++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-Edge_Cuts.gbr	
@@ -1,11 +1,11 @@
 %TF.GenerationSoftware,KiCad,Pcbnew,8.0.2*%
-%TF.CreationDate,2024-04-30T21:26:34-04:00*%
+%TF.CreationDate,2024-05-02T20:32:31-04:00*%
 %TF.ProjectId,Prototype 4 (PTH),50726f74-6f74-4797-9065-203420285054,rev?*%
 %TF.SameCoordinates,Original*%
 %TF.FileFunction,Profile,NP*%
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.2) date 2024-04-30 21:26:34*
+G04 Created by KiCad (PCBNEW 8.0.2) date 2024-05-02 20:32:31*
 %MOMM*%
 %LPD*%
 G01*
@@ -36,6 +36,8 @@ G75*
 G02*
 X244093352Y-230777652I-2539952J-21D01*
 G01*
+X86570852Y-110762679D02*
+X86570852Y-197122679D01*
 X86570852Y-228237679D02*
 X86570852Y-197122679D01*
 X89110852Y-230777679D02*
@@ -45,20 +47,4 @@ X86570921Y-228237679I48J2539979D01*
 G01*
 X86570852Y-110762679D02*
 X86570852Y-54247679D01*
-%TO.C,J12*%
-X77680852Y-112212679D02*
-X78746549Y-111155099D01*
-X77680852Y-195672679D02*
-X77680852Y-112212679D01*
-X77680852Y-195672679D02*
-X78746549Y-196730259D01*
-X78746549Y-196730259D02*
-X86570852Y-196732998D01*
-X86570852Y-111157838D02*
-X78746549Y-111155099D01*
-X86570852Y-111157838D02*
-X86570852Y-110762679D01*
-X86570852Y-196732998D02*
-X86570852Y-197122679D01*
-%TD*%
 M02*
diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-F_Cu (SMD).gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-F_Cu (SMD).gbr
index 8654b61..e3130d2 100644
--- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-F_Cu (SMD).gbr	
+++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-F_Cu (SMD).gbr	
@@ -1,12 +1,12 @@
 %TF.GenerationSoftware,KiCad,Pcbnew,8.0.2*%
-%TF.CreationDate,2024-04-30T21:26:33-04:00*%
+%TF.CreationDate,2024-05-02T20:32:31-04:00*%
 %TF.ProjectId,Prototype 4 (PTH),50726f74-6f74-4797-9065-203420285054,rev?*%
 %TF.SameCoordinates,Original*%
 %TF.FileFunction,Copper,L1,Top*%
 %TF.FilePolarity,Positive*%
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.2) date 2024-04-30 21:26:33*
+G04 Created by KiCad (PCBNEW 8.0.2) date 2024-05-02 20:32:31*
 %MOMM*%
 %LPD*%
 G01*
@@ -72,10 +72,10 @@ G04 Aperture macros list end*
 %ADD23R,1.800000X1.540000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD24C,1.000000*%
+%ADD24RoundRect,0.249999X0.525001X-0.525001X0.525001X0.525001X-0.525001X0.525001X-0.525001X-0.525001X0*%
 %TD*%
-%TA.AperFunction,ConnectorPad*%
-%ADD25R,7.000000X1.700000*%
+%TA.AperFunction,ComponentPad*%
+%ADD25C,1.550000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
 %ADD26R,2.000000X2.000000*%
@@ -102,28 +102,28 @@ G04 Aperture macros list end*
 %ADD33R,1.600000X1.600000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD34R,1.905000X2.000000*%
+%ADD34R,10.000000X5.500000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD35O,1.905000X2.000000*%
+%ADD35R,1.905000X2.000000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD36C,1.700000*%
+%ADD36O,1.905000X2.000000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD37R,1.422400X1.422400*%
+%ADD37C,1.700000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD38C,1.422400*%
+%ADD38R,1.422400X1.422400*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD39C,2.010000*%
+%ADD39C,1.422400*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD40C,4.000000*%
+%ADD40C,2.010000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD41O,1.600000X1.600000*%
+%ADD41C,4.000000*%
 %TD*%
 %TA.AperFunction,ViaPad*%
 %ADD42C,0.450000*%
@@ -147,10 +147,10 @@ G04 Aperture macros list end*
 %ADD48C,0.150000*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD49C,0.500000*%
+%ADD49C,0.250000*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD50C,0.250000*%
+%ADD50C,0.500000*%
 %TD*%
 %TA.AperFunction,Conductor*%
 %ADD51C,2.000000*%
@@ -182,6 +182,25 @@ X195918531Y-187826827D03*
 %TO.N,GND*%
 X195918531Y-192826827D03*
 %TD*%
+D10*
+%TO.P,R36,1*%
+%TO.N,/GREEN*%
+X207855852Y-82822679D03*
+D11*
+%TO.P,R36,2*%
+%TO.N,/G2*%
+X207855852Y-90442679D03*
+%TD*%
+D10*
+%TO.P,R38,1*%
+%TO.N,/GREEN*%
+X202775852Y-82822679D03*
+D11*
+%TO.P,R38,2*%
+%TO.N,/G0*%
+X202775852Y-90442679D03*
+%TD*%
+D12*
 %TO.P,C18,1*%
 %TO.N,+3.3V*%
 X241828173Y-208960000D03*
@@ -216,15 +235,6 @@ D11*
 %TO.N,/VSYNC*%
 X210395852Y-90442679D03*
 %TD*%
-D10*
-%TO.P,R32,1*%
-%TO.N,GND*%
-X204680852Y-70218531D03*
-D11*
-%TO.P,R32,2*%
-%TO.N,Net-(R32-Pad2)*%
-X204680852Y-77838531D03*
-%TD*%
 D12*
 %TO.P,C19,1*%
 %TO.N,+3.3V*%
@@ -242,15 +252,6 @@ D11*
 %TO.N,+3.3V*%
 X167761704Y-177395358D03*
 %TD*%
-D10*
-%TO.P,R33,1*%
-%TO.N,GND*%
-X238335852Y-77421827D03*
-D11*
-%TO.P,R33,2*%
-%TO.N,Net-(R33-Pad2)*%
-X238335852Y-69801827D03*
-%TD*%
 D13*
 %TO.P,J2,1,Pin_1*%
 %TO.N,+3.3V*%
@@ -297,15 +298,6 @@ X234870000Y-162480000D03*
 %TO.N,GND*%
 X234870000Y-165020000D03*
 %TD*%
-D10*
-%TO.P,R56,1*%
-%TO.N,Net-(R44-Pad2)*%
-X218668173Y-71488531D03*
-D11*
-%TO.P,R56,2*%
-%TO.N,/GREEN*%
-X218668173Y-63868531D03*
-%TD*%
 D12*
 %TO.P,C20,1*%
 %TO.N,+3.3V*%
@@ -373,15 +365,6 @@ D21*
 %TO.N,unconnected-(J7-MountPin-Pad3)*%
 X103228531Y-59981827D03*
 %TD*%
-D10*
-%TO.P,R37,1*%
-%TO.N,Net-(R31-Pad2)*%
-X225506704Y-77700358D03*
-D11*
-%TO.P,R37,2*%
-%TO.N,Net-(R37-Pad2)*%
-X217886704Y-77700358D03*
-%TD*%
 D22*
 %TO.P,H6,1,1*%
 %TO.N,GND*%
@@ -406,10 +389,10 @@ X241828173Y-196453531D03*
 %TD*%
 %TO.P,C15,1*%
 %TO.N,+3.3V*%
-X103177518Y-93309624D03*
+X103177518Y-99659624D03*
 %TO.P,C15,2*%
 %TO.N,GND*%
-X108177518Y-93309624D03*
+X103177518Y-94659624D03*
 %TD*%
 D14*
 %TO.P,J10,1,Pin_1*%
@@ -437,293 +420,197 @@ X220555852Y-117803392D03*
 D24*
 %TO.P,J12,a1,Pin_a1*%
 %TO.N,GND*%
-X90380852Y-192042679D03*
+X91870035Y-191757726D03*
+D25*
 %TO.P,J12,a2,Pin_a2*%
 %TO.N,+3.3V*%
-X90380852Y-189502679D03*
+X91870035Y-189217726D03*
 %TO.P,J12,a3,Pin_a3*%
 %TO.N,/A1*%
-X90380852Y-186962679D03*
+X91870035Y-186677726D03*
 %TO.P,J12,a4,Pin_a4*%
 %TO.N,/A3*%
-X90380852Y-184422679D03*
+X91870035Y-184137726D03*
 %TO.P,J12,a5,Pin_a5*%
 %TO.N,/A5*%
-X90380852Y-181882679D03*
+X91870035Y-181597726D03*
 %TO.P,J12,a6,Pin_a6*%
 %TO.N,/A7*%
-X90380852Y-179342679D03*
+X91870035Y-179057726D03*
 %TO.P,J12,a7,Pin_a7*%
 %TO.N,/A9*%
-X90380852Y-176802679D03*
+X91870035Y-176517726D03*
 %TO.P,J12,a8,Pin_a8*%
 %TO.N,/A11*%
-X90380852Y-174262679D03*
+X91870035Y-173977726D03*
 %TO.P,J12,a9,Pin_a9*%
 %TO.N,/A13*%
-X90380852Y-171722679D03*
+X91870035Y-171437726D03*
 %TO.P,J12,a10,Pin_a10*%
 %TO.N,/A15*%
-X90380852Y-169182679D03*
+X91870035Y-168897726D03*
 %TO.P,J12,a11,Pin_a11*%
 %TO.N,/A17*%
-X90380852Y-166642679D03*
+X91870035Y-166357726D03*
 %TO.P,J12,a12,Pin_a12*%
 %TO.N,/A19*%
-X90380852Y-164102679D03*
+X91870035Y-163817726D03*
 %TO.P,J12,a13,Pin_a13*%
 %TO.N,/A21*%
-X90380852Y-161562679D03*
+X91870035Y-161277726D03*
 %TO.P,J12,a14,Pin_a14*%
 %TO.N,/A23*%
-X90380852Y-159022679D03*
+X91870035Y-158737726D03*
 %TO.P,J12,a15,Pin_a15*%
 %TO.N,/D1*%
-X90380852Y-156482679D03*
+X91870035Y-156197726D03*
 %TO.P,J12,a16,Pin_a16*%
 %TO.N,/D3*%
-X90380852Y-153942679D03*
+X91870035Y-153657726D03*
 %TO.P,J12,a17,Pin_a17*%
 %TO.N,/D5*%
-X90380852Y-151402679D03*
+X91870035Y-151117726D03*
 %TO.P,J12,a18,Pin_a18*%
 %TO.N,GND*%
-X90380852Y-148862679D03*
+X91870035Y-148577726D03*
 %TO.P,J12,a19,Pin_a19*%
 %TO.N,/~{WR}*%
-X90380852Y-146322679D03*
+X91870035Y-146037726D03*
 %TO.P,J12,a20,Pin_a20*%
 %TO.N,/~{RAM}1*%
-X90380852Y-143782679D03*
+X91870035Y-143497726D03*
 %TO.P,J12,a21,Pin_a21*%
 %TO.N,/BE*%
-X90380852Y-141242679D03*
+X91870035Y-140957726D03*
 %TO.P,J12,a22,Pin_a22*%
 %TO.N,/~{CS}7*%
-X90380852Y-138702679D03*
+X91870035Y-138417726D03*
 %TO.P,J12,a23,Pin_a23*%
 %TO.N,/RUN*%
-X90380852Y-136162679D03*
+X91870035Y-135877726D03*
 %TO.P,J12,a24,Pin_a24*%
 %TO.N,/~{IRQ}*%
-X90380852Y-133622679D03*
+X91870035Y-133337726D03*
 %TO.P,J12,a25,Pin_a25*%
 %TO.N,/~{VIRQ}*%
-X90380852Y-131082679D03*
+X91870035Y-130797726D03*
 %TO.P,J12,a26,Pin_a26*%
 %TO.N,/~{NMI}*%
-X90380852Y-128542679D03*
+X91870035Y-128257726D03*
 %TO.P,J12,a27,Pin_a27*%
 %TO.N,/I2C_SCL*%
-X90380852Y-126002679D03*
+X91870035Y-125717726D03*
 %TO.P,J12,a28,Pin_a28*%
 %TO.N,/I2C_SDA*%
-X90380852Y-123462679D03*
+X91870035Y-123177726D03*
 %TO.P,J12,a29,Pin_a29*%
 %TO.N,/SNES_LATCH*%
-X90380852Y-120922679D03*
+X91870035Y-120637726D03*
 %TO.P,J12,a30,Pin_a30*%
 %TO.N,/SNES_CLK*%
-X90380852Y-118382679D03*
+X91870035Y-118097726D03*
 %TO.P,J12,a31,Pin_a31*%
 %TO.N,+3.3V*%
-X90380852Y-115842679D03*
+X91870035Y-115557726D03*
 %TO.P,J12,a32,Pin_a32*%
 %TO.N,GND*%
-X90380852Y-113302679D03*
-D25*
+X91870035Y-113017726D03*
 %TO.P,J12,b1,Pin_b1*%
 %TO.N,/PHI2*%
-X82760852Y-193312679D03*
-D24*
-X87840852Y-193312679D03*
-D25*
+X94410035Y-191757726D03*
 %TO.P,J12,b2,Pin_b2*%
 %TO.N,/~{RES}*%
-X82760852Y-190772679D03*
-D24*
-X87840852Y-190772679D03*
-D25*
+X94410035Y-189217726D03*
 %TO.P,J12,b3,Pin_b3*%
 %TO.N,/A0*%
-X82760852Y-188232679D03*
-D24*
-X87840852Y-188232679D03*
-D25*
+X94410035Y-186677726D03*
 %TO.P,J12,b4,Pin_b4*%
 %TO.N,/A2*%
-X82760852Y-185692679D03*
-D24*
-X87840852Y-185692679D03*
-D25*
+X94410035Y-184137726D03*
 %TO.P,J12,b5,Pin_b5*%
 %TO.N,/A4*%
-X82760852Y-183152679D03*
-D24*
-X87840852Y-183152679D03*
-D25*
+X94410035Y-181597726D03*
 %TO.P,J12,b6,Pin_b6*%
 %TO.N,/A6*%
-X82760852Y-180612679D03*
-D24*
-X87840852Y-180612679D03*
-D25*
+X94410035Y-179057726D03*
 %TO.P,J12,b7,Pin_b7*%
 %TO.N,/A8*%
-X82760852Y-178072679D03*
-D24*
-X87840852Y-178072679D03*
-D25*
+X94410035Y-176517726D03*
 %TO.P,J12,b8,Pin_b8*%
 %TO.N,/A10*%
-X82760852Y-175532679D03*
-D24*
-X87840852Y-175532679D03*
-D25*
+X94410035Y-173977726D03*
 %TO.P,J12,b9,Pin_b9*%
 %TO.N,/A12*%
-X82760852Y-172992679D03*
-D24*
-X87840852Y-172992679D03*
-D25*
+X94410035Y-171437726D03*
 %TO.P,J12,b10,Pin_b10*%
 %TO.N,/A14*%
-X82760852Y-170452679D03*
-D24*
-X87840852Y-170452679D03*
-D25*
+X94410035Y-168897726D03*
 %TO.P,J12,b11,Pin_b11*%
 %TO.N,/A16*%
-X82760852Y-167912679D03*
-D24*
-X87840852Y-167912679D03*
-D25*
+X94410035Y-166357726D03*
 %TO.P,J12,b12,Pin_b12*%
 %TO.N,/A18*%
-X82760852Y-165372679D03*
-D24*
-X87840852Y-165372679D03*
-D25*
+X94410035Y-163817726D03*
 %TO.P,J12,b13,Pin_b13*%
 %TO.N,/A20*%
-X82760852Y-162832679D03*
-D24*
-X87840852Y-162832679D03*
-D25*
+X94410035Y-161277726D03*
 %TO.P,J12,b14,Pin_b14*%
 %TO.N,/A22*%
-X82760852Y-160292679D03*
-D24*
-X87840852Y-160292679D03*
-D25*
+X94410035Y-158737726D03*
 %TO.P,J12,b15,Pin_b15*%
 %TO.N,/D0*%
-X82760852Y-157752679D03*
-D24*
-X87840852Y-157752679D03*
-D25*
+X94410035Y-156197726D03*
 %TO.P,J12,b16,Pin_b16*%
 %TO.N,/D2*%
-X82760852Y-155212679D03*
-D24*
-X87840852Y-155212679D03*
-D25*
+X94410035Y-153657726D03*
 %TO.P,J12,b17,Pin_b17*%
 %TO.N,/D4*%
-X82760852Y-152672679D03*
-D24*
-X87840852Y-152672679D03*
-D25*
+X94410035Y-151117726D03*
 %TO.P,J12,b18,Pin_b18*%
 %TO.N,/D6*%
-X82760852Y-150132679D03*
-D24*
-X87840852Y-150132679D03*
-D25*
+X94410035Y-148577726D03*
 %TO.P,J12,b19,Pin_b19*%
 %TO.N,/D7*%
-X82760852Y-147592679D03*
-D24*
-X87840852Y-147592679D03*
-D25*
+X94410035Y-146037726D03*
 %TO.P,J12,b20,Pin_b20*%
 %TO.N,/~{RD}*%
-X82760852Y-145052679D03*
-D24*
-X87840852Y-145052679D03*
-D25*
+X94410035Y-143497726D03*
 %TO.P,J12,b21,Pin_b21*%
 %TO.N,/~{ROM}1*%
-X82760852Y-142512679D03*
-D24*
-X87840852Y-142512679D03*
-D25*
+X94410035Y-140957726D03*
 %TO.P,J12,b22,Pin_b22*%
 %TO.N,/~{CS}6*%
-X82760852Y-139972679D03*
-D24*
-X87840852Y-139972679D03*
-D25*
+X94410035Y-138417726D03*
 %TO.P,J12,b23,Pin_b23*%
 %TO.N,/~{I{slash}O}1*%
-X82760852Y-137432679D03*
-D24*
-X87840852Y-137432679D03*
-D25*
+X94410035Y-135877726D03*
 %TO.P,J12,b24,Pin_b24*%
 %TO.N,/BA*%
-X82760852Y-134892679D03*
-D24*
-X87840852Y-134892679D03*
-D25*
+X94410035Y-133337726D03*
 %TO.P,J12,b25,Pin_b25*%
 %TO.N,/R{slash}~{W}*%
-X82760852Y-132352679D03*
-D24*
-X87840852Y-132352679D03*
-D25*
+X94410035Y-130797726D03*
 %TO.P,J12,b26,Pin_b26*%
 %TO.N,/~{I{slash}O}0*%
-X82760852Y-129812679D03*
-D24*
-X87760852Y-129812679D03*
-D25*
+X94410035Y-128257726D03*
 %TO.P,J12,b27,Pin_b27*%
 %TO.N,/SNES_DATA0*%
-X82760852Y-127272679D03*
-D24*
-X87760852Y-127272679D03*
-D25*
+X94410035Y-125717726D03*
 %TO.P,J12,b28,Pin_b28*%
 %TO.N,/SNES_DATA1*%
-X82760852Y-124732679D03*
-D24*
-X87840852Y-124732679D03*
-D25*
+X94410035Y-123177726D03*
 %TO.P,J12,b29,Pin_b29*%
 %TO.N,/SNES_DATA2*%
-X82760852Y-122192679D03*
-D24*
-X87840852Y-122192679D03*
-D25*
+X94410035Y-120637726D03*
 %TO.P,J12,b30,Pin_b30*%
 %TO.N,/SNES_DATA3*%
-X82760852Y-119652679D03*
-D24*
-X87840852Y-119652679D03*
-D25*
+X94410035Y-118097726D03*
 %TO.P,J12,b31,Pin_b31*%
-%TO.N,unconnected-(J12-Pin_b31-Padb31)_0*%
-X82760852Y-117112679D03*
-D24*
 %TO.N,unconnected-(J12-Pin_b31-Padb31)*%
-X87840852Y-117112679D03*
-D25*
+X94410035Y-115557726D03*
 %TO.P,J12,b32,Pin_b32*%
 %TO.N,+5V*%
-X82760852Y-114572679D03*
-D24*
-X87840852Y-114572679D03*
+X94410035Y-113017726D03*
 %TD*%
 D10*
 %TO.P,R30,1*%
@@ -749,15 +636,6 @@ X102611939Y-68273601D03*
 %TO.N,Net-(D6-Pad4)*%
 X102611939Y-73353601D03*
 %TD*%
-D10*
-%TO.P,R62,1*%
-%TO.N,/BLUE*%
-X225315000Y-62495000D03*
-D11*
-%TO.P,R62,2*%
-%TO.N,GND*%
-X232935000Y-62495000D03*
-%TD*%
 D28*
 %TO.P,U3,1,CLK/IN*%
 %TO.N,/PHI2*%
@@ -843,13 +721,13 @@ D11*
 X212935852Y-90442679D03*
 %TD*%
 D10*
-%TO.P,R42,1*%
-%TO.N,/B1*%
-X235795852Y-90442679D03*
+%TO.P,R35,1*%
+%TO.N,/GREEN*%
+X192615852Y-82822679D03*
 D11*
-%TO.P,R42,2*%
-%TO.N,Net-(R39-Pad2)*%
-X235795852Y-82822679D03*
+%TO.P,R35,2*%
+%TO.N,/G3*%
+X192615852Y-90442679D03*
 %TD*%
 D30*
 %TO.P,SW3,1,1*%
@@ -861,24 +739,6 @@ X138674121Y-220677140D03*
 X131054121Y-225757140D03*
 X138674121Y-225757140D03*
 %TD*%
-D10*
-%TO.P,R60,1*%
-%TO.N,/GREEN*%
-X221183173Y-71488531D03*
-D11*
-%TO.P,R60,2*%
-%TO.N,GND*%
-X221183173Y-63868531D03*
-%TD*%
-D10*
-%TO.P,R43,1*%
-%TO.N,Net-(R37-Pad2)*%
-X215475852Y-77838531D03*
-D11*
-%TO.P,R43,2*%
-%TO.N,Net-(R43-Pad2)*%
-X215475852Y-70218531D03*
-%TD*%
 D31*
 %TO.P,D3,1,K*%
 %TO.N,GND*%
@@ -889,6 +749,15 @@ D32*
 X206353173Y-215843531D03*
 %TD*%
 D10*
+%TO.P,R37,1*%
+%TO.N,/GREEN*%
+X205315852Y-82822679D03*
+D11*
+%TO.P,R37,2*%
+%TO.N,/G1*%
+X205315852Y-90442679D03*
+%TD*%
+D10*
 %TO.P,R9,1*%
 %TO.N,/BL3*%
 X221023531Y-211181827D03*
@@ -906,15 +775,6 @@ D11*
 %TO.N,+3.3V*%
 X185269413Y-175053272D03*
 %TD*%
-D10*
-%TO.P,R41,1*%
-%TO.N,/G1*%
-X205315852Y-90442679D03*
-D11*
-%TO.P,R41,2*%
-%TO.N,Net-(R38-Pad2)*%
-X205315852Y-82822679D03*
-%TD*%
 D14*
 %TO.P,J9,1,Pin_1*%
 %TO.N,/~{RES}*%
@@ -933,6 +793,15 @@ D11*
 %TO.N,+3.3V*%
 X174330000Y-192845000D03*
 %TD*%
+D10*
+%TO.P,R33,1*%
+%TO.N,/RED*%
+X218015852Y-82822679D03*
+D11*
+%TO.P,R33,2*%
+%TO.N,/R1*%
+X218015852Y-90442679D03*
+%TD*%
 D14*
 %TO.P,J11,1,Pin_1*%
 %TO.N,/~{NMI}*%
@@ -945,11 +814,11 @@ X123587294Y-219395671D03*
 D33*
 %TO.P,C17,1*%
 %TO.N,+3.3V*%
-X104484775Y-87400000D03*
+X103214775Y-88670000D03*
 D12*
 %TO.P,C17,2*%
 %TO.N,GND*%
-X106984775Y-87400000D03*
+X105714775Y-88670000D03*
 %TD*%
 D33*
 %TO.P,C9,1*%
@@ -1002,26 +871,21 @@ X113376704Y-114480358D03*
 D10*
 %TO.P,R5,1*%
 %TO.N,+5V*%
-X103537262Y-111469467D03*
+X120996704Y-109581155D03*
 D11*
 %TO.P,R5,2*%
 %TO.N,Net-(D1-A)*%
-X95917262Y-111469467D03*
-%TD*%
-D10*
-%TO.P,R52,1*%
-%TO.N,/R2*%
-X195155852Y-90442679D03*
-D11*
-%TO.P,R52,2*%
-%TO.N,Net-(R43-Pad2)*%
-X195155852Y-82822679D03*
+X113376704Y-109581155D03*
 %TD*%
 D34*
+%TO.P,U8,*%
+%TO.N,*%
+X95660000Y-97300000D03*
+D35*
