diff --git a/KiKit-Config.json b/KiKit-Config.json
new file mode 100644
index 0000000..b4fe536
--- /dev/null
+++ b/KiKit-Config.json
@@ -0,0 +1,36 @@
+{
+    "layout": {
+        "hspace": "4mm",
+        "vspace": "2mm",
+        "cols": "2",
+        "vbonecut": "False",
+        "renameref": "Board_{n}-{orig}"
+    },
+    "cuts": {
+        "type": "mousebites"
+    },
+    "framing": {
+        "type": "frame"
+    },
+    "tooling": {
+        "type": "4hole",
+        "hoffset": "3mm",
+        "voffset": "3mm",
+        "size": "1.152mm",
+        "paste": "True"
+    },
+    "fiducials": {
+        "type": "4fid",
+        "hoffset": "3mm",
+        "voffset": "16.5mm",
+        "opening": "3mm"
+    },
+    "text": {
+        "type": "simple",
+        "hoffset": "-44.5mm",
+        "voffset": "29mm",
+        "layer": "0",
+        "orientation": "270deg",
+        "text": "JLCJLCJLCJLC"
+    }
+}
\ No newline at end of file
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diff --git a/MicrocontrollerInputModule.csv b/MicrocontrollerInputModule.csv
index d279904..fbc4064 100644
--- a/MicrocontrollerInputModule.csv
+++ b/MicrocontrollerInputModule.csv
@@ -10,9 +10,9 @@
 9;"C1,C2";"C_0402_1005Metric";2;"15pF";;;
 10;"U1";"SON-8-1EP_3x2mm_P0.5mm_EP0.2x1.6mm";1;"W25Q16JVUXIQ ";;;
 11;"C6,C8";"C_0402_1005Metric";2;"1uF";;;
-12;"SW1,SW2";"SW_SPST_CK_KXT3";2;"KXT3";;;
-13;"Y1";"Crystal_SMD_3225-4Pin_3.2x2.5mm";1;"12.000MHz";;;
-14;"F2";"R_1206_3216Metric";1;"Polyfuse 200mA";;;
-15;"U4,U3";"QFN50P300X250X100-15N";2;"74AHC125BQ_115";;;
-16;"R5,R6";"R_0402_1005Metric";2;"27";;;
-17;"J2";"HRS_FH34SRJ-12S-0.5SH_50_";1;"FH34SRJ-12S-0.5SH_50_";;;
+12;"Y1";"Crystal_SMD_3225-4Pin_3.2x2.5mm";1;"12.000MHz";;;
+13;"F2";"R_1206_3216Metric";1;"Polyfuse 200mA";;;
+14;"U4,U3";"QFN50P300X250X100-15N";2;"74AHC125BQ_115";;;
+15;"R5,R6";"R_0402_1005Metric";2;"27";;;
+16;"J2";"HRS_FH34SRJ-12S-0.5SH_50_";1;"FH34SRJ-12S-0.5SH_50_";;;
+17;"SW1";"SW_A6H-2101_OMR";1;"A6H-2101";;;
diff --git a/MicrocontrollerInputModule.kicad_pcb b/MicrocontrollerInputModule.kicad_pcb
index 21adfba..4da2bc6 100644
--- a/MicrocontrollerInputModule.kicad_pcb
+++ b/MicrocontrollerInputModule.kicad_pcb
@@ -1,64402 +1,97816 @@
-(kicad_pcb (version 20221018) (generator pcbnew)
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-  (general
-    (thickness 0.955)
-  )
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-  (paper "A5")
-  (title_block
-    (title "RGB LED Matrix Input Module")
-    (date "2023-10-22")
-    (rev "V2.6")
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-    (comment 1 "joe.schroedl@outlook.com")
-    (comment 2 "https://github.com/corndog2000")
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-    (40 "Dwgs.User" user "User.Drawings")
-    (41 "Cmts.User" user "User.Comments")
-    (42 "Eco1.User" user "User.Eco1")
-    (43 "Eco2.User" user "User.Eco2")
-    (44 "Edge.Cuts" user)
-    (45 "Margin" user)
-    (46 "B.CrtYd" user "B.Courtyard")
-    (47 "F.CrtYd" user "F.Courtyard")
-    (48 "B.Fab" user)
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-    (50 "User.1" user)
-    (51 "User.2" user)
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-      (layer "F.Cu" (type "copper") (thickness 0.0711))
-      (layer "dielectric 1" (type "core") (thickness 0.762) (material "FR4") (epsilon_r 4.5) (loss_tangent 0.02))
-      (layer "B.Cu" (type "copper") (thickness 0.0711))
-      (layer "B.Mask" (type "Bottom Solder Mask") (color "