 %TO.P,U8,1,ADJ/GND*%
 %TO.N,GND*%
 X93120000Y-80640000D03*
-D35*
+D36*
 %TO.P,U8,2,OUT*%
 %TO.N,+3.3V*%
 X95660000Y-80640000D03*
@@ -1046,15 +910,6 @@ D12*
 %TO.N,GND*%
 X94731929Y-75245358D03*
 %TD*%
-D10*
-%TO.P,R35,1*%
-%TO.N,/G0*%
-X202775852Y-90442679D03*
-D11*
-%TO.P,R35,2*%
-%TO.N,Net-(R32-Pad2)*%
-X202775852Y-82822679D03*
-%TD*%
 D33*
 %TO.P,C13,1*%
 %TO.N,+5V*%
@@ -1072,15 +927,6 @@ X235838531Y-189731827D03*
 X235838531Y-194731827D03*
 %TD*%
 D10*
-%TO.P,R39,1*%
-%TO.N,Net-(R33-Pad2)*%
-X235795852Y-69801827D03*
-D11*
-%TO.P,R39,2*%
-%TO.N,Net-(R39-Pad2)*%
-X235795852Y-77421827D03*
-%TD*%
-D10*
 %TO.P,R3,1*%
 %TO.N,+3.3V*%
 X195273173Y-209508531D03*
@@ -1117,15 +963,6 @@ D11*
 X202954071Y-152510511D03*
 %TD*%
 D10*
-%TO.P,R59,1*%
-%TO.N,/R3*%
-X215475852Y-90442679D03*
-D11*
-%TO.P,R59,2*%
-%TO.N,/RED*%
-X215475852Y-82822679D03*
-%TD*%
-D10*
 %TO.P,R17,1*%
 %TO.N,/~{FPGA_RESET}*%
 X187466967Y-118249650D03*
@@ -1154,19 +991,32 @@ D11*
 X183633531Y-222651827D03*
 %TD*%
 D10*
-%TO.P,R34,1*%
-%TO.N,/R0*%
-X220555852Y-90442679D03*
+%TO.P,R40,1*%
+%TO.N,/BLUE*%
+X223095852Y-82822679D03*
 D11*
-%TO.P,R34,2*%
-%TO.N,Net-(R31-Pad2)*%
-X220555852Y-82822679D03*
+%TO.P,R40,2*%
+%TO.N,/B2*%
+X223095852Y-90442679D03*
+%TD*%
+D10*
+%TO.P,R42,1*%
+%TO.N,/BLUE*%
+X238335852Y-82822679D03*
+D11*
+%TO.P,R42,2*%
+%TO.N,/B0*%
+X238335852Y-90442679D03*
 %TD*%
 D34*
+%TO.P,U6,*%
+%TO.N,*%
+X115345000Y-97055000D03*
+D35*
 %TO.P,U6,1,IN*%
 %TO.N,Net-(D6-+)*%
 X112805000Y-80395000D03*
-D35*
+D36*
 %TO.P,U6,2,GND*%
 %TO.N,GND*%
 X115345000Y-80395000D03*
@@ -1186,11 +1036,11 @@ X216183173Y-215843531D03*
 D10*
 %TO.P,R6,1*%
 %TO.N,+3.3V*%
-X106070558Y-111469467D03*
+X120996704Y-112063226D03*
 D11*
 %TO.P,R6,2*%
 %TO.N,Net-(D2-A)*%
-X113690558Y-111469467D03*
+X113376704Y-112063226D03*
 %TD*%
 D12*
 %TO.P,C6,1*%
@@ -1205,7 +1055,7 @@ D22*
 %TO.N,GND*%
 X91975000Y-57482679D03*
 %TD*%
-D36*
+D37*
 %TO.P,U7,1,SCK*%
 %TO.N,/SYSCLK*%
 X202250000Y-67170000D03*
@@ -1251,11 +1101,20 @@ X193360000Y-67805000D03*
 %TO.P,U7,15,FLT*%
 X195900000Y-67805000D03*
 %TD*%
-D37*
+D10*
+%TO.P,R32,1*%
+%TO.N,/RED*%
+X195155852Y-82822679D03*
+D11*
+%TO.P,R32,2*%
+%TO.N,/R2*%
+X195155852Y-90442679D03*
+%TD*%
+D38*
 %TO.P,U1,1,VSS*%
 %TO.N,GND*%
 X216110852Y-206647679D03*
-D38*
+D39*
 %TO.P,U1,2,P56*%
 %TO.N,/RTS*%
 X216110852Y-204107679D03*
@@ -1506,25 +1365,7 @@ X213570852Y-206647679D03*
 %TO.N,+3.3V*%
 X213570852Y-204107679D03*
 %TD*%
-D10*
-%TO.P,R38,1*%
-%TO.N,Net-(R32-Pad2)*%
-X207220852Y-77838531D03*
-D11*
-%TO.P,R38,2*%
-%TO.N,Net-(R38-Pad2)*%
-X207220852Y-70218531D03*
-%TD*%
-D10*
-%TO.P,R55,1*%
-%TO.N,Net-(R43-Pad2)*%
-X208825510Y-65035000D03*
-D11*
-%TO.P,R55,2*%
-%TO.N,/RED*%
-X216445510Y-65035000D03*
-%TD*%
-D36*
+D37*
 %TO.P,J8,a1,Pin_a1*%
 %TO.N,GND*%
 X127545871Y-129700000D03*
@@ -1625,7 +1466,7 @@ D14*
 %TO.P,J8,b1,Pin_b1*%
 %TO.N,/PHI2*%
 X127545871Y-134780000D03*
-D36*
+D37*
 %TO.P,J8,b2,Pin_b2*%
 %TO.N,/~{RES}*%
 X130085871Y-134780000D03*
@@ -1735,15 +1576,6 @@ D22*
 X176430000Y-82606339D03*
 %TD*%
 D10*
-%TO.P,R31,1*%
-%TO.N,GND*%
-X217886704Y-75370000D03*
-D11*
-%TO.P,R31,2*%
-%TO.N,Net-(R31-Pad2)*%
-X225506704Y-75370000D03*
-%TD*%
-D10*
 %TO.P,R26,1*%
 %TO.N,/~{ROM}1*%
 X176870000Y-192795000D03*
@@ -1769,20 +1601,20 @@ X236113173Y-207800000D03*
 D31*
 %TO.P,D2,1,K*%
 %TO.N,GND*%
-X109895558Y-108929109D03*
+X105827290Y-112373556D03*
 D32*
 %TO.P,D2,2,A*%
 %TO.N,Net-(D2-A)*%
-X109895558Y-106389109D03*
+X108367290Y-112373556D03*
 %TD*%
 D10*
-%TO.P,R45,1*%
-%TO.N,Net-(R39-Pad2)*%
-X233323173Y-77428531D03*
+%TO.P,R34,1*%
+%TO.N,/RED*%
+X220555852Y-82822679D03*
 D11*
-%TO.P,R45,2*%
-%TO.N,Net-(R45-Pad2)*%
-X233323173Y-69808531D03*
+%TO.P,R34,2*%
+%TO.N,/R0*%
+X220555852Y-90442679D03*
 %TD*%
 D10*
 %TO.P,R8,1*%
@@ -1802,7 +1634,7 @@ D11*
 %TO.N,GND*%
 X150028531Y-218841827D03*
 %TD*%
-D39*
+D40*
 %TO.P,F1,1*%
 %TO.N,Net-(F1-Pad1)*%
 X91969484Y-66251447D03*
@@ -1811,6 +1643,15 @@ X91969484Y-66251447D03*
 X97069484Y-67451447D03*
 %TD*%
 D10*
+%TO.P,R31,1*%
+%TO.N,/RED*%
+X215475852Y-82822679D03*
+D11*
+%TO.P,R31,2*%
+%TO.N,/R3*%
+X215475852Y-90442679D03*
+%TD*%
+D10*
 %TO.P,R19,1*%
 %TO.N,/I2C_SDA*%
 X120996704Y-116995358D03*
@@ -1822,11 +1663,11 @@ X113376704Y-116995358D03*
 D31*
 %TO.P,D1,1,K*%
 %TO.N,GND*%
-X99735558Y-108929109D03*
+X105827290Y-106389467D03*
 D32*
 %TO.P,D1,2,A*%
 %TO.N,Net-(D1-A)*%
-X99735558Y-106389109D03*
+X108367290Y-106389467D03*
 %TD*%
 D10*
 %TO.P,R29,1*%
@@ -1884,15 +1725,6 @@ D32*
 X211268173Y-215843531D03*
 %TD*%
 D10*
-%TO.P,R53,1*%
-%TO.N,/G2*%
-X207855852Y-90442679D03*
-D11*
-%TO.P,R53,2*%
-%TO.N,Net-(R44-Pad2)*%
-X207855852Y-82822679D03*
-%TD*%
-D10*
 %TO.P,R15,1*%
 %TO.N,/~{CS}6*%
 X215575785Y-145051752D03*
@@ -1910,7 +1742,7 @@ D11*
 %TO.N,+3.3V*%
 X164170000Y-195360000D03*
 %TD*%
-D40*
+D41*
 %TO.P,J14,0*%
 %TO.N,GND*%
 X233260510Y-56596332D03*
@@ -2084,13 +1916,13 @@ X213800000Y-171405000D03*
 X218800000Y-171405000D03*
 %TD*%
 D10*
-%TO.P,R57,1*%
-%TO.N,Net-(R45-Pad2)*%
-X225315000Y-65060000D03*
-D11*
-%TO.P,R57,2*%
+%TO.P,R39,1*%
 %TO.N,/BLUE*%
-X232935000Y-65060000D03*
+X230715852Y-82822679D03*
+D11*
+%TO.P,R39,2*%
+%TO.N,/B3*%
+X230715852Y-90442679D03*
 %TD*%
 D10*
 %TO.P,R65,1*%
@@ -2118,15 +1950,6 @@ D11*
 %TO.N,+3.3V*%
 X185846197Y-222624972D03*
 %TD*%
-D10*
-%TO.P,R40,1*%
-%TO.N,/R1*%
-X218015852Y-90442679D03*
-D11*
-%TO.P,R40,2*%
-%TO.N,Net-(R37-Pad2)*%
-X218015852Y-82822679D03*
-%TD*%
 D14*
 %TO.P,J5,1,Pin_1*%
 %TO.N,/~{WR}*%
@@ -2155,28 +1978,19 @@ X108188173Y-83153531D03*
 X108188173Y-78153531D03*
 %TD*%
 D10*
-%TO.P,R61,1*%
-%TO.N,/G3*%
-X192615852Y-90442679D03*
+%TO.P,R41,1*%
+%TO.N,/BLUE*%
+X235795852Y-82822679D03*
 D11*
-%TO.P,R61,2*%
-%TO.N,/GREEN*%
-X192615852Y-82822679D03*
+%TO.P,R41,2*%
+%TO.N,/B1*%
+X235795852Y-90442679D03*
 %TD*%
-D10*
-%TO.P,R36,1*%
-%TO.N,/B0*%
-X238335852Y-90442679D03*
-D11*
-%TO.P,R36,2*%
-%TO.N,Net-(R33-Pad2)*%
-X238335852Y-82822679D03*
-%TD*%
-D33*
+D28*
 %TO.P,U4,1,A18*%
 %TO.N,/A18*%
 X151975852Y-179342679D03*
-D41*
+D29*
 %TO.P,U4,2,A16*%
 %TO.N,/A16*%
 X149435852Y-179342679D03*
@@ -2271,11 +2085,11 @@ X149435852Y-194582679D03*
 %TO.N,+3.3V*%
 X151975852Y-194582679D03*
 %TD*%
-D37*
+D38*
 %TO.P,U2,1,A18*%
 %TO.N,/A18*%
 X138005852Y-207327171D03*
-D38*
+D39*
 %TO.P,U2,2,A16*%
 %TO.N,/A16*%
 X140545852Y-204787171D03*
@@ -2392,15 +2206,6 @@ X183106704Y-178775358D03*
 %TO.N,GND*%
 X178106704Y-178775358D03*
 %TD*%
-D10*
-%TO.P,R54,1*%
-%TO.N,/B2*%
-X223095852Y-90442679D03*
-D11*
-%TO.P,R54,2*%
-%TO.N,Net-(R45-Pad2)*%
-X223095852Y-82822679D03*
-%TD*%
 D22*
 %TO.P,H7,1,1*%
 %TO.N,GND*%
@@ -2426,15 +2231,6 @@ X238602763Y-213461613D03*
 X230982763Y-213461613D03*
 %TD*%
 D10*
-%TO.P,R44,1*%
-%TO.N,Net-(R38-Pad2)*%
-X209693531Y-70218531D03*
-D11*
-%TO.P,R44,2*%
-%TO.N,Net-(R44-Pad2)*%
-X209693531Y-77838531D03*
-%TD*%
-D10*
 %TO.P,R28,1*%
 %TO.N,/~{RD}*%
 X176870000Y-197825000D03*
@@ -2451,15 +2247,6 @@ X126805000Y-112315000D03*
 %TO.N,GND*%
 X126805000Y-107315000D03*
 %TD*%
-D10*
-%TO.P,R63,1*%
-%TO.N,/B3*%
-X230715852Y-90442679D03*
-D11*
-%TO.P,R63,2*%
-%TO.N,/BLUE*%
-X230715852Y-82822679D03*
-%TD*%
 D13*
 %TO.P,J3,1,Pin_1*%
 %TO.N,+3.3V*%
@@ -2483,15 +2270,6 @@ X238632102Y-227210000D03*
 %TO.N,GND*%
 X242632102Y-227210000D03*
 %TD*%
-D10*
-%TO.P,R58,1*%
-%TO.N,/RED*%
-X216445510Y-62535358D03*
-D11*
-%TO.P,R58,2*%
-%TO.N,GND*%
-X208825510Y-62535358D03*
-%TD*%
 D28*
 %TO.P,U5,1,GND*%
 %TO.N,GND*%
@@ -2646,52 +2424,46 @@ X109093352Y-215207679D03*
 %TD*%
 D42*
 %TO.N,GND*%
-X107931426Y-176623214D03*
+X110370534Y-176902679D03*
 X176426006Y-118347675D03*
 D43*
 X98000852Y-101872679D03*
-X115780852Y-103142679D03*
+X117050852Y-103142679D03*
 D42*
 X217294506Y-122192794D03*
 X184130455Y-90281842D03*
 D43*
-X119590852Y-101872679D03*
+X120860852Y-101872679D03*
 D42*
 X239552902Y-117352313D03*
 X127548501Y-115937851D03*
 X179280852Y-208552679D03*
 D43*
-X117050852Y-101872679D03*
+X118320852Y-101872679D03*
 X90380852Y-101872679D03*
 D42*
 X154297461Y-89380432D03*
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diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-F_Mask.gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-F_Mask.gbr
index f691e46..79af3b8 100644
--- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-F_Mask.gbr	
+++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-F_Mask.gbr	
@@ -1,12 +1,12 @@
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+X153305852Y-180902679D02*
+X112545852Y-180902679D01*
 X153305852Y-185962679D02*
-X153305852Y-180502679D01*
-X153305852Y-193422679D02*
+X153305852Y-180902679D01*
+X153305852Y-193022679D02*
 X153305852Y-187962679D01*
+X153365852Y-177902679D02*
+X112485852Y-177902679D01*
+X153365852Y-196022679D02*
+X153365852Y-177902679D01*
 X153305852Y-187962679D02*
 G75*
 G02*
@@ -35652,19 +32933,6 @@ X182876704Y-179845358D02*
 X178336704Y-179845358D01*
 X182876704Y-179845358D02*
 X182876704Y-179830358D01*
-%TO.C,R54*%
-X222175852Y-84712679D02*
-X222175852Y-88552679D01*
-X222175852Y-88552679D02*
-X224015852Y-88552679D01*
-X223095852Y-83762679D02*
-X223095852Y-84712679D01*
-X223095852Y-89502679D02*
-X223095852Y-88552679D01*
-X224015852Y-84712679D02*
-X222175852Y-84712679D01*
-X224015852Y-88552679D02*
-X224015852Y-84712679D01*
 %TO.C,R10*%
 X236130972Y-136278637D02*
 X236130972Y-140118637D01*
@@ -35705,19 +32973,6 @@ G75*
 G02*
 X237332763Y-216001613I2540000J0D01*
 G01*
-%TO.C,R44*%
-X208773531Y-72108531D02*
-X208773531Y-75948531D01*
-X208773531Y-75948531D02*
-X210613531Y-75948531D01*
-X209693531Y-71158531D02*
-X209693531Y-72108531D01*
-X209693531Y-76898531D02*
-X209693531Y-75948531D01*
-X210613531Y-72108531D02*
-X208773531Y-72108531D01*
-X210613531Y-75948531D02*
-X210613531Y-72108531D01*
 %TO.C,R28*%
 X177810000Y-197825000D02*
 X178760000Y-197825000D01*
@@ -35744,19 +32999,6 @@ X127860000Y-112085000D02*
 X127875000Y-112085000D01*
 X127875000Y-112085000D02*
 X127875000Y-107545000D01*
-%TO.C,R63*%
-X229795852Y-84712679D02*
-X229795852Y-88552679D01*
-X229795852Y-88552679D02*
-X231635852Y-88552679D01*
-X230715852Y-83762679D02*
-X230715852Y-84712679D01*
-X230715852Y-89502679D02*
-X230715852Y-88552679D01*
-X231635852Y-84712679D02*
-X229795852Y-84712679D01*
-X231635852Y-88552679D02*
-X231635852Y-84712679D01*
 %TO.C,J3*%
 D18*
 X213592102Y-224670000D02*
@@ -35765,19 +33007,6 @@ X245342102Y-229750000D01*
 X213592102Y-229750000D01*
 X213592102Y-224670000D01*
 D19*
-%TO.C,R58*%
-X209765510Y-62535358D02*
-X210715510Y-62535358D01*
-X210715510Y-61615358D02*
-X210715510Y-63455358D01*
-X210715510Y-63455358D02*
-X214555510Y-63455358D01*
-X214555510Y-61615358D02*
-X210715510Y-61615358D01*
-X214555510Y-63455358D02*
-X214555510Y-61615358D01*
-X215505510Y-62535358D02*
-X214555510Y-62535358D01*
 %TO.C,U5*%
 X181185852Y-92347679D02*
 X181185852Y-112667679D01*
diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In1_Cu (GND).gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In1_Cu (GND).gbr
index 1840373..e059b8b 100644
--- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In1_Cu (GND).gbr	
+++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In1_Cu (GND).gbr	
@@ -1,12 +1,12 @@
 %TF.GenerationSoftware,KiCad,Pcbnew,8.0.2*%
-%TF.CreationDate,2024-04-30T21:26:34-04:00*%
+%TF.CreationDate,2024-05-02T20:32:31-04:00*%
 %TF.ProjectId,Prototype 4 (PTH),50726f74-6f74-4797-9065-203420285054,rev?*%
 %TF.SameCoordinates,Original*%
 %TF.FileFunction,Copper,L2,Inr*%
 %TF.FilePolarity,Positive*%
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.2) date 2024-04-30 21:26:34*
+G04 Created by KiCad (PCBNEW 8.0.2) date 2024-05-02 20:32:31*
 %MOMM*%
 %LPD*%
 G01*
@@ -60,70 +60,79 @@ G04 Aperture macros list end*
 %ADD19C,5.600000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD20C,1.000000*%
+%ADD20RoundRect,0.249999X0.525001X-0.525001X0.525001X0.525001X-0.525001X0.525001X-0.525001X-0.525001X0*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD21R,2.000000X2.000000*%
+%ADD21C,1.550000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD22O,2.000000X2.000000*%
+%ADD22R,2.000000X2.000000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD23R,1.600000X2.400000*%
+%ADD23O,2.000000X2.000000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD24O,1.600000X2.400000*%
+%ADD24R,1.600000X2.400000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD25C,1.397000*%
+%ADD25O,1.600000X2.400000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD26R,1.800000X1.800000*%
+%ADD26C,1.397000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD27C,1.800000*%
+%ADD27R,1.800000X1.800000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD28R,1.600000X1.600000*%
+%ADD28C,1.800000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD29R,1.905000X2.000000*%
+%ADD29R,1.600000X1.600000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD30O,1.905000X2.000000*%
+%ADD30R,10.000000X5.500000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD31C,1.700000*%
+%ADD31R,1.905000X2.000000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD32R,1.422400X1.422400*%
+%ADD32O,1.905000X2.000000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD33C,1.422400*%
+%ADD33C,1.700000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD34C,2.010000*%
+%ADD34R,1.422400X1.422400*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD35C,4.000000*%
+%ADD35C,1.422400*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD36O,1.600000X1.600000*%
+%ADD36C,2.010000*%
+%TD*%
+%TA.AperFunction,ComponentPad*%
+%ADD37C,4.000000*%
 %TD*%
 %TA.AperFunction,ViaPad*%
-%ADD37C,0.450000*%
+%ADD38C,0.450000*%
 %TD*%
 %TA.AperFunction,ViaPad*%
-%ADD38C,0.800000*%
+%ADD39C,0.800000*%
 %TD*%
 %TA.AperFunction,ViaPad*%
-%ADD39C,0.500000*%
+%ADD40C,0.500000*%
 %TD*%
 %TA.AperFunction,ViaPad*%
-%ADD40C,0.600000*%
+%ADD41C,0.600000*%
 %TD*%
 %TA.AperFunction,ViaPad*%
-%ADD41C,0.400000*%
+%ADD42C,0.400000*%
+%TD*%
+%TA.AperFunction,Conductor*%
+%ADD43C,0.150000*%
+%TD*%
+%TA.AperFunction,Conductor*%
+%ADD44C,0.500000*%
 %TD*%
 G04 APERTURE END LIST*
 D10*
@@ -149,6 +158,23 @@ X195918531Y-187826827D03*
 %TO.N,GND*%
 X195918531Y-192826827D03*
 %TD*%
+D10*
+%TO.N,/GREEN*%
+%TO.C,R36*%
+X207855852Y-82822679D03*
+D11*
+%TO.N,/G2*%
+X207855852Y-90442679D03*
+%TD*%
+D10*
+%TO.N,/GREEN*%
+%TO.C,R38*%
+X202775852Y-82822679D03*
+D11*
+%TO.N,/G0*%
+X202775852Y-90442679D03*
+%TD*%
+D12*
 %TO.N,+3.3V*%
 %TO.C,C18*%
 X241828173Y-208960000D03*
@@ -179,14 +205,6 @@ D11*
 %TO.N,/VSYNC*%
 X210395852Y-90442679D03*
 %TD*%
-D10*
-%TO.N,GND*%
-%TO.C,R32*%
-X204680852Y-70218531D03*
-D11*
-%TO.N,Net-(R32-Pad2)*%
-X204680852Y-77838531D03*
-%TD*%
 D12*
 %TO.N,+3.3V*%
 %TO.C,C19*%
@@ -202,14 +220,6 @@ D11*
 %TO.N,+3.3V*%
 X167761704Y-177395358D03*
 %TD*%
-D10*
-%TO.N,GND*%
-%TO.C,R33*%
-X238335852Y-77421827D03*
-D11*
-%TO.N,Net-(R33-Pad2)*%
-X238335852Y-69801827D03*
-%TD*%
 D13*
 %TO.N,+3.3V*%
 %TO.C,J2*%
@@ -246,14 +256,6 @@ X234870000Y-162480000D03*
 %TO.N,GND*%
 X234870000Y-165020000D03*
 %TD*%
-D10*
-%TO.N,Net-(R44-Pad2)*%
-%TO.C,R56*%
-X218668173Y-71488531D03*
-D11*
-%TO.N,/GREEN*%
-X218668173Y-63868531D03*
-%TD*%
 D12*
 %TO.N,+3.3V*%
 %TO.C,C20*%
@@ -272,14 +274,6 @@ D18*
 %TO.N,unconnected-(J7-MountPin-Pad3)*%
 X103228531Y-59981827D03*
 %TD*%
-D10*
-%TO.N,Net-(R31-Pad2)*%
-%TO.C,R37*%
-X225506704Y-77700358D03*
-D11*
-%TO.N,Net-(R37-Pad2)*%
-X217886704Y-77700358D03*
-%TD*%
 D19*
 %TO.N,GND*%
 %TO.C,H6*%
@@ -302,9 +296,9 @@ X241828173Y-196453531D03*
 %TD*%
 %TO.N,+3.3V*%
 %TO.C,C15*%
-X103177518Y-93309624D03*
+X103177518Y-99659624D03*
 %TO.N,GND*%
-X108177518Y-93309624D03*
+X103177518Y-94659624D03*
 %TD*%
 D14*
 %TO.N,/~{BOOT_SEL}*%
@@ -317,133 +311,134 @@ X241623621Y-214714071D03*
 D20*
 %TO.N,GND*%
 %TO.C,J12*%
-X90380852Y-192042679D03*
+X91870035Y-191757726D03*
+D21*
 %TO.N,+3.3V*%
-X90380852Y-189502679D03*
+X91870035Y-189217726D03*
 %TO.N,/A1*%
-X90380852Y-186962679D03*
+X91870035Y-186677726D03*
 %TO.N,/A3*%
-X90380852Y-184422679D03*
+X91870035Y-184137726D03*
 %TO.N,/A5*%
-X90380852Y-181882679D03*
+X91870035Y-181597726D03*
 %TO.N,/A7*%
-X90380852Y-179342679D03*
+X91870035Y-179057726D03*
 %TO.N,/A9*%
-X90380852Y-176802679D03*
+X91870035Y-176517726D03*
 %TO.N,/A11*%
-X90380852Y-174262679D03*
+X91870035Y-173977726D03*
 %TO.N,/A13*%
-X90380852Y-171722679D03*
+X91870035Y-171437726D03*
 %TO.N,/A15*%
-X90380852Y-169182679D03*
+X91870035Y-168897726D03*
 %TO.N,/A17*%
-X90380852Y-166642679D03*
+X91870035Y-166357726D03*
 %TO.N,/A19*%
-X90380852Y-164102679D03*
+X91870035Y-163817726D03*
 %TO.N,/A21*%
-X90380852Y-161562679D03*
+X91870035Y-161277726D03*
 %TO.N,/A23*%
-X90380852Y-159022679D03*
+X91870035Y-158737726D03*
 %TO.N,/D1*%
-X90380852Y-156482679D03*
+X91870035Y-156197726D03*
 %TO.N,/D3*%
-X90380852Y-153942679D03*
+X91870035Y-153657726D03*
 %TO.N,/D5*%
-X90380852Y-151402679D03*
+X91870035Y-151117726D03*
 %TO.N,GND*%
-X90380852Y-148862679D03*
+X91870035Y-148577726D03*
 %TO.N,/~{WR}*%
-X90380852Y-146322679D03*
+X91870035Y-146037726D03*
 %TO.N,/~{RAM}1*%
-X90380852Y-143782679D03*
+X91870035Y-143497726D03*
 %TO.N,/BE*%
-X90380852Y-141242679D03*
+X91870035Y-140957726D03*
 %TO.N,/~{CS}7*%
-X90380852Y-138702679D03*
+X91870035Y-138417726D03*
 %TO.N,/RUN*%
-X90380852Y-136162679D03*
+X91870035Y-135877726D03*
 %TO.N,/~{IRQ}*%
-X90380852Y-133622679D03*
+X91870035Y-133337726D03*
 %TO.N,/~{VIRQ}*%
-X90380852Y-131082679D03*
+X91870035Y-130797726D03*
 %TO.N,/~{NMI}*%
-X90380852Y-128542679D03*
+X91870035Y-128257726D03*
 %TO.N,/I2C_SCL*%
-X90380852Y-126002679D03*
+X91870035Y-125717726D03*
 %TO.N,/I2C_SDA*%
-X90380852Y-123462679D03*
+X91870035Y-123177726D03*
 %TO.N,/SNES_LATCH*%
-X90380852Y-120922679D03*
+X91870035Y-120637726D03*
 %TO.N,/SNES_CLK*%
-X90380852Y-118382679D03*
+X91870035Y-118097726D03*
 %TO.N,+3.3V*%
-X90380852Y-115842679D03*
+X91870035Y-115557726D03*
 %TO.N,GND*%
-X90380852Y-113302679D03*
+X91870035Y-113017726D03*
 %TO.N,/PHI2*%
-X87840852Y-193312679D03*
+X94410035Y-191757726D03*
 %TO.N,/~{RES}*%
-X87840852Y-190772679D03*
+X94410035Y-189217726D03*
 %TO.N,/A0*%
-X87840852Y-188232679D03*
+X94410035Y-186677726D03*
 %TO.N,/A2*%
-X87840852Y-185692679D03*
+X94410035Y-184137726D03*
 %TO.N,/A4*%
-X87840852Y-183152679D03*
+X94410035Y-181597726D03*
 %TO.N,/A6*%
-X87840852Y-180612679D03*
+X94410035Y-179057726D03*
 %TO.N,/A8*%
-X87840852Y-178072679D03*
+X94410035Y-176517726D03*
 %TO.N,/A10*%
-X87840852Y-175532679D03*
+X94410035Y-173977726D03*
 %TO.N,/A12*%
-X87840852Y-172992679D03*
+X94410035Y-171437726D03*
 %TO.N,/A14*%
-X87840852Y-170452679D03*
+X94410035Y-168897726D03*
 %TO.N,/A16*%
-X87840852Y-167912679D03*
+X94410035Y-166357726D03*
 %TO.N,/A18*%
-X87840852Y-165372679D03*
+X94410035Y-163817726D03*
 %TO.N,/A20*%
-X87840852Y-162832679D03*
+X94410035Y-161277726D03*
 %TO.N,/A22*%
-X87840852Y-160292679D03*
+X94410035Y-158737726D03*
 %TO.N,/D0*%
-X87840852Y-157752679D03*
+X94410035Y-156197726D03*
 %TO.N,/D2*%
-X87840852Y-155212679D03*
+X94410035Y-153657726D03*
 %TO.N,/D4*%
-X87840852Y-152672679D03*
+X94410035Y-151117726D03*
 %TO.N,/D6*%
-X87840852Y-150132679D03*
+X94410035Y-148577726D03*
 %TO.N,/D7*%
-X87840852Y-147592679D03*
+X94410035Y-146037726D03*
 %TO.N,/~{RD}*%
-X87840852Y-145052679D03*
+X94410035Y-143497726D03*
 %TO.N,/~{ROM}1*%
-X87840852Y-142512679D03*
+X94410035Y-140957726D03*
 %TO.N,/~{CS}6*%
-X87840852Y-139972679D03*
+X94410035Y-138417726D03*
 %TO.N,/~{I{slash}O}1*%
-X87840852Y-137432679D03*
+X94410035Y-135877726D03*
 %TO.N,/BA*%
-X87840852Y-134892679D03*
+X94410035Y-133337726D03*
 %TO.N,/R{slash}~{W}*%
-X87840852Y-132352679D03*
+X94410035Y-130797726D03*
 %TO.N,/~{I{slash}O}0*%
-X87760852Y-129812679D03*
+X94410035Y-128257726D03*
 %TO.N,/SNES_DATA0*%
-X87760852Y-127272679D03*
+X94410035Y-125717726D03*
 %TO.N,/SNES_DATA1*%
-X87840852Y-124732679D03*
+X94410035Y-123177726D03*
 %TO.N,/SNES_DATA2*%
-X87840852Y-122192679D03*
+X94410035Y-120637726D03*
 %TO.N,/SNES_DATA3*%
-X87840852Y-119652679D03*
+X94410035Y-118097726D03*
 %TO.N,unconnected-(J12-Pin_b31-Padb31)*%
-X87840852Y-117112679D03*
+X94410035Y-115557726D03*
 %TO.N,+5V*%
-X87840852Y-114572679D03*
+X94410035Y-113017726D03*
 %TD*%
 D10*
 %TO.N,/~{CART}*%
@@ -453,11 +448,11 @@ D11*
 %TO.N,+3.3V*%
 X226141545Y-149419045D03*
 %TD*%
-D21*
+D22*
 %TO.N,Net-(D6-+)*%
 %TO.C,D6*%
 X107691939Y-73353601D03*
-D22*
+D23*
 %TO.N,Net-(D6-Pad2)*%
 X107691939Y-68273601D03*
 %TO.N,GND*%
@@ -465,19 +460,11 @@ X102611939Y-68273601D03*
 %TO.N,Net-(D6-Pad4)*%
 X102611939Y-73353601D03*
 %TD*%
-D10*
-%TO.N,/BLUE*%
-%TO.C,R62*%
-X225315000Y-62495000D03*
-D11*
-%TO.N,GND*%
-X232935000Y-62495000D03*
-%TD*%
-D23*
+D24*
 %TO.N,/PHI2*%
 %TO.C,U3*%
 X184278531Y-181976827D03*
-D24*
+D25*
 %TO.N,/R{slash}~{W}*%
 X181738531Y-181976827D03*
 %TO.N,/~{CS}4*%
@@ -534,14 +521,14 @@ D11*
 X212935852Y-90442679D03*
 %TD*%
 D10*
-%TO.N,/B1*%
-%TO.C,R42*%
-X235795852Y-90442679D03*
+%TO.N,/GREEN*%
+%TO.C,R35*%
+X192615852Y-82822679D03*
 D11*
-%TO.N,Net-(R39-Pad2)*%
-X235795852Y-82822679D03*
+%TO.N,/G3*%
+X192615852Y-90442679D03*
 %TD*%
-D25*
+D26*
 %TO.N,/~{NMI}*%
 %TO.C,SW3*%
 X131054121Y-220677140D03*
@@ -550,31 +537,23 @@ X138674121Y-220677140D03*
 X131054121Y-225757140D03*
 X138674121Y-225757140D03*
 %TD*%
-D10*
-%TO.N,/GREEN*%
-%TO.C,R60*%
-X221183173Y-71488531D03*
-D11*
-%TO.N,GND*%
-X221183173Y-63868531D03*
-%TD*%
-D10*
-%TO.N,Net-(R37-Pad2)*%
-%TO.C,R43*%
-X215475852Y-77838531D03*
-D11*
-%TO.N,Net-(R43-Pad2)*%
-X215475852Y-70218531D03*
-%TD*%
-D26*
+D27*
 %TO.N,GND*%
 %TO.C,D3*%
 X206353173Y-218383531D03*
-D27*
+D28*
 %TO.N,Net-(D3-A)*%
 X206353173Y-215843531D03*
 %TD*%
 D10*
+%TO.N,/GREEN*%
+%TO.C,R37*%
+X205315852Y-82822679D03*
+D11*
+%TO.N,/G1*%
+X205315852Y-90442679D03*
+%TD*%
+D10*
 %TO.N,/BL3*%
 %TO.C,R9*%
 X221023531Y-211181827D03*
@@ -590,14 +569,6 @@ D11*
 %TO.N,+3.3V*%
 X185269413Y-175053272D03*
 %TD*%
-D10*
-%TO.N,/G1*%
-%TO.C,R41*%
-X205315852Y-90442679D03*
-D11*
-%TO.N,Net-(R38-Pad2)*%
-X205315852Y-82822679D03*
-%TD*%
 D14*
 %TO.N,/~{RES}*%
 %TO.C,J9*%
@@ -614,6 +585,14 @@ D11*
 %TO.N,+3.3V*%
 X174330000Y-192845000D03*
 %TD*%
+D10*
+%TO.N,/RED*%
+%TO.C,R33*%
+X218015852Y-82822679D03*
+D11*
+%TO.N,/R1*%
+X218015852Y-90442679D03*
+%TD*%
 D14*
 %TO.N,/~{NMI}*%
 %TO.C,J11*%
@@ -622,15 +601,15 @@ D15*
 %TO.N,GND*%
 X123587294Y-219395671D03*
 %TD*%
-D28*
+D29*
 %TO.N,+3.3V*%
 %TO.C,C17*%
-X104484775Y-87400000D03*
+X103214775Y-88670000D03*
 D12*
 %TO.N,GND*%
-X106984775Y-87400000D03*
+X105714775Y-88670000D03*
 %TD*%
-D28*
+D29*
 %TO.N,Net-(D6-+)*%
 %TO.C,C9*%
 X116549775Y-73465000D03*
@@ -675,24 +654,19 @@ X113376704Y-114480358D03*
 D10*
 %TO.N,+5V*%
 %TO.C,R5*%
-X103537262Y-111469467D03*
+X120996704Y-109581155D03*
 D11*
 %TO.N,Net-(D1-A)*%
-X95917262Y-111469467D03*
+X113376704Y-109581155D03*
 %TD*%
-D10*
-%TO.N,/R2*%
-%TO.C,R52*%
-X195155852Y-90442679D03*
-D11*
-%TO.N,Net-(R43-Pad2)*%
-X195155852Y-82822679D03*
-%TD*%
-D29*
-%TO.N,GND*%
-%TO.C,U8*%
-X93120000Y-80640000D03*
 D30*
+%TO.N,*%
+%TO.C,U8*%
+X95660000Y-97300000D03*
+D31*
+%TO.N,GND*%
+X93120000Y-80640000D03*
+D32*
 %TO.N,+3.3V*%
 X95660000Y-80640000D03*
 %TO.N,+5V*%
@@ -705,7 +679,7 @@ X213800000Y-211325000D03*
 %TO.N,GND*%
 X218800000Y-211325000D03*
 %TD*%
-D28*
+D29*
 %TO.N,+5V*%
 %TO.C,C12*%
 X97231929Y-75245358D03*
@@ -713,15 +687,7 @@ D12*
 %TO.N,GND*%
 X94731929Y-75245358D03*
 %TD*%
-D10*
-%TO.N,/G0*%
-%TO.C,R35*%
-X202775852Y-90442679D03*
-D11*
-%TO.N,Net-(R32-Pad2)*%
-X202775852Y-82822679D03*
-%TD*%
-D28*
+D29*
 %TO.N,+5V*%
 %TO.C,C13*%
 X102579775Y-79580000D03*
@@ -736,14 +702,6 @@ X235838531Y-189731827D03*
 X235838531Y-194731827D03*
 %TD*%
 D10*
-%TO.N,Net-(R33-Pad2)*%
-%TO.C,R39*%
-X235795852Y-69801827D03*
-D11*
-%TO.N,Net-(R39-Pad2)*%
-X235795852Y-77421827D03*
-%TD*%
-D10*
 %TO.N,+3.3V*%
 %TO.C,R3*%
 X195273173Y-209508531D03*
@@ -776,14 +734,6 @@ D11*
 X202954071Y-152510511D03*
 %TD*%
 D10*
-%TO.N,/R3*%
-%TO.C,R59*%
-X215475852Y-90442679D03*
-D11*
-%TO.N,/RED*%
-X215475852Y-82822679D03*
-%TD*%
-D10*
 %TO.N,/~{FPGA_RESET}*%
 %TO.C,R17*%
 X187466967Y-118249650D03*
@@ -791,7 +741,7 @@ D11*
 %TO.N,+3.3V*%
 X179846967Y-118249650D03*
 %TD*%
-D25*
+D26*
 %TO.N,/~{RES}*%
 %TO.C,SW1*%
 X194904065Y-220575449D03*
@@ -809,38 +759,49 @@ D11*
 X183633531Y-222651827D03*
 %TD*%
 D10*
-%TO.N,/R0*%
-%TO.C,R34*%
-X220555852Y-90442679D03*
+%TO.N,/BLUE*%
+%TO.C,R40*%
+X223095852Y-82822679D03*
 D11*
-%TO.N,Net-(R31-Pad2)*%
-X220555852Y-82822679D03*
+%TO.N,/B2*%
+X223095852Y-90442679D03*
+%TD*%
+D10*
+%TO.N,/BLUE*%
+%TO.C,R42*%
+X238335852Y-82822679D03*
+D11*
+%TO.N,/B0*%
+X238335852Y-90442679D03*
 %TD*%
-D29*
-%TO.N,Net-(D6-+)*%
-%TO.C,U6*%
-X112805000Y-80395000D03*
 D30*
+%TO.N,*%
+%TO.C,U6*%
+X115345000Y-97055000D03*
+D31*
+%TO.N,Net-(D6-+)*%
+X112805000Y-80395000D03*
+D32*
 %TO.N,GND*%
 X115345000Y-80395000D03*
 %TO.N,+5V*%
 X117885000Y-80395000D03*
 %TD*%
-D26*
+D27*
 %TO.N,GND*%
 %TO.C,D5*%
 X216183173Y-218383531D03*
-D27*
+D28*
 %TO.N,Net-(D5-A)*%
 X216183173Y-215843531D03*
 %TD*%
 D10*
 %TO.N,+3.3V*%
 %TO.C,R6*%
-X106070558Y-111469467D03*
+X120996704Y-112063226D03*
 D11*
 %TO.N,Net-(D2-A)*%
-X113690558Y-111469467D03*
+X113376704Y-112063226D03*
 %TD*%
 D12*
 %TO.N,+3.3V*%
@@ -854,7 +815,7 @@ D19*
 %TO.C,H2*%
 X91975000Y-57482679D03*
 %TD*%
-D31*
+D33*
 %TO.N,/SYSCLK*%
 %TO.C,U7*%
 X202250000Y-67170000D03*
@@ -886,11 +847,19 @@ X190820000Y-67805000D03*
 X193360000Y-67805000D03*
 X195900000Y-67805000D03*
 %TD*%
-D32*
+D10*
+%TO.N,/RED*%
+%TO.C,R32*%
+X195155852Y-82822679D03*
+D11*
+%TO.N,/R2*%
+X195155852Y-90442679D03*
+%TD*%
+D34*
 %TO.N,GND*%
 %TO.C,U1*%
 X216110852Y-206647679D03*
-D33*
+D35*
 %TO.N,/RTS*%
 X216110852Y-204107679D03*
 %TO.N,/CTS*%
@@ -1058,23 +1027,7 @@ X213570852Y-206647679D03*
 %TO.N,+3.3V*%
 X213570852Y-204107679D03*
 %TD*%
-D10*
-%TO.N,Net-(R32-Pad2)*%
-%TO.C,R38*%
-X207220852Y-77838531D03*
-D11*
-%TO.N,Net-(R38-Pad2)*%
-X207220852Y-70218531D03*
-%TD*%
-D10*
-%TO.N,Net-(R43-Pad2)*%
-%TO.C,R55*%
-X208825510Y-65035000D03*
-D11*
-%TO.N,/RED*%
-X216445510Y-65035000D03*
-%TD*%
-D31*
+D33*
 %TO.N,GND*%
 %TO.C,J8*%
 X127545871Y-129700000D03*
@@ -1143,7 +1096,7 @@ X206285871Y-129700000D03*
 D14*
 %TO.N,/PHI2*%
 X127545871Y-134780000D03*
-D31*
+D33*
 %TO.N,/~{RES}*%
 X130085871Y-134780000D03*
 %TO.N,/A0*%
@@ -1221,14 +1174,6 @@ D19*
 X176430000Y-82606339D03*
 %TD*%
 D10*
-%TO.N,GND*%
-%TO.C,R31*%
-X217886704Y-75370000D03*
-D11*
-%TO.N,Net-(R31-Pad2)*%
-X225506704Y-75370000D03*
-%TD*%
-D10*
 %TO.N,/~{ROM}1*%
 %TO.C,R26*%
 X176870000Y-192795000D03*
@@ -1236,21 +1181,21 @@ D11*
 %TO.N,+3.3V*%
 X184490000Y-192795000D03*
 %TD*%
-D26*
+D27*
 %TO.N,GND*%
 %TO.C,D2*%
-X109895558Y-108929109D03*
-D27*
+X105827290Y-112373556D03*
+D28*
 %TO.N,Net-(D2-A)*%
-X109895558Y-106389109D03*
+X108367290Y-112373556D03*
 %TD*%
 D10*
-%TO.N,Net-(R39-Pad2)*%
-%TO.C,R45*%
-X233323173Y-77428531D03*
+%TO.N,/RED*%
+%TO.C,R34*%
+X220555852Y-82822679D03*
 D11*
-%TO.N,Net-(R45-Pad2)*%
-X233323173Y-69808531D03*
+%TO.N,/R0*%
+X220555852Y-90442679D03*
 %TD*%
 D10*
 %TO.N,/BL2*%
@@ -1268,7 +1213,7 @@ D11*
 %TO.N,GND*%
 X150028531Y-218841827D03*
 %TD*%
-D34*
+D36*
 %TO.N,Net-(F1-Pad1)*%
 %TO.C,F1*%
 X91969484Y-66251447D03*
@@ -1276,6 +1221,14 @@ X91969484Y-66251447D03*
 X97069484Y-67451447D03*
 %TD*%
 D10*
+%TO.N,/RED*%
+%TO.C,R31*%
+X215475852Y-82822679D03*
+D11*
+%TO.N,/R3*%
+X215475852Y-90442679D03*
+%TD*%
+D10*
 %TO.N,/I2C_SDA*%
 %TO.C,R19*%
 X120996704Y-116995358D03*
@@ -1283,13 +1236,13 @@ D11*
 %TO.N,+3.3V*%
 X113376704Y-116995358D03*
 %TD*%
-D26*
+D27*
 %TO.N,GND*%
 %TO.C,D1*%
-X99735558Y-108929109D03*
-D27*
+X105827290Y-106389467D03*
+D28*
 %TO.N,Net-(D1-A)*%
-X99735558Y-106389109D03*
+X108367290Y-106389467D03*
 %TD*%
 D10*
 %TO.N,/~{WR}*%
@@ -1320,23 +1273,15 @@ D11*
 %TO.N,+3.3V*%
 X147698173Y-211221827D03*
 %TD*%
-D26*
+D27*
 %TO.N,GND*%
 %TO.C,D4*%
 X211268173Y-218383531D03*
-D27*
+D28*
 %TO.N,Net-(D4-A)*%
 X211268173Y-215843531D03*
 %TD*%
 D10*
-%TO.N,/G2*%
-%TO.C,R53*%
-X207855852Y-90442679D03*
-D11*
-%TO.N,Net-(R44-Pad2)*%
-X207855852Y-82822679D03*
-%TD*%
-D10*
 %TO.N,/~{CS}6*%
 %TO.C,R15*%
 X215575785Y-145051752D03*
@@ -1352,12 +1297,12 @@ D11*
 %TO.N,+3.3V*%
 X164170000Y-195360000D03*
 %TD*%
-D35*
+D37*
 %TO.N,GND*%
 %TO.C,J14*%
 X233260510Y-56596332D03*
 X208260510Y-56596332D03*
-D28*
+D29*
 %TO.N,/RED*%
 X216445510Y-58646332D03*
 D12*
@@ -1481,12 +1426,12 @@ X213800000Y-171405000D03*
 X218800000Y-171405000D03*
 %TD*%
 D10*
-%TO.N,Net-(R45-Pad2)*%
-%TO.C,R57*%
-X225315000Y-65060000D03*
-D11*
 %TO.N,/BLUE*%
-X232935000Y-65060000D03*
+%TO.C,R39*%
+X230715852Y-82822679D03*
+D11*
+%TO.N,/B3*%
+X230715852Y-90442679D03*
 %TD*%
 D10*
 %TO.N,/~{SD_CD}*%
@@ -1511,14 +1456,6 @@ D11*
 %TO.N,+3.3V*%
 X185846197Y-222624972D03*
 %TD*%
-D10*
-%TO.N,/R1*%
-%TO.C,R40*%
-X218015852Y-90442679D03*
-D11*
-%TO.N,Net-(R37-Pad2)*%
-X218015852Y-82822679D03*
-%TD*%
 D14*
 %TO.N,/~{WR}*%
 %TO.C,J5*%
@@ -1543,26 +1480,18 @@ X108188173Y-83153531D03*
 X108188173Y-78153531D03*
 %TD*%
 D10*
-%TO.N,/G3*%
-%TO.C,R61*%
-X192615852Y-90442679D03*
+%TO.N,/BLUE*%
+%TO.C,R41*%
+X235795852Y-82822679D03*
 D11*
-%TO.N,/GREEN*%
-X192615852Y-82822679D03*
+%TO.N,/B1*%
+X235795852Y-90442679D03*
 %TD*%
-D10*
-%TO.N,/B0*%
-%TO.C,R36*%
-X238335852Y-90442679D03*
-D11*
-%TO.N,Net-(R33-Pad2)*%
-X238335852Y-82822679D03*
-%TD*%
-D28*
+D24*
 %TO.N,/A18*%
 %TO.C,U4*%
 X151975852Y-179342679D03*
-D36*
+D25*
 %TO.N,/A16*%
 X149435852Y-179342679D03*
 %TO.N,/A14*%
@@ -1626,11 +1555,11 @@ X149435852Y-194582679D03*
 %TO.N,+3.3V*%
 X151975852Y-194582679D03*
 %TD*%
-D32*
+D34*
 %TO.N,/A18*%
 %TO.C,U2*%
 X138005852Y-207327171D03*
-D33*
+D35*
 %TO.N,/A16*%
 X140545852Y-204787171D03*
 %TO.N,/A15*%
@@ -1714,14 +1643,6 @@ X183106704Y-178775358D03*
 %TO.N,GND*%
 X178106704Y-178775358D03*
 %TD*%
-D10*
-%TO.N,/B2*%
-%TO.C,R54*%
-X223095852Y-90442679D03*
-D11*
-%TO.N,Net-(R45-Pad2)*%
-X223095852Y-82822679D03*
-%TD*%
 D19*
 %TO.N,GND*%
 %TO.C,H7*%
@@ -1735,7 +1656,7 @@ D11*
 %TO.N,+3.3V*%
 X237050972Y-134388637D03*
 %TD*%
-D25*
+D26*
 %TO.N,/~{BOOT_SEL}*%
 %TO.C,SW2*%
 X238602763Y-218541613D03*
@@ -1745,14 +1666,6 @@ X238602763Y-213461613D03*
 X230982763Y-213461613D03*
 %TD*%
 D10*
-%TO.N,Net-(R38-Pad2)*%
-%TO.C,R44*%
-X209693531Y-70218531D03*
-D11*
-%TO.N,Net-(R44-Pad2)*%
-X209693531Y-77838531D03*
-%TD*%
-D10*
 %TO.N,/~{RD}*%
 %TO.C,R28*%
 X176870000Y-197825000D03*
@@ -1767,14 +1680,6 @@ X126805000Y-112315000D03*
 %TO.N,GND*%
 X126805000Y-107315000D03*
 %TD*%
-D10*
-%TO.N,/B3*%
-%TO.C,R63*%
-X230715852Y-90442679D03*
-D11*
-%TO.N,/BLUE*%
-X230715852Y-82822679D03*
-%TD*%
 D13*
 %TO.N,+3.3V*%
 %TO.C,J3*%
@@ -1792,19 +1697,11 @@ X238632102Y-227210000D03*
 %TO.N,GND*%
 X242632102Y-227210000D03*
 %TD*%
-D10*
-%TO.N,/RED*%
-%TO.C,R58*%
-X216445510Y-62535358D03*
-D11*
-%TO.N,GND*%
-X208825510Y-62535358D03*
-%TD*%
-D23*
+D24*
 %TO.N,GND*%
 %TO.C,U5*%
 X182455852Y-111397679D03*
-D24*
+D25*
 %TO.N,unconnected-(U5-VIO-Pad2)*%
 X184995852Y-111397679D03*
 %TO.N,/~{FPGA_RESET}*%
@@ -1905,217 +1802,204 @@ D19*
 %TO.C,H3*%
 X109093352Y-215207679D03*
 %TD*%
-D37*
-%TO.N,GND*%
-X107931426Y-176623214D03*
-X176426006Y-118347675D03*
 D38*
+%TO.N,GND*%
+X110370534Y-176902679D03*
+X176426006Y-118347675D03*
+D39*
 X98000852Y-101872679D03*
-X115780852Y-103142679D03*
-D37*
+X117050852Y-103142679D03*
+D38*
 X217294506Y-122192794D03*
 X184130455Y-90281842D03*
+D39*
+X120860852Y-101872679D03*
 D38*
-X119590852Y-101872679D03*
-D37*
 X239552902Y-117352313D03*
 X127548501Y-115937851D03*
 X179280852Y-208552679D03*
-D38*
-X117050852Y-101872679D03*
+D39*
+X118320852Y-101872679D03*
 X90380852Y-101872679D03*
-D37*
+D38*
 X154297461Y-89380432D03*
 X240795607Y-174751887D03*
 X128336421Y-65866278D03*
 X216407997Y-174178416D03*
-D38*
-X104350852Y-103142679D03*
-D37*
 X161500852Y-204107679D03*
-X188841594Y-174779709D03*
-D38*
+D39*
 X96730852Y-103142679D03*
-D37*
+D38*
 X160026741Y-175506454D03*
-X155126876Y-144097203D03*
 X102769230Y-117299925D03*
 X130466160Y-197547185D03*
 X159343091Y-194208612D03*
 X129058586Y-90281820D03*
+D39*
+X109100534Y-103142679D03*
 D38*
-X110700852Y-103142679D03*
-D37*
 X203319951Y-216870680D03*
+D39*
+X115780852Y-101872679D03*
+X119590852Y-103142679D03*
+X110370534Y-101972679D03*
+X111640534Y-103142679D03*
 D38*
-X114510852Y-101872679D03*
-X118320852Y-103142679D03*
-X111970852Y-101872679D03*
-X122130852Y-101872679D03*
-X113240852Y-103142679D03*
-D37*
 X205064108Y-87935432D03*
 X197957254Y-115937851D03*
 X155721719Y-226903546D03*
 X153778244Y-66491897D03*
 X180438746Y-149171682D03*
 X168485852Y-204107679D03*
-D38*
+D39*
 X108160852Y-101872679D03*
-D37*
-X216114949Y-121552172D03*
-X103728543Y-141714998D03*
-D38*
 X103080852Y-101872679D03*
-X120860852Y-103142679D03*
+X122130852Y-103142679D03*
 X89110852Y-103142679D03*
-D37*
+X114180534Y-103242679D03*
+D38*
 X183160537Y-193967684D03*
 X221584001Y-121962410D03*
 X155785852Y-208552679D03*
-D39*
+D40*
 X224365852Y-113937679D03*
-D37*
+D38*
 X224534545Y-122843584D03*
 X227350200Y-123658864D03*
-X229794686Y-88688716D03*
+X216353117Y-171405000D03*
 X240853048Y-220696869D03*
-D38*
+D39*
 X95460852Y-101872679D03*
-D37*
-X231387648Y-139187132D03*
 D38*
+X231387648Y-139187132D03*
+D39*
 X99270852Y-103142679D03*
 X101810852Y-103142679D03*
-D37*
-X138657400Y-174540608D03*
-D38*
 X92920852Y-101872679D03*
 X94190852Y-103142679D03*
-D37*
-X205567107Y-144642098D03*
+X112910534Y-101972679D03*
 D38*
+X205567107Y-144642098D03*
+D39*
 X91650852Y-103142679D03*
 X100540852Y-101872679D03*
-X105620852Y-101872679D03*
-D37*
+D38*
 X179915852Y-226967679D03*
-X131721542Y-144727015D03*
 X155523408Y-119290649D03*
 X167694223Y-216633673D03*
-D38*
+D39*
 X106890852Y-103142679D03*
 %TO.N,+3.3V*%
 X129433352Y-116160179D03*
-D37*
+D38*
 X166580852Y-199662679D03*
-D40*
+D41*
 X219285852Y-119017679D03*
 X216745852Y-119017679D03*
-D41*
+D42*
 %TO.N,/A1*%
 X237065852Y-187597679D03*
 X230715852Y-170452679D03*
 X237065852Y-170452679D03*
-D37*
+D38*
 X134195852Y-170452679D03*
 X123400852Y-198392679D03*
 %TO.N,/A3*%
 X136735852Y-169182679D03*
-D41*
+D42*
 X235795852Y-185057679D03*
 X235795852Y-169182679D03*
 %TO.N,/A5*%
 X234525852Y-182517679D03*
 X234525852Y-167912679D03*
-D37*
+D38*
 X139275852Y-167912679D03*
 %TO.N,/A7*%
 X141815852Y-166642679D03*
 X140545852Y-199662679D03*
-D41*
+D42*
 X232620852Y-179977679D03*
 X232620852Y-166642679D03*
-D37*
+D38*
 %TO.N,/A9*%
 X136735852Y-208552679D03*
-D41*
+D42*
 X228810852Y-165372679D03*
-D37*
+D38*
 X138640852Y-165372679D03*
 X144355852Y-165372679D03*
 %TO.N,/A11*%
 X136100852Y-164102679D03*
-D41*
+D42*
 X226270852Y-164102679D03*
-D37*
+D38*
 X146895852Y-164102679D03*
 %TO.N,/A13*%
 X141815852Y-211092679D03*
-D41*
+D42*
 X223730852Y-162832679D03*
-D37*
+D38*
 X143720852Y-162832679D03*
 X149435852Y-162832679D03*
 %TO.N,/A15*%
 X151975852Y-161562679D03*
-D41*
+D42*
 X221190852Y-161562679D03*
-D37*
+D38*
 X149435852Y-203472679D03*
 %TO.N,/A17*%
 X154515852Y-160292679D03*
-D41*
+D42*
 X218650852Y-160292679D03*
-D37*
+D38*
 X146895852Y-209822679D03*
 X148800852Y-160292679D03*
-D41*
+D42*
 %TO.N,/A19*%
 X213570852Y-159022679D03*
-D37*
+D38*
 X171660852Y-159022679D03*
 X157055852Y-159022679D03*
 %TO.N,/A21*%
 X159595852Y-157752679D03*
 X166580852Y-157752679D03*
-D41*
+D42*
 X211030852Y-157752679D03*
 %TO.N,/A23*%
 X208490852Y-156482679D03*
-D37*
+D38*
 X162135852Y-156482679D03*
 %TO.N,/D1*%
 X198330852Y-182517679D03*
-D41*
+D42*
 X210395852Y-155212679D03*
-D37*
+D38*
 X164675852Y-155212679D03*
 X118955852Y-202202679D03*
-D41*
+D42*
 X198330852Y-155212679D03*
-D37*
+D38*
 X118955852Y-155212679D03*
 %TO.N,/D3*%
 X197060852Y-184422679D03*
 X112605852Y-153942679D03*
 X165945852Y-109492679D03*
 X113875852Y-208552679D03*
-D41*
+D42*
 X197060852Y-153942679D03*
-D37*
+D38*
 X167215852Y-153942679D03*
-D41*
+D42*
 X212300852Y-153942679D03*
 %TO.N,/D5*%
 X223095852Y-152672679D03*
-D37*
+D38*
 X167850852Y-107587679D03*
 X117685852Y-152672679D03*
-D41*
+D42*
 X195790852Y-152672679D03*
 X195790852Y-190137679D03*
-D37*
+D38*
 X117685852Y-206012679D03*
 X169755852Y-152672679D03*
 %TO.N,/~{WR}*%
@@ -2127,178 +2011,178 @@ X144990852Y-150767679D03*
 X174835852Y-150767679D03*
 X165310852Y-187597679D03*
 X145625852Y-187597679D03*
-D41*
+D42*
 %TO.N,/BE*%
 X238335852Y-189502679D03*
-D37*
+D38*
 X179915852Y-148227679D03*
-D41*
+D42*
 X238335852Y-148227679D03*
-D37*
+D38*
 %TO.N,/RUN*%
 X184995852Y-145687679D03*
 %TO.N,/~{IRQ}*%
 X138640852Y-144417679D03*
 X187535852Y-144417679D03*
-D41*
+D42*
 X193250852Y-144417679D03*
-D37*
+D38*
 X196384695Y-197757679D03*
-D41*
+D42*
 %TO.N,/~{VIRQ}*%
 X239605852Y-190772679D03*
 X229445852Y-143147679D03*
-D37*
+D38*
 X190075852Y-143147679D03*
-D41*
+D42*
 X223730852Y-190137679D03*
 X239605852Y-143147679D03*
-D37*
+D38*
 %TO.N,/~{NMI}*%
 X192615852Y-199027679D03*
-D41*
+D42*
 X192615852Y-219982679D03*
-D37*
+D38*
 X192615852Y-141877679D03*
 %TO.N,/I2C_SCL*%
 X195155852Y-140607679D03*
 X131020852Y-140607679D03*
-D41*
+D42*
 X189440852Y-140607679D03*
 X188170852Y-221252679D03*
 X188170852Y-207917679D03*
-D37*
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 %TO.N,/I2C_SDA*%
 X197695852Y-139337679D03*
 X133560852Y-139337679D03*
-D41*
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 X190710852Y-220617679D03*
-D37*
+D38*
 X190710852Y-202837679D03*
-D41*
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 X191980852Y-139337679D03*
 %TO.N,/SNES_LATCH*%
 X186900852Y-138067679D03*
 X186900852Y-209187679D03*
-D37*
+D38*
 X200235852Y-138067679D03*
-D41*
+D42*
 X208490852Y-209187679D03*
 X186900852Y-223792679D03*
 %TO.N,/SNES_CLK*%
 X190710852Y-136797679D03*
 X189440852Y-205377679D03*
-D37*
+D38*
 X202775852Y-136797679D03*
-D41*
+D42*
 X189440852Y-224427679D03*
-D37*
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 %TO.N,/PHI2*%
 X231968609Y-172359548D03*
 X127210852Y-172357679D03*
 X184360852Y-172357679D03*
-D41*
+D42*
 X233255852Y-172357679D03*
-D37*
+D38*
 %TO.N,/~{RES}*%
 X134830852Y-171722679D03*
-D41*
+D42*
 X230715852Y-171722679D03*
-D37*
+D38*
 X129750852Y-171722679D03*
 X229403622Y-220575449D03*
 X231350852Y-207282679D03*
-D41*
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 %TO.N,/A0*%
 X237700852Y-188867679D03*
 X237700852Y-171087679D03*
-D37*
+D38*
 X124035852Y-203472679D03*
-D41*
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 X233255852Y-171087679D03*
-D37*
+D38*
 X151340852Y-171087679D03*
 X132925852Y-171087679D03*
 %TO.N,/A2*%
 X124670852Y-200932679D03*
-D41*
+D42*
 X237700852Y-169817679D03*
-D37*
+D38*
 X135465852Y-169817679D03*
 X147530852Y-169817679D03*
-D41*
+D42*
 X236430852Y-186327679D03*
 X236430852Y-169817679D03*
-D37*
+D38*
 %TO.N,/A4*%
 X132925852Y-197757679D03*
 X146260852Y-168547679D03*
-D41*
+D42*
 X235160852Y-183787679D03*
 X191980852Y-168547679D03*
 X235160852Y-168547679D03*
-D37*
+D38*
 X138005852Y-168547679D03*
 %TO.N,/A6*%
 X140545852Y-167277679D03*
-D41*
+D42*
 X233890852Y-167277679D03*
 X233890852Y-181247679D03*
-D37*
+D38*
 X138005852Y-197757679D03*
 %TO.N,/A8*%
 X139275852Y-213632679D03*
 X143085852Y-166007679D03*
-D41*
+D42*
 X231350852Y-166007679D03*
-D37*
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 X141180852Y-166007679D03*
-D41*
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 %TO.N,/A10*%
 X230080852Y-164737679D03*
-D37*
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 X145625852Y-164737679D03*
 X130385852Y-164737679D03*
 X126575852Y-211092679D03*
-D41*
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 %TO.N,/A12*%
 X227540852Y-163467679D03*
-D37*
+D38*
 X148165852Y-163467679D03*
 X143085852Y-202202679D03*
-D41*
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 %TO.N,/A14*%
 X225000852Y-162197679D03*
-D37*
+D38*
 X143720852Y-212407171D03*
 X150705852Y-162197679D03*
-D41*
+D42*
 %TO.N,/A16*%
 X222460852Y-160927679D03*
-D37*
+D38*
 X153245852Y-160927679D03*
 X148165852Y-204742679D03*
 %TO.N,/A18*%
 X150705852Y-206012679D03*
 X155785852Y-159657679D03*
-D41*
+D42*
 X219920852Y-159657679D03*
-D37*
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 %TO.N,/A20*%
 X169120852Y-158387679D03*
-D41*
+D42*
 X212300852Y-158387679D03*
-D37*
+D38*
 X158325852Y-158387679D03*
 %TO.N,/A22*%
 X160865852Y-157117679D03*
 X164040852Y-157117679D03*
-D41*
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 X209760852Y-157117679D03*
 %TO.N,/D0*%
 X197695852Y-155847679D03*
 X207855852Y-155847679D03*
-D37*
+D38*
 X163405852Y-155847679D03*
 X121495852Y-155847679D03*
 X197695852Y-183152679D03*
@@ -2308,47 +2192,47 @@ X165945852Y-154577679D03*
 X116415852Y-200297679D03*
 X116415852Y-154577679D03*
 X158960852Y-154577679D03*
-D41*
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 X196425852Y-154577679D03*
 X211665852Y-154577679D03*
 X196425852Y-185057679D03*
-D37*
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 %TO.N,/D4*%
 X115145852Y-207282679D03*
-D41*
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 X195155852Y-153307679D03*
 X195155852Y-188867679D03*
 X240875852Y-153307679D03*
-D37*
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 X168485852Y-153307679D03*
 X115145852Y-153307679D03*
 X156420852Y-153307679D03*
 %TO.N,/D6*%
 X171025852Y-152037679D03*
 X120225852Y-209822679D03*
-D41*
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 X193885852Y-193947679D03*
-D37*
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 X153880852Y-152037679D03*
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 X193885852Y-152037679D03*
-D37*
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 X120225852Y-152037679D03*
-D41*
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 X221190852Y-152037679D03*
 %TO.N,/D7*%
 X228175852Y-151402679D03*
-D37*
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 X122765852Y-151402679D03*
 X172295852Y-106952679D03*
-D41*
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 X194520852Y-191407679D03*
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 X173565852Y-151402679D03*
 X122765852Y-212362679D03*
-D41*
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 X194520852Y-151402679D03*
-D37*
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 %TO.N,/~{RD}*%
 X131655852Y-196487679D03*
 X174200852Y-106317679D03*
@@ -2359,36 +2243,36 @@ X174344602Y-120942679D03*
 %TO.N,/~{CS}6*%
 X198965852Y-184422679D03*
 X198965852Y-181247679D03*
-D41*
+D42*
 X198965852Y-147592679D03*
-D37*
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 X181185852Y-147592679D03*
 X174835852Y-184422679D03*
-D41*
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 %TO.N,/~{I{slash}O}1*%
 X205950852Y-146322679D03*
-D37*
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 X141180852Y-146322679D03*
 X183725852Y-146322679D03*
 %TO.N,/BA*%
 X186265852Y-145052679D03*
-D41*
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 %TO.N,/R{slash}~{W}*%
 X197060852Y-143782679D03*
-D37*
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 X188805852Y-143782679D03*
 X181820852Y-143782679D03*
-D41*
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 X238970852Y-143782679D03*
-D37*
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 %TO.N,/~{I{slash}O}0*%
 X191345852Y-142512679D03*
-D41*
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 X207220852Y-142512679D03*
-D37*
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 %TO.N,/SNES_DATA0*%
 X193885852Y-141242679D03*
-D41*
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 X187535852Y-221887679D03*
 X207220852Y-208552679D03*
 X188170852Y-141242679D03*
@@ -2397,20 +2281,20 @@ X187535852Y-208552679D03*
 X188805852Y-223157679D03*
 X211030852Y-209822679D03*
 X186265852Y-209822679D03*
-D37*
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 X188805852Y-209822679D03*
 X196425852Y-139972679D03*
-D41*
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 X185630852Y-139972679D03*
-D37*
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 %TO.N,/SNES_DATA2*%
 X198965852Y-138702679D03*
 %TO.N,/SNES_DATA3*%
 X201505852Y-137432679D03*
-D41*
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 %TO.N,/MOSI*%
 X171198968Y-206042880D03*
-D37*
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 %TO.N,/RTS*%
 X216110852Y-122192679D03*
 %TO.N,/CTS*%
@@ -2421,33 +2305,33 @@ X232620852Y-211092679D03*
 X224365852Y-123462679D03*
 %TO.N,/TXD*%
 X226905852Y-124097679D03*
-D41*
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 %TO.N,/SCK*%
 X204680852Y-211727679D03*
 X163698968Y-211757880D03*
-D37*
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 %TO.N,/~{CS}4*%
 X180550852Y-177437679D03*
 %TO.N,/~{CS}5*%
 X177375852Y-176802679D03*
 %TO.N,/~{CS}7*%
 X199600852Y-149497679D03*
-D41*
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 X199600852Y-146957679D03*
-D37*
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 X182455852Y-146957679D03*
 X199600852Y-179977679D03*
 %TO.N,/~{FPGA_RESET}*%
 X191345852Y-201567679D03*
 %TO.N,/CDONE*%
 X191980852Y-200297679D03*
-D41*
+D42*
 %TO.N,/MISO*%
 X158773968Y-206677880D03*
 %TO.N,/~{SD_SS}*%
 X173698968Y-211122880D03*
 X217380852Y-212362679D03*
-D37*
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 %TO.N,/~{ROM}0*%
 X176740852Y-186327679D03*
 X131655852Y-186327679D03*
@@ -2460,10 +2344,10 @@ X177375852Y-149497679D03*
 %TO.N,/~{ROM}1*%
 X178645852Y-148862679D03*
 X172930852Y-148862679D03*
-D38*
+D39*
 %TO.N,+5V*%
 X169120852Y-94887679D03*
-D37*
+D38*
 %TO.N,/SYSCLK*%
 X220555852Y-106317679D03*
 X200870852Y-106317679D03*
@@ -2493,179 +2377,1314 @@ X217380852Y-158387679D03*
 X221825852Y-159657679D03*
 X222460852Y-196487679D03*
 %TD*%
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+X168328667Y-57207676D01*
+X168309293Y-56850364D01*
+X168309292Y-56850347D01*
+X168251404Y-56497247D01*
+X168251398Y-56497221D01*
+X168155672Y-56152446D01*
+X168155670Y-56152439D01*
+X168023222Y-55820019D01*
+X168023213Y-55820001D01*
+X167855601Y-55503851D01*
+X167654795Y-55207684D01*
+X167654784Y-55207670D01*
+X167527376Y-55057675D01*
+X166318071Y-56266979D01*
+X166244232Y-56165349D01*
+X166066150Y-55987267D01*
+X165964518Y-55913427D01*
+X167176562Y-54701383D01*
+X167163324Y-54688842D01*
+X166878452Y-54472290D01*
+X166878449Y-54472288D01*
 X166571829Y-54287802D01*
 X166247080Y-54137556D01*
 X166247075Y-54137555D01*
diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In2_Cu (N-S).gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In2_Cu (N-S).gbr
index 921c6d6..d54de46 100644
--- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In2_Cu (N-S).gbr	
+++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In2_Cu (N-S).gbr	
@@ -1,12 +1,12 @@
 %TF.GenerationSoftware,KiCad,Pcbnew,8.0.2*%
-%TF.CreationDate,2024-04-30T21:26:34-04:00*%
+%TF.CreationDate,2024-05-02T20:32:31-04:00*%
 %TF.ProjectId,Prototype 4 (PTH),50726f74-6f74-4797-9065-203420285054,rev?*%
 %TF.SameCoordinates,Original*%
 %TF.FileFunction,Copper,L3,Inr*%
 %TF.FilePolarity,Positive*%
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.2) date 2024-04-30 21:26:34*
+G04 Created by KiCad (PCBNEW 8.0.2) date 2024-05-02 20:32:31*
 %MOMM*%
 %LPD*%
 G01*
@@ -60,73 +60,85 @@ G04 Aperture macros list end*
 %ADD19C,5.600000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD20C,1.000000*%
+%ADD20RoundRect,0.249999X0.525001X-0.525001X0.525001X0.525001X-0.525001X0.525001X-0.525001X-0.525001X0*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD21R,2.000000X2.000000*%
+%ADD21C,1.550000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD22O,2.000000X2.000000*%
+%ADD22R,2.000000X2.000000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD23R,1.600000X2.400000*%
+%ADD23O,2.000000X2.000000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD24O,1.600000X2.400000*%
+%ADD24R,1.600000X2.400000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD25C,1.397000*%
+%ADD25O,1.600000X2.400000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD26R,1.800000X1.800000*%
+%ADD26C,1.397000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD27C,1.800000*%
+%ADD27R,1.800000X1.800000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD28R,1.600000X1.600000*%
+%ADD28C,1.800000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD29R,1.905000X2.000000*%
+%ADD29R,1.600000X1.600000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD30O,1.905000X2.000000*%
+%ADD30R,10.000000X5.500000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD31C,1.700000*%
+%ADD31R,1.905000X2.000000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD32R,1.422400X1.422400*%
+%ADD32O,1.905000X2.000000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD33C,1.422400*%
+%ADD33C,1.700000*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD34C,2.010000*%
+%ADD34R,1.422400X1.422400*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD35C,4.000000*%
+%ADD35C,1.422400*%
 %TD*%
 %TA.AperFunction,ComponentPad*%
-%ADD36O,1.600000X1.600000*%
+%ADD36C,2.010000*%
+%TD*%
+%TA.AperFunction,ComponentPad*%
+%ADD37C,4.000000*%
 %TD*%
 %TA.AperFunction,ViaPad*%
-%ADD37C,0.450000*%
+%ADD38C,0.450000*%
 %TD*%
 %TA.AperFunction,ViaPad*%
-%ADD38C,0.800000*%
+%ADD39C,0.800000*%
 %TD*%
 %TA.AperFunction,ViaPad*%
-%ADD39C,0.500000*%
+%ADD40C,0.500000*%
 %TD*%
 %TA.AperFunction,ViaPad*%
-%ADD40C,0.600000*%
+%ADD41C,0.600000*%
 %TD*%
 %TA.AperFunction,ViaPad*%
-%ADD41C,0.400000*%
+%ADD42C,0.400000*%
 %TD*%
 %TA.AperFunction,Conductor*%
-%ADD42C,0.150000*%
+%ADD43C,0.250000*%
+%TD*%
+%TA.AperFunction,Conductor*%
+%ADD44C,0.150000*%
+%TD*%
+%TA.AperFunction,Conductor*%
+%ADD45C,0.500000*%
+%TD*%
+%TA.AperFunction,Conductor*%
+%ADD46C,1.000000*%
 %TD*%
 G04 APERTURE END LIST*
 D10*
@@ -152,6 +164,23 @@ X195918531Y-187826827D03*
 %TO.N,GND*%
 X195918531Y-192826827D03*
 %TD*%
+D10*
+%TO.N,/GREEN*%
+%TO.C,R36*%
+X207855852Y-82822679D03*
+D11*
+%TO.N,/G2*%
+X207855852Y-90442679D03*
+%TD*%
+D10*
+%TO.N,/GREEN*%
+%TO.C,R38*%
+X202775852Y-82822679D03*
+D11*
+%TO.N,/G0*%
+X202775852Y-90442679D03*
+%TD*%
+D12*
 %TO.N,+3.3V*%
 %TO.C,C18*%
 X241828173Y-208960000D03*
@@ -182,14 +211,6 @@ D11*
 %TO.N,/VSYNC*%
 X210395852Y-90442679D03*
 %TD*%
-D10*
-%TO.N,GND*%
-%TO.C,R32*%
-X204680852Y-70218531D03*
-D11*
-%TO.N,Net-(R32-Pad2)*%
-X204680852Y-77838531D03*
-%TD*%
 D12*
 %TO.N,+3.3V*%
 %TO.C,C19*%
@@ -205,14 +226,6 @@ D11*
 %TO.N,+3.3V*%
 X167761704Y-177395358D03*
 %TD*%
-D10*
-%TO.N,GND*%
-%TO.C,R33*%
-X238335852Y-77421827D03*
-D11*
-%TO.N,Net-(R33-Pad2)*%
-X238335852Y-69801827D03*
-%TD*%
 D13*
 %TO.N,+3.3V*%
 %TO.C,J2*%
@@ -249,14 +262,6 @@ X234870000Y-162480000D03*
 %TO.N,GND*%
 X234870000Y-165020000D03*
 %TD*%
-D10*
-%TO.N,Net-(R44-Pad2)*%
-%TO.C,R56*%
-X218668173Y-71488531D03*
-D11*
-%TO.N,/GREEN*%
-X218668173Y-63868531D03*
-%TD*%
 D12*
 %TO.N,+3.3V*%
 %TO.C,C20*%
@@ -275,14 +280,6 @@ D18*
 %TO.N,unconnected-(J7-MountPin-Pad3)*%
 X103228531Y-59981827D03*
 %TD*%
-D10*
-%TO.N,Net-(R31-Pad2)*%
-%TO.C,R37*%
-X225506704Y-77700358D03*
-D11*
-%TO.N,Net-(R37-Pad2)*%
-X217886704Y-77700358D03*
-%TD*%
 D19*
 %TO.N,GND*%
 %TO.C,H6*%
@@ -305,9 +302,9 @@ X241828173Y-196453531D03*
 %TD*%
 %TO.N,+3.3V*%
 %TO.C,C15*%
-X103177518Y-93309624D03*
+X103177518Y-99659624D03*
 %TO.N,GND*%
-X108177518Y-93309624D03*
+X103177518Y-94659624D03*
 %TD*%
 D14*
 %TO.N,/~{BOOT_SEL}*%
@@ -320,133 +317,134 @@ X241623621Y-214714071D03*
 D20*
 %TO.N,GND*%
 %TO.C,J12*%
-X90380852Y-192042679D03*
+X91870035Y-191757726D03*
+D21*
 %TO.N,+3.3V*%
-X90380852Y-189502679D03*
+X91870035Y-189217726D03*
 %TO.N,/A1*%
-X90380852Y-186962679D03*
+X91870035Y-186677726D03*
 %TO.N,/A3*%
-X90380852Y-184422679D03*
+X91870035Y-184137726D03*
 %TO.N,/A5*%
-X90380852Y-181882679D03*
+X91870035Y-181597726D03*
 %TO.N,/A7*%
-X90380852Y-179342679D03*
+X91870035Y-179057726D03*
 %TO.N,/A9*%
-X90380852Y-176802679D03*
+X91870035Y-176517726D03*
 %TO.N,/A11*%
-X90380852Y-174262679D03*
+X91870035Y-173977726D03*
 %TO.N,/A13*%
-X90380852Y-171722679D03*
+X91870035Y-171437726D03*
 %TO.N,/A15*%
-X90380852Y-169182679D03*
+X91870035Y-168897726D03*
 %TO.N,/A17*%
-X90380852Y-166642679D03*
+X91870035Y-166357726D03*
 %TO.N,/A19*%
-X90380852Y-164102679D03*
+X91870035Y-163817726D03*
 %TO.N,/A21*%
-X90380852Y-161562679D03*
+X91870035Y-161277726D03*
 %TO.N,/A23*%
-X90380852Y-159022679D03*
+X91870035Y-158737726D03*
 %TO.N,/D1*%
-X90380852Y-156482679D03*
+X91870035Y-156197726D03*
 %TO.N,/D3*%
-X90380852Y-153942679D03*
+X91870035Y-153657726D03*
 %TO.N,/D5*%
-X90380852Y-151402679D03*
+X91870035Y-151117726D03*
 %TO.N,GND*%
-X90380852Y-148862679D03*
+X91870035Y-148577726D03*
 %TO.N,/~{WR}*%
-X90380852Y-146322679D03*
+X91870035Y-146037726D03*
 %TO.N,/~{RAM}1*%
-X90380852Y-143782679D03*
+X91870035Y-143497726D03*
 %TO.N,/BE*%
-X90380852Y-141242679D03*
+X91870035Y-140957726D03*
 %TO.N,/~{CS}7*%
-X90380852Y-138702679D03*
+X91870035Y-138417726D03*
 %TO.N,/RUN*%
-X90380852Y-136162679D03*
+X91870035Y-135877726D03*
 %TO.N,/~{IRQ}*%
-X90380852Y-133622679D03*
+X91870035Y-133337726D03*
 %TO.N,/~{VIRQ}*%
-X90380852Y-131082679D03*
+X91870035Y-130797726D03*
 %TO.N,/~{NMI}*%
-X90380852Y-128542679D03*
+X91870035Y-128257726D03*
 %TO.N,/I2C_SCL*%
-X90380852Y-126002679D03*
+X91870035Y-125717726D03*
 %TO.N,/I2C_SDA*%
-X90380852Y-123462679D03*
+X91870035Y-123177726D03*
 %TO.N,/SNES_LATCH*%
-X90380852Y-120922679D03*
+X91870035Y-120637726D03*
 %TO.N,/SNES_CLK*%
-X90380852Y-118382679D03*
+X91870035Y-118097726D03*
 %TO.N,+3.3V*%
-X90380852Y-115842679D03*
+X91870035Y-115557726D03*
 %TO.N,GND*%
-X90380852Y-113302679D03*
+X91870035Y-113017726D03*
 %TO.N,/PHI2*%
-X87840852Y-193312679D03*
+X94410035Y-191757726D03*
 %TO.N,/~{RES}*%
-X87840852Y-190772679D03*
+X94410035Y-189217726D03*
 %TO.N,/A0*%
-X87840852Y-188232679D03*
+X94410035Y-186677726D03*
 %TO.N,/A2*%
-X87840852Y-185692679D03*
+X94410035Y-184137726D03*
 %TO.N,/A4*%
-X87840852Y-183152679D03*
+X94410035Y-181597726D03*
 %TO.N,/A6*%
-X87840852Y-180612679D03*
+X94410035Y-179057726D03*
 %TO.N,/A8*%
-X87840852Y-178072679D03*
+X94410035Y-176517726D03*
 %TO.N,/A10*%
-X87840852Y-175532679D03*
+X94410035Y-173977726D03*
 %TO.N,/A12*%
-X87840852Y-172992679D03*
+X94410035Y-171437726D03*
 %TO.N,/A14*%
-X87840852Y-170452679D03*
+X94410035Y-168897726D03*
 %TO.N,/A16*%
-X87840852Y-167912679D03*
+X94410035Y-166357726D03*
 %TO.N,/A18*%
-X87840852Y-165372679D03*
+X94410035Y-163817726D03*
 %TO.N,/A20*%
-X87840852Y-162832679D03*
+X94410035Y-161277726D03*
 %TO.N,/A22*%
-X87840852Y-160292679D03*
+X94410035Y-158737726D03*
 %TO.N,/D0*%
-X87840852Y-157752679D03*
+X94410035Y-156197726D03*
 %TO.N,/D2*%
-X87840852Y-155212679D03*
+X94410035Y-153657726D03*
 %TO.N,/D4*%
-X87840852Y-152672679D03*
+X94410035Y-151117726D03*
 %TO.N,/D6*%
-X87840852Y-150132679D03*
+X94410035Y-148577726D03*
 %TO.N,/D7*%
-X87840852Y-147592679D03*
+X94410035Y-146037726D03*
 %TO.N,/~{RD}*%
-X87840852Y-145052679D03*
+X94410035Y-143497726D03*
 %TO.N,/~{ROM}1*%
-X87840852Y-142512679D03*
+X94410035Y-140957726D03*
 %TO.N,/~{CS}6*%
-X87840852Y-139972679D03*
+X94410035Y-138417726D03*
 %TO.N,/~{I{slash}O}1*%
-X87840852Y-137432679D03*
+X94410035Y-135877726D03*
 %TO.N,/BA*%
-X87840852Y-134892679D03*
+X94410035Y-133337726D03*
 %TO.N,/R{slash}~{W}*%
-X87840852Y-132352679D03*
+X94410035Y-130797726D03*
 %TO.N,/~{I{slash}O}0*%
-X87760852Y-129812679D03*
+X94410035Y-128257726D03*
 %TO.N,/SNES_DATA0*%
-X87760852Y-127272679D03*
+X94410035Y-125717726D03*
 %TO.N,/SNES_DATA1*%
-X87840852Y-124732679D03*
+X94410035Y-123177726D03*
 %TO.N,/SNES_DATA2*%
-X87840852Y-122192679D03*
+X94410035Y-120637726D03*
 %TO.N,/SNES_DATA3*%
-X87840852Y-119652679D03*
+X94410035Y-118097726D03*
 %TO.N,unconnected-(J12-Pin_b31-Padb31)*%
-X87840852Y-117112679D03*
+X94410035Y-115557726D03*
 %TO.N,+5V*%
-X87840852Y-114572679D03*
+X94410035Y-113017726D03*
 %TD*%
 D10*
 %TO.N,/~{CART}*%
@@ -456,11 +454,11 @@ D11*
 %TO.N,+3.3V*%
 X226141545Y-149419045D03*
 %TD*%
-D21*
+D22*
 %TO.N,Net-(D6-+)*%
 %TO.C,D6*%
 X107691939Y-73353601D03*
-D22*
+D23*
 %TO.N,Net-(D6-Pad2)*%
 X107691939Y-68273601D03*
 %TO.N,GND*%
@@ -468,19 +466,11 @@ X102611939Y-68273601D03*
 %TO.N,Net-(D6-Pad4)*%
 X102611939Y-73353601D03*
 %TD*%
-D10*
-%TO.N,/BLUE*%
-%TO.C,R62*%
-X225315000Y-62495000D03*
-D11*
-%TO.N,GND*%
-X232935000Y-62495000D03*
-%TD*%
-D23*
+D24*
 %TO.N,/PHI2*%
 %TO.C,U3*%
 X184278531Y-181976827D03*
-D24*
+D25*
 %TO.N,/R{slash}~{W}*%
 X181738531Y-181976827D03*
 %TO.N,/~{CS}4*%
@@ -537,14 +527,14 @@ D11*
 X212935852Y-90442679D03*
 %TD*%
 D10*
-%TO.N,/B1*%
-%TO.C,R42*%
-X235795852Y-90442679D03*
+%TO.N,/GREEN*%
+%TO.C,R35*%
+X192615852Y-82822679D03*
 D11*
-%TO.N,Net-(R39-Pad2)*%
-X235795852Y-82822679D03*
+%TO.N,/G3*%
+X192615852Y-90442679D03*
 %TD*%
-D25*
+D26*
 %TO.N,/~{NMI}*%
 %TO.C,SW3*%
 X131054121Y-220677140D03*
@@ -553,31 +543,23 @@ X138674121Y-220677140D03*
 X131054121Y-225757140D03*
 X138674121Y-225757140D03*
 %TD*%
-D10*
-%TO.N,/GREEN*%
-%TO.C,R60*%
-X221183173Y-71488531D03*
-D11*
-%TO.N,GND*%
-X221183173Y-63868531D03*
-%TD*%
-D10*
-%TO.N,Net-(R37-Pad2)*%
-%TO.C,R43*%
-X215475852Y-77838531D03*
-D11*
-%TO.N,Net-(R43-Pad2)*%
-X215475852Y-70218531D03*
-%TD*%
-D26*
+D27*
 %TO.N,GND*%
 %TO.C,D3*%
 X206353173Y-218383531D03*
-D27*
+D28*
 %TO.N,Net-(D3-A)*%
 X206353173Y-215843531D03*
 %TD*%
 D10*
+%TO.N,/GREEN*%
+%TO.C,R37*%
+X205315852Y-82822679D03*
+D11*
+%TO.N,/G1*%
+X205315852Y-90442679D03*
+%TD*%
+D10*
 %TO.N,/BL3*%
 %TO.C,R9*%
 X221023531Y-211181827D03*
@@ -593,14 +575,6 @@ D11*
 %TO.N,+3.3V*%
 X185269413Y-175053272D03*
 %TD*%
-D10*
-%TO.N,/G1*%
-%TO.C,R41*%
-X205315852Y-90442679D03*
-D11*
-%TO.N,Net-(R38-Pad2)*%
-X205315852Y-82822679D03*
-%TD*%
 D14*
 %TO.N,/~{RES}*%
 %TO.C,J9*%
@@ -617,6 +591,14 @@ D11*
 %TO.N,+3.3V*%
 X174330000Y-192845000D03*
 %TD*%
+D10*
+%TO.N,/RED*%
+%TO.C,R33*%
+X218015852Y-82822679D03*
+D11*
+%TO.N,/R1*%
+X218015852Y-90442679D03*
+%TD*%
 D14*
 %TO.N,/~{NMI}*%
 %TO.C,J11*%
@@ -625,15 +607,15 @@ D15*
 %TO.N,GND*%
 X123587294Y-219395671D03*
 %TD*%
-D28*
+D29*
 %TO.N,+3.3V*%
 %TO.C,C17*%
-X104484775Y-87400000D03*
+X103214775Y-88670000D03*
 D12*
 %TO.N,GND*%
-X106984775Y-87400000D03*
+X105714775Y-88670000D03*
 %TD*%
-D28*
+D29*
 %TO.N,Net-(D6-+)*%
 %TO.C,C9*%
 X116549775Y-73465000D03*
@@ -678,24 +660,19 @@ X113376704Y-114480358D03*
 D10*
 %TO.N,+5V*%
 %TO.C,R5*%
-X103537262Y-111469467D03*
+X120996704Y-109581155D03*
 D11*
 %TO.N,Net-(D1-A)*%
-X95917262Y-111469467D03*
+X113376704Y-109581155D03*
 %TD*%
-D10*
-%TO.N,/R2*%
-%TO.C,R52*%
-X195155852Y-90442679D03*
-D11*
-%TO.N,Net-(R43-Pad2)*%
-X195155852Y-82822679D03*
-%TD*%
-D29*
-%TO.N,GND*%
-%TO.C,U8*%
-X93120000Y-80640000D03*
 D30*
+%TO.N,*%
+%TO.C,U8*%
+X95660000Y-97300000D03*
+D31*
+%TO.N,GND*%
+X93120000Y-80640000D03*
+D32*
 %TO.N,+3.3V*%
 X95660000Y-80640000D03*
 %TO.N,+5V*%
@@ -708,7 +685,7 @@ X213800000Y-211325000D03*
 %TO.N,GND*%
 X218800000Y-211325000D03*
 %TD*%
-D28*
+D29*
 %TO.N,+5V*%
 %TO.C,C12*%
 X97231929Y-75245358D03*
@@ -716,15 +693,7 @@ D12*
 %TO.N,GND*%
 X94731929Y-75245358D03*
 %TD*%
-D10*
-%TO.N,/G0*%
-%TO.C,R35*%
-X202775852Y-90442679D03*
-D11*
-%TO.N,Net-(R32-Pad2)*%
-X202775852Y-82822679D03*
-%TD*%
-D28*
+D29*
 %TO.N,+5V*%
 %TO.C,C13*%
 X102579775Y-79580000D03*
@@ -739,14 +708,6 @@ X235838531Y-189731827D03*
 X235838531Y-194731827D03*
 %TD*%
 D10*
-%TO.N,Net-(R33-Pad2)*%
-%TO.C,R39*%
-X235795852Y-69801827D03*
-D11*
-%TO.N,Net-(R39-Pad2)*%
-X235795852Y-77421827D03*
-%TD*%
-D10*
 %TO.N,+3.3V*%
 %TO.C,R3*%
 X195273173Y-209508531D03*
@@ -779,14 +740,6 @@ D11*
 X202954071Y-152510511D03*
 %TD*%
 D10*
-%TO.N,/R3*%
-%TO.C,R59*%
-X215475852Y-90442679D03*
-D11*
-%TO.N,/RED*%
-X215475852Y-82822679D03*
-%TD*%
-D10*
 %TO.N,/~{FPGA_RESET}*%
 %TO.C,R17*%
 X187466967Y-118249650D03*
@@ -794,7 +747,7 @@ D11*
 %TO.N,+3.3V*%
 X179846967Y-118249650D03*
 %TD*%
-D25*
+D26*
 %TO.N,/~{RES}*%
 %TO.C,SW1*%
 X194904065Y-220575449D03*
@@ -812,38 +765,49 @@ D11*
 X183633531Y-222651827D03*
 %TD*%
 D10*
-%TO.N,/R0*%
-%TO.C,R34*%
-X220555852Y-90442679D03*
+%TO.N,/BLUE*%
+%TO.C,R40*%
+X223095852Y-82822679D03*
 D11*
-%TO.N,Net-(R31-Pad2)*%
-X220555852Y-82822679D03*
+%TO.N,/B2*%
+X223095852Y-90442679D03*
+%TD*%
+D10*
+%TO.N,/BLUE*%
+%TO.C,R42*%
+X238335852Y-82822679D03*
+D11*
+%TO.N,/B0*%
+X238335852Y-90442679D03*
 %TD*%
-D29*
-%TO.N,Net-(D6-+)*%
-%TO.C,U6*%
-X112805000Y-80395000D03*
 D30*
+%TO.N,*%
+%TO.C,U6*%
+X115345000Y-97055000D03*
+D31*
+%TO.N,Net-(D6-+)*%
+X112805000Y-80395000D03*
+D32*
 %TO.N,GND*%
 X115345000Y-80395000D03*
 %TO.N,+5V*%
 X117885000Y-80395000D03*
 %TD*%
-D26*
+D27*
 %TO.N,GND*%
 %TO.C,D5*%
 X216183173Y-218383531D03*
-D27*
+D28*
 %TO.N,Net-(D5-A)*%
 X216183173Y-215843531D03*
 %TD*%
 D10*
 %TO.N,+3.3V*%
 %TO.C,R6*%
-X106070558Y-111469467D03*
+X120996704Y-112063226D03*
 D11*
 %TO.N,Net-(D2-A)*%
-X113690558Y-111469467D03*
+X113376704Y-112063226D03*
 %TD*%
 D12*
 %TO.N,+3.3V*%
@@ -857,7 +821,7 @@ D19*
 %TO.C,H2*%
 X91975000Y-57482679D03*
 %TD*%
-D31*
+D33*
 %TO.N,/SYSCLK*%
 %TO.C,U7*%
 X202250000Y-67170000D03*
@@ -889,11 +853,19 @@ X190820000Y-67805000D03*
 X193360000Y-67805000D03*
 X195900000Y-67805000D03*
 %TD*%
-D32*
+D10*
+%TO.N,/RED*%
+%TO.C,R32*%
+X195155852Y-82822679D03*
+D11*
+%TO.N,/R2*%
+X195155852Y-90442679D03*
+%TD*%
+D34*
 %TO.N,GND*%
 %TO.C,U1*%
 X216110852Y-206647679D03*
-D33*
+D35*
 %TO.N,/RTS*%
 X216110852Y-204107679D03*
 %TO.N,/CTS*%
@@ -1061,23 +1033,7 @@ X213570852Y-206647679D03*
 %TO.N,+3.3V*%
 X213570852Y-204107679D03*
 %TD*%
-D10*
-%TO.N,Net-(R32-Pad2)*%
-%TO.C,R38*%
-X207220852Y-77838531D03*
-D11*
-%TO.N,Net-(R38-Pad2)*%
-X207220852Y-70218531D03*
-%TD*%
-D10*
-%TO.N,Net-(R43-Pad2)*%
-%TO.C,R55*%
-X208825510Y-65035000D03*
-D11*
-%TO.N,/RED*%
-X216445510Y-65035000D03*
-%TD*%
-D31*
+D33*
 %TO.N,GND*%
 %TO.C,J8*%
 X127545871Y-129700000D03*
@@ -1146,7 +1102,7 @@ X206285871Y-129700000D03*
 D14*
 %TO.N,/PHI2*%
 X127545871Y-134780000D03*
-D31*
+D33*
 %TO.N,/~{RES}*%
 X130085871Y-134780000D03*
 %TO.N,/A0*%
@@ -1224,14 +1180,6 @@ D19*
 X176430000Y-82606339D03*
 %TD*%
 D10*
-%TO.N,GND*%
-%TO.C,R31*%
-X217886704Y-75370000D03*
-D11*
-%TO.N,Net-(R31-Pad2)*%
-X225506704Y-75370000D03*
-%TD*%
-D10*
 %TO.N,/~{ROM}1*%
 %TO.C,R26*%
 X176870000Y-192795000D03*
@@ -1239,21 +1187,21 @@ D11*
 %TO.N,+3.3V*%
 X184490000Y-192795000D03*
 %TD*%
-D26*
+D27*
 %TO.N,GND*%
 %TO.C,D2*%
-X109895558Y-108929109D03*
-D27*
+X105827290Y-112373556D03*
+D28*
 %TO.N,Net-(D2-A)*%
-X109895558Y-106389109D03*
+X108367290Y-112373556D03*
 %TD*%
 D10*
-%TO.N,Net-(R39-Pad2)*%
-%TO.C,R45*%
-X233323173Y-77428531D03*
+%TO.N,/RED*%
+%TO.C,R34*%
+X220555852Y-82822679D03*
 D11*
-%TO.N,Net-(R45-Pad2)*%
-X233323173Y-69808531D03*
+%TO.N,/R0*%
+X220555852Y-90442679D03*
 %TD*%
 D10*
 %TO.N,/BL2*%
@@ -1271,7 +1219,7 @@ D11*
 %TO.N,GND*%
 X150028531Y-218841827D03*
 %TD*%
-D34*
+D36*
 %TO.N,Net-(F1-Pad1)*%
 %TO.C,F1*%
 X91969484Y-66251447D03*
@@ -1279,6 +1227,14 @@ X91969484Y-66251447D03*
 X97069484Y-67451447D03*
 %TD*%
 D10*
+%TO.N,/RED*%
+%TO.C,R31*%
+X215475852Y-82822679D03*
+D11*
+%TO.N,/R3*%
+X215475852Y-90442679D03*
+%TD*%
+D10*
 %TO.N,/I2C_SDA*%
 %TO.C,R19*%
 X120996704Y-116995358D03*
@@ -1286,13 +1242,13 @@ D11*
 %TO.N,+3.3V*%
 X113376704Y-116995358D03*
 %TD*%
-D26*
+D27*
 %TO.N,GND*%
 %TO.C,D1*%
-X99735558Y-108929109D03*
-D27*
+X105827290Y-106389467D03*
+D28*
 %TO.N,Net-(D1-A)*%
-X99735558Y-106389109D03*
+X108367290Y-106389467D03*
 %TD*%
 D10*
 %TO.N,/~{WR}*%
@@ -1323,23 +1279,15 @@ D11*
 %TO.N,+3.3V*%
 X147698173Y-211221827D03*
 %TD*%
-D26*
+D27*
 %TO.N,GND*%
 %TO.C,D4*%
 X211268173Y-218383531D03*
-D27*
+D28*
 %TO.N,Net-(D4-A)*%
 X211268173Y-215843531D03*
 %TD*%
 D10*
-%TO.N,/G2*%
-%TO.C,R53*%
-X207855852Y-90442679D03*
-D11*
-%TO.N,Net-(R44-Pad2)*%
-X207855852Y-82822679D03*
-%TD*%
-D10*
 %TO.N,/~{CS}6*%
 %TO.C,R15*%
 X215575785Y-145051752D03*
@@ -1355,12 +1303,12 @@ D11*
 %TO.N,+3.3V*%
 X164170000Y-195360000D03*
 %TD*%
-D35*
+D37*
 %TO.N,GND*%
 %TO.C,J14*%
 X233260510Y-56596332D03*
 X208260510Y-56596332D03*
-D28*
+D29*
 %TO.N,/RED*%
 X216445510Y-58646332D03*
 D12*
@@ -1484,12 +1432,12 @@ X213800000Y-171405000D03*
 X218800000Y-171405000D03*
 %TD*%
 D10*
-%TO.N,Net-(R45-Pad2)*%
-%TO.C,R57*%
-X225315000Y-65060000D03*
-D11*
 %TO.N,/BLUE*%
-X232935000Y-65060000D03*
+%TO.C,R39*%
+X230715852Y-82822679D03*
+D11*
+%TO.N,/B3*%
+X230715852Y-90442679D03*
 %TD*%
 D10*
 %TO.N,/~{SD_CD}*%
@@ -1514,14 +1462,6 @@ D11*
 %TO.N,+3.3V*%
 X185846197Y-222624972D03*
 %TD*%
-D10*
-%TO.N,/R1*%
-%TO.C,R40*%
-X218015852Y-90442679D03*
-D11*
-%TO.N,Net-(R37-Pad2)*%
-X218015852Y-82822679D03*
-%TD*%
 D14*
 %TO.N,/~{WR}*%
 %TO.C,J5*%
@@ -1546,26 +1486,18 @@ X108188173Y-83153531D03*
 X108188173Y-78153531D03*
 %TD*%
 D10*
-%TO.N,/G3*%
-%TO.C,R61*%
-X192615852Y-90442679D03*
+%TO.N,/BLUE*%
+%TO.C,R41*%
+X235795852Y-82822679D03*
 D11*
-%TO.N,/GREEN*%
-X192615852Y-82822679D03*
+%TO.N,/B1*%
+X235795852Y-90442679D03*
 %TD*%
-D10*
-%TO.N,/B0*%
-%TO.C,R36*%
-X238335852Y-90442679D03*
-D11*
-%TO.N,Net-(R33-Pad2)*%
-X238335852Y-82822679D03*
-%TD*%
-D28*
+D24*
 %TO.N,/A18*%
 %TO.C,U4*%
 X151975852Y-179342679D03*
-D36*
+D25*
 %TO.N,/A16*%
 X149435852Y-179342679D03*
 %TO.N,/A14*%
@@ -1629,11 +1561,11 @@ X149435852Y-194582679D03*
 %TO.N,+3.3V*%
 X151975852Y-194582679D03*
 %TD*%
-D32*
+D34*
 %TO.N,/A18*%
 %TO.C,U2*%
 X138005852Y-207327171D03*
-D33*
+D35*
 %TO.N,/A16*%
 X140545852Y-204787171D03*
 %TO.N,/A15*%
@@ -1717,14 +1649,6 @@ X183106704Y-178775358D03*
 %TO.N,GND*%
 X178106704Y-178775358D03*
 %TD*%
-D10*
-%TO.N,/B2*%
-%TO.C,R54*%
-X223095852Y-90442679D03*
-D11*
-%TO.N,Net-(R45-Pad2)*%
-X223095852Y-82822679D03*
-%TD*%
 D19*
 %TO.N,GND*%
 %TO.C,H7*%
@@ -1738,7 +1662,7 @@ D11*
 %TO.N,+3.3V*%
 X237050972Y-134388637D03*
 %TD*%
-D25*
+D26*
 %TO.N,/~{BOOT_SEL}*%
 %TO.C,SW2*%
 X238602763Y-218541613D03*
@@ -1748,14 +1672,6 @@ X238602763Y-213461613D03*
 X230982763Y-213461613D03*
 %TD*%
 D10*
-%TO.N,Net-(R38-Pad2)*%
-%TO.C,R44*%
-X209693531Y-70218531D03*
-D11*
-%TO.N,Net-(R44-Pad2)*%
-X209693531Y-77838531D03*
-%TD*%
-D10*
 %TO.N,/~{RD}*%
 %TO.C,R28*%
 X176870000Y-197825000D03*
@@ -1770,14 +1686,6 @@ X126805000Y-112315000D03*
 %TO.N,GND*%
 X126805000Y-107315000D03*
 %TD*%
-D10*
-%TO.N,/B3*%
-%TO.C,R63*%
-X230715852Y-90442679D03*
-D11*
-%TO.N,/BLUE*%
-X230715852Y-82822679D03*
-%TD*%
 D13*
 %TO.N,+3.3V*%
 %TO.C,J3*%
@@ -1795,19 +1703,11 @@ X238632102Y-227210000D03*
 %TO.N,GND*%
 X242632102Y-227210000D03*
 %TD*%
-D10*
-%TO.N,/RED*%
-%TO.C,R58*%
-X216445510Y-62535358D03*
-D11*
-%TO.N,GND*%
-X208825510Y-62535358D03*
-%TD*%
-D23*
+D24*
 %TO.N,GND*%
 %TO.C,U5*%
 X182455852Y-111397679D03*
-D24*
+D25*
 %TO.N,unconnected-(U5-VIO-Pad2)*%
 X184995852Y-111397679D03*
 %TO.N,/~{FPGA_RESET}*%
@@ -1908,217 +1808,204 @@ D19*
 %TO.C,H3*%
 X109093352Y-215207679D03*
 %TD*%
-D37*
-%TO.N,GND*%
-X107931426Y-176623214D03*
-X176426006Y-118347675D03*
 D38*
+%TO.N,GND*%
+X110370534Y-176902679D03*
+X176426006Y-118347675D03*
+D39*
 X98000852Y-101872679D03*
-X115780852Y-103142679D03*
-D37*
+X117050852Y-103142679D03*
+D38*
 X217294506Y-122192794D03*
 X184130455Y-90281842D03*
+D39*
+X120860852Y-101872679D03*
 D38*
-X119590852Y-101872679D03*
-D37*
 X239552902Y-117352313D03*
 X127548501Y-115937851D03*
 X179280852Y-208552679D03*
-D38*
-X117050852Y-101872679D03*
+D39*
+X118320852Y-101872679D03*
 X90380852Y-101872679D03*
-D37*
+D38*
 X154297461Y-89380432D03*
 X240795607Y-174751887D03*
 X128336421Y-65866278D03*
 X216407997Y-174178416D03*
-D38*
-X104350852Y-103142679D03*
-D37*
 X161500852Y-204107679D03*
-X188841594Y-174779709D03*
-D38*
+D39*
 X96730852Y-103142679D03*
-D37*
+D38*
 X160026741Y-175506454D03*
-X155126876Y-144097203D03*
 X102769230Y-117299925D03*
 X130466160Y-197547185D03*
 X159343091Y-194208612D03*
 X129058586Y-90281820D03*
+D39*
+X109100534Y-103142679D03*
 D38*
-X110700852Y-103142679D03*
-D37*
 X203319951Y-216870680D03*
+D39*
+X115780852Y-101872679D03*
+X119590852Y-103142679D03*
+X110370534Y-101972679D03*
+X111640534Y-103142679D03*
 D38*
-X114510852Y-101872679D03*
-X118320852Y-103142679D03*
-X111970852Y-101872679D03*
-X122130852Y-101872679D03*
-X113240852Y-103142679D03*
-D37*
 X205064108Y-87935432D03*
 X197957254Y-115937851D03*
 X155721719Y-226903546D03*
 X153778244Y-66491897D03*
 X180438746Y-149171682D03*
 X168485852Y-204107679D03*
-D38*
+D39*
 X108160852Y-101872679D03*
-D37*
-X216114949Y-121552172D03*
-X103728543Y-141714998D03*
-D38*
 X103080852Y-101872679D03*
-X120860852Y-103142679D03*
+X122130852Y-103142679D03*
 X89110852Y-103142679D03*
-D37*
+X114180534Y-103242679D03*
+D38*
 X183160537Y-193967684D03*
 X221584001Y-121962410D03*
 X155785852Y-208552679D03*
-D39*
+D40*
 X224365852Y-113937679D03*
-D37*
+D38*
 X224534545Y-122843584D03*
 X227350200Y-123658864D03*
-X229794686Y-88688716D03*
+X216353117Y-171405000D03*
 X240853048Y-220696869D03*
-D38*
+D39*
 X95460852Y-101872679D03*
-D37*
-X231387648Y-139187132D03*
 D38*
+X231387648Y-139187132D03*
+D39*
 X99270852Y-103142679D03*
 X101810852Y-103142679D03*
-D37*
-X138657400Y-174540608D03*
-D38*
 X92920852Y-101872679D03*
 X94190852Y-103142679D03*
-D37*
-X205567107Y-144642098D03*
+X112910534Y-101972679D03*
 D38*
+X205567107Y-144642098D03*
+D39*
 X91650852Y-103142679D03*
 X100540852Y-101872679D03*
-X105620852Y-101872679D03*
-D37*
+D38*
 X179915852Y-226967679D03*
-X131721542Y-144727015D03*
 X155523408Y-119290649D03*
 X167694223Y-216633673D03*
-D38*
+D39*
 X106890852Y-103142679D03*
 %TO.N,+3.3V*%
 X129433352Y-116160179D03*
-D37*
+D38*
 X166580852Y-199662679D03*
-D40*
+D41*
 X219285852Y-119017679D03*
 X216745852Y-119017679D03*
-D41*
+D42*
 %TO.N,/A1*%
 X237065852Y-187597679D03*
 X230715852Y-170452679D03*
 X237065852Y-170452679D03*
-D37*
+D38*
 X134195852Y-170452679D03*
 X123400852Y-198392679D03*
 %TO.N,/A3*%
 X136735852Y-169182679D03*
-D41*
+D42*
 X235795852Y-185057679D03*
 X235795852Y-169182679D03*
 %TO.N,/A5*%
 X234525852Y-182517679D03*
 X234525852Y-167912679D03*
-D37*
+D38*
 X139275852Y-167912679D03*
 %TO.N,/A7*%
 X141815852Y-166642679D03*
 X140545852Y-199662679D03*
-D41*
+D42*
 X232620852Y-179977679D03*
 X232620852Y-166642679D03*
-D37*
+D38*
 %TO.N,/A9*%
 X136735852Y-208552679D03*
-D41*
+D42*
 X228810852Y-165372679D03*
-D37*
+D38*
 X138640852Y-165372679D03*
 X144355852Y-165372679D03*
 %TO.N,/A11*%
 X136100852Y-164102679D03*
-D41*
+D42*
 X226270852Y-164102679D03*
-D37*
+D38*
 X146895852Y-164102679D03*
 %TO.N,/A13*%
 X141815852Y-211092679D03*
-D41*
+D42*
 X223730852Y-162832679D03*
-D37*
+D38*
 X143720852Y-162832679D03*
 X149435852Y-162832679D03*
 %TO.N,/A15*%
 X151975852Y-161562679D03*
-D41*
+D42*
 X221190852Y-161562679D03*
-D37*
+D38*
 X149435852Y-203472679D03*
 %TO.N,/A17*%
 X154515852Y-160292679D03*
-D41*
+D42*
 X218650852Y-160292679D03*
-D37*
+D38*
 X146895852Y-209822679D03*
 X148800852Y-160292679D03*
-D41*
+D42*
 %TO.N,/A19*%
 X213570852Y-159022679D03*
-D37*
+D38*
 X171660852Y-159022679D03*
 X157055852Y-159022679D03*
 %TO.N,/A21*%
 X159595852Y-157752679D03*
 X166580852Y-157752679D03*
-D41*
+D42*
 X211030852Y-157752679D03*
 %TO.N,/A23*%
 X208490852Y-156482679D03*
-D37*
+D38*
 X162135852Y-156482679D03*
 %TO.N,/D1*%
 X198330852Y-182517679D03*
-D41*
+D42*
 X210395852Y-155212679D03*
-D37*
+D38*
 X164675852Y-155212679D03*
 X118955852Y-202202679D03*
-D41*
+D42*
 X198330852Y-155212679D03*
-D37*
+D38*
 X118955852Y-155212679D03*
 %TO.N,/D3*%
 X197060852Y-184422679D03*
 X112605852Y-153942679D03*
 X165945852Y-109492679D03*
 X113875852Y-208552679D03*
-D41*
+D42*
 X197060852Y-153942679D03*
-D37*
+D38*
 X167215852Y-153942679D03*
-D41*
+D42*
 X212300852Y-153942679D03*
 %TO.N,/D5*%
 X223095852Y-152672679D03*
-D37*
+D38*
 X167850852Y-107587679D03*
 X117685852Y-152672679D03*
-D41*
+D42*
 X195790852Y-152672679D03*
 X195790852Y-190137679D03*
-D37*
+D38*
 X117685852Y-206012679D03*
 X169755852Y-152672679D03*
 %TO.N,/~{WR}*%
@@ -2130,178 +2017,178 @@ X144990852Y-150767679D03*
 X174835852Y-150767679D03*
 X165310852Y-187597679D03*
 X145625852Y-187597679D03*
-D41*
+D42*
 %TO.N,/BE*%
 X238335852Y-189502679D03*
-D37*
+D38*
 X179915852Y-148227679D03*
-D41*
+D42*
 X238335852Y-148227679D03*
-D37*
+D38*
 %TO.N,/RUN*%
 X184995852Y-145687679D03*
 %TO.N,/~{IRQ}*%
 X138640852Y-144417679D03*
 X187535852Y-144417679D03*
-D41*
+D42*
 X193250852Y-144417679D03*
-D37*
+D38*
 X196384695Y-197757679D03*
-D41*
+D42*
 %TO.N,/~{VIRQ}*%
 X239605852Y-190772679D03*
 X229445852Y-143147679D03*
-D37*
+D38*
 X190075852Y-143147679D03*
-D41*
+D42*
 X223730852Y-190137679D03*
 X239605852Y-143147679D03*
-D37*
+D38*
 %TO.N,/~{NMI}*%
 X192615852Y-199027679D03*
-D41*
+D42*
 X192615852Y-219982679D03*
-D37*
+D38*
 X192615852Y-141877679D03*
 %TO.N,/I2C_SCL*%
 X195155852Y-140607679D03*
 X131020852Y-140607679D03*
-D41*
+D42*
 X189440852Y-140607679D03*
 X188170852Y-221252679D03*
 X188170852Y-207917679D03*
-D37*
+D38*
 %TO.N,/I2C_SDA*%
 X197695852Y-139337679D03*
 X133560852Y-139337679D03*
-D41*
+D42*
 X190710852Y-220617679D03*
-D37*
+D38*
 X190710852Y-202837679D03*
-D41*
+D42*
 X191980852Y-139337679D03*
 %TO.N,/SNES_LATCH*%
 X186900852Y-138067679D03*
 X186900852Y-209187679D03*
-D37*
+D38*
 X200235852Y-138067679D03*
-D41*
+D42*
 X208490852Y-209187679D03*
 X186900852Y-223792679D03*
 %TO.N,/SNES_CLK*%
 X190710852Y-136797679D03*
 X189440852Y-205377679D03*
-D37*
+D38*
 X202775852Y-136797679D03*
-D41*
+D42*
 X189440852Y-224427679D03*
-D37*
+D38*
 %TO.N,/PHI2*%
 X231968609Y-172359548D03*
 X127210852Y-172357679D03*
 X184360852Y-172357679D03*
-D41*
+D42*
 X233255852Y-172357679D03*
-D37*
+D38*
 %TO.N,/~{RES}*%
 X134830852Y-171722679D03*
-D41*
+D42*
 X230715852Y-171722679D03*
-D37*
+D38*
 X129750852Y-171722679D03*
 X229403622Y-220575449D03*
 X231350852Y-207282679D03*
-D41*
+D42*
 %TO.N,/A0*%
 X237700852Y-188867679D03*
 X237700852Y-171087679D03*
-D37*
+D38*
 X124035852Y-203472679D03*
-D41*
+D42*
 X233255852Y-171087679D03*
-D37*
+D38*
 X151340852Y-171087679D03*
 X132925852Y-171087679D03*
 %TO.N,/A2*%
 X124670852Y-200932679D03*
-D41*
+D42*
 X237700852Y-169817679D03*
-D37*
+D38*
 X135465852Y-169817679D03*
 X147530852Y-169817679D03*
-D41*
+D42*
 X236430852Y-186327679D03*
 X236430852Y-169817679D03*
-D37*
+D38*
 %TO.N,/A4*%
 X132925852Y-197757679D03*
 X146260852Y-168547679D03*
-D41*
+D42*
 X235160852Y-183787679D03*
 X191980852Y-168547679D03*
 X235160852Y-168547679D03*
-D37*
+D38*
 X138005852Y-168547679D03*
 %TO.N,/A6*%
 X140545852Y-167277679D03*
-D41*
+D42*
 X233890852Y-167277679D03*
 X233890852Y-181247679D03*
-D37*
+D38*
 X138005852Y-197757679D03*
 %TO.N,/A8*%
 X139275852Y-213632679D03*
 X143085852Y-166007679D03*
-D41*
+D42*
 X231350852Y-166007679D03*
-D37*
+D38*
 X141180852Y-166007679D03*
-D41*
+D42*
 %TO.N,/A10*%
 X230080852Y-164737679D03*
-D37*
+D38*
 X145625852Y-164737679D03*
 X130385852Y-164737679D03*
 X126575852Y-211092679D03*
-D41*
+D42*
 %TO.N,/A12*%
 X227540852Y-163467679D03*
-D37*
+D38*
 X148165852Y-163467679D03*
 X143085852Y-202202679D03*
-D41*
+D42*
 %TO.N,/A14*%
 X225000852Y-162197679D03*
-D37*
+D38*
 X143720852Y-212407171D03*
 X150705852Y-162197679D03*
-D41*
+D42*
 %TO.N,/A16*%
 X222460852Y-160927679D03*
-D37*
+D38*
 X153245852Y-160927679D03*
 X148165852Y-204742679D03*
 %TO.N,/A18*%
 X150705852Y-206012679D03*
 X155785852Y-159657679D03*
-D41*
+D42*
 X219920852Y-159657679D03*
-D37*
+D38*
 %TO.N,/A20*%
 X169120852Y-158387679D03*
-D41*
+D42*
 X212300852Y-158387679D03*
-D37*
+D38*
 X158325852Y-158387679D03*
 %TO.N,/A22*%
 X160865852Y-157117679D03*
 X164040852Y-157117679D03*
-D41*
+D42*
 X209760852Y-157117679D03*
 %TO.N,/D0*%
 X197695852Y-155847679D03*
 X207855852Y-155847679D03*
-D37*
+D38*
 X163405852Y-155847679D03*
 X121495852Y-155847679D03*
 X197695852Y-183152679D03*
@@ -2311,47 +2198,47 @@ X165945852Y-154577679D03*
 X116415852Y-200297679D03*
 X116415852Y-154577679D03*
 X158960852Y-154577679D03*
-D41*
+D42*
 X196425852Y-154577679D03*
 X211665852Y-154577679D03*
 X196425852Y-185057679D03*
-D37*
+D38*
 %TO.N,/D4*%
 X115145852Y-207282679D03*
-D41*
+D42*
 X195155852Y-153307679D03*
 X195155852Y-188867679D03*
 X240875852Y-153307679D03*
-D37*
+D38*
 X168485852Y-153307679D03*
 X115145852Y-153307679D03*
 X156420852Y-153307679D03*
 %TO.N,/D6*%
 X171025852Y-152037679D03*
 X120225852Y-209822679D03*
-D41*
+D42*
 X193885852Y-193947679D03*
-D37*
+D38*
 X153880852Y-152037679D03*
-D41*
+D42*
 X193885852Y-152037679D03*
-D37*
+D38*
 X120225852Y-152037679D03*
-D41*
+D42*
 X221190852Y-152037679D03*
 %TO.N,/D7*%
 X228175852Y-151402679D03*
-D37*
+D38*
 X122765852Y-151402679D03*
 X172295852Y-106952679D03*
-D41*
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 X194520852Y-191407679D03*
-D37*
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 X173565852Y-151402679D03*
 X122765852Y-212362679D03*
-D41*
+D42*
 X194520852Y-151402679D03*
-D37*
+D38*
 %TO.N,/~{RD}*%
 X131655852Y-196487679D03*
 X174200852Y-106317679D03*
@@ -2362,36 +2249,36 @@ X174344602Y-120942679D03*
 %TO.N,/~{CS}6*%
 X198965852Y-184422679D03*
 X198965852Y-181247679D03*
-D41*
+D42*
 X198965852Y-147592679D03*
-D37*
+D38*
 X181185852Y-147592679D03*
 X174835852Y-184422679D03*
-D41*
+D42*
 %TO.N,/~{I{slash}O}1*%
 X205950852Y-146322679D03*
-D37*
+D38*
 X141180852Y-146322679D03*
 X183725852Y-146322679D03*
 %TO.N,/BA*%
 X186265852Y-145052679D03*
-D41*
+D42*
 %TO.N,/R{slash}~{W}*%
 X197060852Y-143782679D03*
-D37*
+D38*
 X188805852Y-143782679D03*
 X181820852Y-143782679D03*
-D41*
+D42*
 X238970852Y-143782679D03*
-D37*
+D38*
 %TO.N,/~{I{slash}O}0*%
 X191345852Y-142512679D03*
-D41*
+D42*
 X207220852Y-142512679D03*
-D37*
+D38*
 %TO.N,/SNES_DATA0*%
 X193885852Y-141242679D03*
-D41*
+D42*
 X187535852Y-221887679D03*
 X207220852Y-208552679D03*
 X188170852Y-141242679D03*
@@ -2400,20 +2287,20 @@ X187535852Y-208552679D03*
 X188805852Y-223157679D03*
 X211030852Y-209822679D03*
 X186265852Y-209822679D03*
-D37*
+D38*
 X188805852Y-209822679D03*
 X196425852Y-139972679D03*
-D41*
+D42*
 X185630852Y-139972679D03*
-D37*
+D38*
 %TO.N,/SNES_DATA2*%
 X198965852Y-138702679D03*
 %TO.N,/SNES_DATA3*%
 X201505852Y-137432679D03*
-D41*
+D42*
 %TO.N,/MOSI*%
 X171198968Y-206042880D03*
-D37*
+D38*
 %TO.N,/RTS*%
 X216110852Y-122192679D03*
 %TO.N,/CTS*%
@@ -2424,33 +2311,33 @@ X232620852Y-211092679D03*
 X224365852Y-123462679D03*
 %TO.N,/TXD*%
 X226905852Y-124097679D03*
-D41*
+D42*
 %TO.N,/SCK*%
 X204680852Y-211727679D03*
 X163698968Y-211757880D03*
-D37*
+D38*
 %TO.N,/~{CS}4*%
 X180550852Y-177437679D03*
 %TO.N,/~{CS}5*%
 X177375852Y-176802679D03*
 %TO.N,/~{CS}7*%
 X199600852Y-149497679D03*
-D41*
+D42*
 X199600852Y-146957679D03*
-D37*
+D38*
 X182455852Y-146957679D03*
 X199600852Y-179977679D03*
 %TO.N,/~{FPGA_RESET}*%
 X191345852Y-201567679D03*
 %TO.N,/CDONE*%
 X191980852Y-200297679D03*
-D41*
+D42*
 %TO.N,/MISO*%
 X158773968Y-206677880D03*
 %TO.N,/~{SD_SS}*%
 X173698968Y-211122880D03*
 X217380852Y-212362679D03*
-D37*
+D38*
 %TO.N,/~{ROM}0*%
 X176740852Y-186327679D03*
 X131655852Y-186327679D03*
@@ -2463,10 +2350,10 @@ X177375852Y-149497679D03*
 %TO.N,/~{ROM}1*%
 X178645852Y-148862679D03*
 X172930852Y-148862679D03*
-D38*
+D39*
 %TO.N,+5V*%
 X169120852Y-94887679D03*
-D37*
+D38*
 %TO.N,/SYSCLK*%
 X220555852Y-106317679D03*
 X200870852Y-106317679D03*
@@ -2496,3354 +2383,1514 @@ X217380852Y-158387679D03*
 X221825852Y-159657679D03*
 X222460852Y-196487679D03*
 %TD*%
-D42*
+D43*
+%TO.N,GND*%
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+X218800000Y-171405000D02*
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+D46*
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+D45*
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 %TO.N,/A1*%
-X134195852Y-136162679D02*
-X134195852Y-170452679D01*
-X134094602Y-136061429D02*
-X134195852Y-136162679D01*
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 X237065852Y-170452679D01*
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-X136244602Y-130775000D02*
-X136244602Y-135671429D01*
-X235795852Y-185057679D02*
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 X235795852Y-169182679D01*
-X131655852Y-179342679D02*
-X136735852Y-174262679D01*
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-X136735852Y-169182679D01*
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-X136735852Y-169182679D01*
-X136244602Y-135671429D02*
-X136735852Y-136162679D01*
-X135169602Y-129700000D02*
-X136244602Y-130775000D01*
 %TO.N,/A5*%
-X139174602Y-135229011D02*
-X139174602Y-136061429D01*
-X139174602Y-136061429D02*
-X139275852Y-136162679D01*
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-X139275852Y-176802679D02*
-X139275852Y-167912679D01*
-X139174602Y-131165000D02*
-X139174602Y-134330989D01*
-X139174602Y-134330989D02*
-X139170871Y-134334720D01*
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-X139170871Y-135225280D01*
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-X139275852Y-176802679D01*
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-X139174602Y-131165000D01*
-X136735852Y-179342679D02*
-X135465852Y-180612679D01*
-X139170871Y-135225280D02*
-X139174602Y-135229011D01*
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+X107551508Y-167912679D01*
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+X234525852Y-182517679D01*
 %TO.N,/A7*%
-X141714602Y-135229011D02*
-X141714602Y-136061429D01*
-X141714602Y-134330989D02*
-X141710871Y-134334720D01*
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-X205065852Y-113074286D01*
-X205065852Y-111713365D01*
-X205070246Y-111717759D01*
-X205161458Y-111770420D01*
-X205263191Y-111797679D01*
-X205368513Y-111797679D01*
-X205470246Y-111770420D01*
-X205561458Y-111717759D01*
-X205565852Y-111713365D01*
-X205565852Y-113074285D01*
-G37*
-%TD.AperFunction*%
 %TD*%
 M02*
diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In3_Cu_ (E-W).gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In3_Cu_ (E-W).gbr
deleted file mode 100644
index a82bbcd..0000000
--- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In3_Cu_ (E-W).gbr	
+++ /dev/null
@@ -1,38859 +0,0 @@
-%TF.GenerationSoftware,KiCad,Pcbnew,8.0.2*%
-%TF.CreationDate,2024-04-30T21:26:34-04:00*%
-%TF.ProjectId,Prototype 4 (PTH),50726f74-6f74-4797-9065-203420285054,rev?*%
-%TF.SameCoordinates,Original*%
-%TF.FileFunction,Copper,L4,Inr*%
-%TF.FilePolarity,Positive*%
-%FSLAX46Y46*%
-G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 8.0.2) date 2024-04-30 21:26:34*
-%MOMM*%
-%LPD*%
-G01*
-G04 APERTURE LIST*
-G04 Aperture macros list*
-%AMRoundRect*
-0 Rectangle with rounded corners*
-0 $1 Rounding radius*
-0 $2 $3 $4 $5 $6 $7 $8 $9 X,Y pos of 4 corners*
-0 Add a 4 corners polygon primitive as box body*
-4,1,4,$2,$3,$4,$5,$6,$7,$8,$9,$2,$3,0*
-0 Add four circle primitives for the rounded corners*
-1,1,$1+$1,$2,$3*
-1,1,$1+$1,$4,$5*
-1,1,$1+$1,$6,$7*
-1,1,$1+$1,$8,$9*
-0 Add four rect primitives between the rounded corners*
-20,1,$1+$1,$2,$3,$4,$5,0*
-20,1,$1+$1,$4,$5,$6,$7,0*
-20,1,$1+$1,$6,$7,$8,$9,0*
-20,1,$1+$1,$8,$9,$2,$3,0*%
-G04 Aperture macros list end*
-%TA.AperFunction,ComponentPad*%
-%ADD10C,1.400000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD11O,1.400000X1.400000*%
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-%ADD12C,1.600000*%
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-%ADD13C,2.500000*%
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-%ADD14R,1.700000X1.700000*%
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-%ADD15O,1.700000X1.700000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD16R,3.500000X3.500000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD17RoundRect,0.750000X-1.000000X0.750000X-1.000000X-0.750000X1.000000X-0.750000X1.000000X0.750000X0*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD18RoundRect,0.875000X-0.875000X0.875000X-0.875000X-0.875000X0.875000X-0.875000X0.875000X0.875000X0*%
-%TD*%
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-%ADD19C,5.600000*%
-%TD*%
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-%ADD20C,1.000000*%
-%TD*%
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-%ADD21R,2.000000X2.000000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD22O,2.000000X2.000000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD23R,1.600000X2.400000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD24O,1.600000X2.400000*%
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-%ADD25C,1.397000*%
-%TD*%
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-%ADD26R,1.800000X1.800000*%
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-%ADD27C,1.800000*%
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-%ADD28R,1.600000X1.600000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD29R,1.905000X2.000000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD30O,1.905000X2.000000*%
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-%ADD31C,1.700000*%
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-%ADD32R,1.422400X1.422400*%
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-%ADD33C,1.422400*%
-%TD*%
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-%ADD34C,2.010000*%
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-%ADD35C,4.000000*%
-%TD*%
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-%ADD36O,1.600000X1.600000*%
-%TD*%
-%TA.AperFunction,ViaPad*%
-%ADD37C,0.450000*%
-%TD*%
-%TA.AperFunction,ViaPad*%
-%ADD38C,0.800000*%
-%TD*%
-%TA.AperFunction,ViaPad*%
-%ADD39C,0.500000*%
-%TD*%
-%TA.AperFunction,ViaPad*%
-%ADD40C,0.600000*%
-%TD*%
-%TA.AperFunction,ViaPad*%
-%ADD41C,0.400000*%
-%TD*%
-%TA.AperFunction,Conductor*%
-%ADD42C,0.250000*%
-%TD*%
-%TA.AperFunction,Conductor*%
-%ADD43C,0.150000*%
-%TD*%
-%TA.AperFunction,Conductor*%
-%ADD44C,0.500000*%
-%TD*%
-%TA.AperFunction,Conductor*%
-%ADD45C,1.000000*%
-%TD*%
-G04 APERTURE END LIST*
-D10*
-%TO.N,/~{CS}7*%
-%TO.C,R16*%
-X218023531Y-149586827D03*
-D11*
-%TO.N,+3.3V*%
-X218023531Y-141966827D03*
-%TD*%
-D10*
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-%TO.C,R48*%
-X156550000Y-197875000D03*
-D11*
-%TO.N,+3.3V*%
-X164170000Y-197875000D03*
-%TD*%
-D12*
-%TO.N,+3.3V*%
-%TO.C,C4*%
-X195918531Y-187826827D03*
-%TO.N,GND*%
-X195918531Y-192826827D03*
-%TD*%
-%TO.N,+3.3V*%
-%TO.C,C18*%
-X241828173Y-208960000D03*
-%TO.N,GND*%
-X241828173Y-203960000D03*
-%TD*%
-D10*
-%TO.N,/~{VIRQ}*%
-%TO.C,R22*%
-X229434306Y-127897878D03*
-D11*
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-X221814306Y-127897878D03*
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-D10*
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-X188846198Y-195853490D03*
-D11*
-%TO.N,/~{IRQ}*%
-X196466198Y-195853490D03*
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-D10*
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-%TO.C,R67*%
-X210395852Y-82822679D03*
-D11*
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-X204680852Y-77838531D03*
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-D12*
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-X184518267Y-200406600D03*
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-D10*
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-X175381704Y-177395358D03*
-D11*
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-X167761704Y-177395358D03*
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-D10*
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-X238335852Y-77421827D03*
-D11*
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-X238335852Y-69801827D03*
-%TD*%
-D13*
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-X117072102Y-226745000D03*
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-X113072102Y-226745000D03*
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-X109072102Y-226745000D03*
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-X105072102Y-226745000D03*
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-X98572102Y-226745000D03*
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-X94572102Y-226745000D03*
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-X90572102Y-226745000D03*
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-D12*
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-X90193531Y-72741827D03*
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-X90193531Y-77741827D03*
-%TD*%
-D14*
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-X234870000Y-157400000D03*
-D15*
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-X234870000Y-159940000D03*
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-X234870000Y-162480000D03*
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-D14*
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-X241623621Y-217254071D03*
-D15*
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-D20*
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-X90380852Y-192042679D03*
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-X90380852Y-156482679D03*
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-X90380852Y-153942679D03*
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-X90380852Y-151402679D03*
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-X90380852Y-148862679D03*
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-X90380852Y-146322679D03*
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-X90380852Y-143782679D03*
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-X90380852Y-141242679D03*
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-X90380852Y-138702679D03*
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-X90380852Y-136162679D03*
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-X90380852Y-133622679D03*
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-X90380852Y-131082679D03*
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-X90380852Y-126002679D03*
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-X90380852Y-118382679D03*
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-X90380852Y-113302679D03*
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-%TO.N,unconnected-(U3-IN-Pad13)*%
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-D11*
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-X177649413Y-175053272D03*
-D11*
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-X185269413Y-175053272D03*
-%TD*%
-D10*
-%TO.N,/G1*%
-%TO.C,R41*%
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diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In4_Cu (GND).gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In4_Cu (GND).gbr
deleted file mode 100644
index 7674381..0000000
--- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In4_Cu (GND).gbr	
+++ /dev/null
@@ -1,48160 +0,0 @@
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-G04 Created by KiCad (PCBNEW 8.0.2) date 2024-04-30 21:26:34*
-%MOMM*%
-%LPD*%
-G01*
-G04 APERTURE LIST*
-G04 Aperture macros list*
-%AMRoundRect*
-0 Rectangle with rounded corners*
-0 $1 Rounding radius*
-0 $2 $3 $4 $5 $6 $7 $8 $9 X,Y pos of 4 corners*
-0 Add a 4 corners polygon primitive as box body*
-4,1,4,$2,$3,$4,$5,$6,$7,$8,$9,$2,$3,0*
-0 Add four circle primitives for the rounded corners*
-1,1,$1+$1,$2,$3*
-1,1,$1+$1,$4,$5*
-1,1,$1+$1,$6,$7*
-1,1,$1+$1,$8,$9*
-0 Add four rect primitives between the rounded corners*
-20,1,$1+$1,$2,$3,$4,$5,0*
-20,1,$1+$1,$4,$5,$6,$7,0*
-20,1,$1+$1,$6,$7,$8,$9,0*
-20,1,$1+$1,$8,$9,$2,$3,0*%
-G04 Aperture macros list end*
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-%ADD37C,0.450000*%
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-%ADD38C,0.800000*%
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-%ADD39C,0.500000*%
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-%ADD40C,0.600000*%
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-%ADD41C,0.400000*%
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-G04 APERTURE END LIST*
-D10*
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-X218023531Y-149586827D03*
-D11*
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-X156550000Y-197875000D03*
-D11*
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-D12*
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-X241828173Y-208960000D03*
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-X241828173Y-203960000D03*
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-D10*
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-X229434306Y-127897878D03*
-D11*
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-X221814306Y-127897878D03*
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-D10*
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-D11*
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-X210395852Y-82822679D03*
-D11*
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-X210395852Y-90442679D03*
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-D10*
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-X204680852Y-70218531D03*
-D11*
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-X204680852Y-77838531D03*
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-D12*
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-X184518267Y-200406600D03*
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-X184518267Y-205406600D03*
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-D10*
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-X238335852Y-77421827D03*
-D11*
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-X238335852Y-69801827D03*
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-D13*
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-X117072102Y-226745000D03*
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-X113072102Y-226745000D03*
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-X105072102Y-226745000D03*
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-X98572102Y-226745000D03*
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-X94572102Y-226745000D03*
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-X90572102Y-226745000D03*
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-D12*
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-X90193531Y-72741827D03*
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-X90193531Y-77741827D03*
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-D14*
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-X234870000Y-157400000D03*
-D15*
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-X234870000Y-159940000D03*
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-X234870000Y-162480000D03*
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-X234870000Y-165020000D03*
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-D10*
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-%TO.C,R56*%
-X218668173Y-71488531D03*
-D11*
-%TO.N,/GREEN*%
-X218668173Y-63868531D03*
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-D12*
-%TO.N,+3.3V*%
-%TO.C,C20*%
-X226588173Y-119423531D03*
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-X226588173Y-114423531D03*
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-D16*
-%TO.N,Net-(F1-Pad1)*%
-%TO.C,J7*%
-X107928531Y-62981827D03*
-D17*
-%TO.N,Net-(D6-Pad4)*%
-X107928531Y-56981827D03*
-D18*
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-X103228531Y-59981827D03*
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-D10*
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-X225506704Y-77700358D03*
-D11*
-%TO.N,Net-(R37-Pad2)*%
-X217886704Y-77700358D03*
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-D19*
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-X128117172Y-57207679D03*
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-X166710000Y-195360000D03*
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-D12*
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-X103177518Y-93309624D03*
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-X108177518Y-93309624D03*
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-D14*
-%TO.N,/~{BOOT_SEL}*%
-%TO.C,J10*%
-X241623621Y-217254071D03*
-D15*
-%TO.N,GND*%
-X241623621Y-214714071D03*
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-D20*
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-X90380852Y-192042679D03*
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-X90380852Y-189502679D03*
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-X90380852Y-186962679D03*
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-X90380852Y-184422679D03*
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-X90380852Y-181882679D03*
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-X90380852Y-169182679D03*
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-X90380852Y-166642679D03*
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-X90380852Y-164102679D03*
-%TO.N,/A21*%
-X90380852Y-161562679D03*
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-X90380852Y-159022679D03*
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-X90380852Y-156482679D03*
-%TO.N,/D3*%
-X90380852Y-153942679D03*
-%TO.N,/D5*%
-X90380852Y-151402679D03*
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-X90380852Y-148862679D03*
-%TO.N,/~{WR}*%
-X90380852Y-146322679D03*
-%TO.N,/~{RAM}1*%
-X90380852Y-143782679D03*
-%TO.N,/BE*%
-X90380852Y-141242679D03*
-%TO.N,/~{CS}7*%
-X90380852Y-138702679D03*
-%TO.N,/RUN*%
-X90380852Y-136162679D03*
-%TO.N,/~{IRQ}*%
-X90380852Y-133622679D03*
-%TO.N,/~{VIRQ}*%
-X90380852Y-131082679D03*
-%TO.N,/~{NMI}*%
-X90380852Y-128542679D03*
-%TO.N,/I2C_SCL*%
-X90380852Y-126002679D03*
-%TO.N,/I2C_SDA*%
-X90380852Y-123462679D03*
-%TO.N,/SNES_LATCH*%
-X90380852Y-120922679D03*
-%TO.N,/SNES_CLK*%
-X90380852Y-118382679D03*
-%TO.N,+3.3V*%
-X90380852Y-115842679D03*
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-X90380852Y-113302679D03*
-%TO.N,/PHI2*%
-X87840852Y-193312679D03*
-%TO.N,/~{RES}*%
-X87840852Y-190772679D03*
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-X87840852Y-188232679D03*
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-X87840852Y-185692679D03*
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-X87840852Y-183152679D03*
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diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-NPTH-drl_map.gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-NPTH-drl_map.gbr
index da225e0..792984a 100644
--- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-NPTH-drl_map.gbr	
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diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-NPTH.drl b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-NPTH.drl
index a848605..31155f6 100644
--- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-NPTH.drl	
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diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-PTH-drl_map.gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-PTH-drl_map.gbr
index 574a6f2..ec5a248 100644
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 D12*
 X9196948Y-6574645D02*
 X9196948Y-6675645D01*
 X9146448Y-6625145D02*
 X9247448Y-6625145D01*
-X9196948Y-6675645D02*
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 X9706948Y-6795645D01*
 X9656448Y-6745145D02*
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 D13*
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 X9566000Y-8119000D02*
 X9621000Y-8064000D01*
 X9566000Y-8009000D01*
 X9511000Y-8064000D01*
 X9566000Y-8119000D01*
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 X9875000Y-8064000D01*
 X9820000Y-8009000D01*
 X9765000Y-8064000D01*
 X9820000Y-8119000D01*
-X9858891Y-8102891D02*
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 X11534500Y-8094500D02*
 X11589500Y-8039500D01*
 X11534500Y-7984500D01*
 X11479500Y-8039500D01*
 X11534500Y-8094500D01*
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-X11827391Y-8000609D01*
-X11749609Y-8000609D01*
-X11749609Y-8078391D01*
-X11827391Y-8078391D01*
 D14*
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-G75*
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 M02*
diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-PTH.drl b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-PTH.drl
index da3983e..6eaa5e2 100644
--- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-PTH.drl	
+++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-PTH.drl	
@@ -1,9 +1,9 @@
 M48
-; DRILL file {KiCad 8.0.2} date 2024-04-30T21:26:32-0400
+; DRILL file {KiCad 8.0.2} date 2024-05-02T20:32:29-0400
 ; FORMAT={-:-/ absolute / inch / decimal}
-; #@! TF.CreationDate,2024-04-30T21:26:32-04:00
+; #@! TF.CreationDate,2024-05-02T20:32:29-04:00
 ; #@! TF.GenerationSoftware,Kicad,Pcbnew,8.0.2
-; #@! TF.FileFunction,Plated,1,6,PTH
+; #@! TF.FileFunction,Plated,1,4,PTH
 FMAT,2
 INCH
 ; #@! TA.AperFunction,Plated,PTH,ViaDrill
@@ -16,30 +16,30 @@ T3C0.0138
 T4C0.0157
 ; #@! TA.AperFunction,Plated,PTH,ViaDrill
 T5C0.0177
-; #@! TA.AperFunction,Plated,PTH,ComponentDrill
-T6C0.0197
 ; #@! TA.AperFunction,Plated,PTH,ViaDrill
-T7C0.0256
+T6C0.0256
 ; #@! TA.AperFunction,Plated,PTH,ComponentDrill
-T8C0.0276
+T7C0.0276
 ; #@! TA.AperFunction,Plated,PTH,ComponentDrill
-T9C0.0315
+T8C0.0315
 ; #@! TA.AperFunction,Plated,PTH,ComponentDrill
-T10C0.0320
+T9C0.0320
 ; #@! TA.AperFunction,Plated,PTH,ComponentDrill
-T11C0.0335
+T10C0.0335
 ; #@! TA.AperFunction,Plated,PTH,ComponentDrill
-T12C0.0354
+T11C0.0354
 ; #@! TA.AperFunction,Plated,PTH,ComponentDrill
-T13C0.0394
+T12C0.0394
 ; #@! TA.AperFunction,Plated,PTH,ComponentDrill
-T14C0.0398
+T13C0.0398
 ; #@! TA.AperFunction,Plated,PTH,ComponentDrill
-T15C0.0433
+T14C0.0433
 ; #@! TA.AperFunction,Plated,PTH,ComponentDrill
-T16C0.0492
+T15C0.0492
 ; #@! TA.AperFunction,Plated,PTH,ComponentDrill
-T17C0.1260
+T16C0.1260
+; #@! TA.AperFunction,Plated,PTH,ComponentDrill
+T17C0.1378
 %
 G90
 G05
@@ -145,8 +145,7 @@ X9.4333Y-7.5107
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 T2
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@@ -193,7 +191,6 @@ X5.4333Y-6.6357
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@@ -230,7 +227,6 @@ X6.0543Y-2.6178
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@@ -299,7 +295,6 @@ X7.3333Y-5.7107
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@@ -377,98 +371,32 @@ X3.9083Y-4.0607
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 T5
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 X8.6333Y-4.6857
 T6
-X3.4552Y-5.0107
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-T7
 X5.0958Y-4.5732
 X6.6583Y-3.7357
-T8
-X3.7763Y-4.3886
-X4.0763Y-4.3886
-X4.176Y-4.3886
+T7
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@@ -522,73 +450,43 @@ X7.9833Y-3.2607
 X7.9833Y-3.5607
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 X9.3833Y-3.2607
 X9.3833Y-3.5607
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@@ -597,17 +495,17 @@ X9.4899Y-7.1481
 X9.4899Y-7.4481
 X9.6163Y-8.0414
 X9.6163Y-8.3414
-T9
+T8
 X3.5509Y-2.8639
 X3.5509Y-3.0607
 X3.7296Y-2.9624
 X3.828Y-2.9624
 X4.0386Y-3.1331
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 X4.2594Y-3.0769
 X4.2594Y-3.2738
 X4.4833Y-7.0607
@@ -858,7 +756,7 @@ X9.5208Y-7.7344
 X9.5208Y-7.9312
 X9.5208Y-8.0299
 X9.5208Y-8.2268
-T10
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 X5.1596Y-8.6881
 X5.1596Y-8.8881
 X5.4596Y-8.6881
@@ -871,7 +769,7 @@ X9.0938Y-8.404
 X9.0938Y-8.604
 X9.3938Y-8.404
 X9.3938Y-8.604
-T11
+T10
 X5.0215Y-5.1063
 X5.0215Y-5.3063
 X5.1215Y-5.1063
@@ -936,18 +834,82 @@ X8.0215Y-5.1063
 X8.0215Y-5.3063
 X8.1215Y-5.1063
 X8.1215Y-5.3063
-T12
-X3.9266Y-4.1885
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-X4.3266Y-4.1885
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 X8.3176Y-8.4978
 X8.3176Y-8.5978
 X8.5111Y-8.4978
 X8.5111Y-8.5978
-T13
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 X9.5127Y-8.5533
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 X3.6208Y-2.6083
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 X3.6661Y-3.1748
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 X4.6411Y-3.1652
-T16
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 X3.5658Y-8.927
 X3.7233Y-8.927
 X3.8808Y-8.927
@@ -1051,7 +1013,7 @@ X8.9816Y-8.9453
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 X9.5524Y-8.9453
-T17
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 X3.6211Y-2.2631
 X4.295Y-8.4727
 X4.6288Y-5.1938
@@ -1063,7 +1025,10 @@ X8.5264Y-5.1938
 X8.8976Y-8.4727
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 X9.4934Y-2.2631
-T13
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 G00X4.0641Y-2.3221
 M15
 G01X4.0641Y-2.4009
diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-job.gbrjob b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-job.gbrjob
index 91b683c..5641660 100644
--- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-job.gbrjob	
+++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-job.gbrjob	
@@ -5,7 +5,7 @@
       "Application": "Pcbnew",
       "Version": "8.0.2"
     },
-    "CreationDate": "2024-04-30T21:26:34-04:00"
+    "CreationDate": "2024-05-02T20:32:31-04:00"
   },
   "GeneralSpecs": {
     "ProjectId": {
@@ -14,10 +14,10 @@
       "Revision": "rev?"
     },
     "Size": {
-      "X": 169.0525,
+      "X": 160.1625,
       "Y": 179.17
     },
-    "LayerNumber": 6,
+    "LayerNumber": 4,
     "BoardThickness": 1.6,
     "Finish": "None"
   },
@@ -57,19 +57,9 @@
       "FileFunction": "Copper,L3,Inr",
       "FilePolarity": "Positive"
     },
-    {
-      "Path": "Prototype 4 (PTH)-In3_Cu_ (E-W).gbr",
-      "FileFunction": "Copper,L4,Inr",
-      "FilePolarity": "Positive"
-    },
-    {
-      "Path": "Prototype 4 (PTH)-In4_Cu (GND).gbr",
-      "FileFunction": "Copper,L5,Inr",
-      "FilePolarity": "Positive"
-    },
     {
       "Path": "Prototype 4 (PTH)-B_Cu (MISC).gbr",
-      "FileFunction": "Copper,L6,Bot",
+      "FileFunction": "Copper,L4,Bot",
       "FilePolarity": "Positive"
     },
     {
@@ -120,7 +110,7 @@
     },
     {
       "Type": "SolderMask",
-      "Color": "Red",
+      "Color": "Green",
       "Thickness": 0.01,
       "Name": "Top Solder Mask"
     },
@@ -143,7 +133,7 @@
     },
     {
       "Type": "Dielectric",
-      "Thickness": 0.535,
+      "Thickness": 1.24,
       "Material": "FR4",
       "Name": "In1.Cu (GND)/In2.Cu (N-S)",
       "Notes": "Type: dielectric layer 2 (from In1.Cu (GND) to In2.Cu (N-S))"
@@ -157,33 +147,8 @@
       "Type": "Dielectric",
       "Thickness": 0.1,
       "Material": "FR4",
-      "Name": "In2.Cu (N-S)/In3.Cu. (E-W)",
-      "Notes": "Type: dielectric layer 3 (from In2.Cu (N-S) to In3.Cu. (E-W))"
-    },
-    {
-      "Type": "Copper",
-      "Thickness": 0.035,
-      "Name": "In3.Cu. (E-W)"
-    },
-    {
-      "Type": "Dielectric",
-      "Thickness": 0.535,
-      "Material": "FR4",
-      "Name": "In3.Cu. (E-W)/In4.Cu (GND)",
-      "Notes": "Type: dielectric layer 4 (from In3.Cu. (E-W) to In4.Cu (GND))"
-    },
-    {
-      "Type": "Copper",
-      "Thickness": 0.035,
-      "Name": "In4.Cu (GND)"
-    },
-    {
-      "Type": "Dielectric",
-      "Color": "R128G128B128",
-      "Thickness": 0.1,
-      "Material": "FR4",
-      "Name": "In4.Cu (GND)/B.Cu (MISC)",
-      "Notes": "Type: dielectric layer 5 (from In4.Cu (GND) to B.Cu (MISC))"
+      "Name": "In2.Cu (N-S)/B.Cu (MISC)",
+      "Notes": "Type: dielectric layer 3 (from In2.Cu (N-S) to B.Cu (MISC))"
     },
     {
       "Type": "Copper",
@@ -192,7 +157,7 @@
     },
     {
       "Type": "SolderMask",
-      "Color": "Red",
+      "Color": "Green",
       "Thickness": 0.01,
       "Name": "Bottom Solder Mask"
     },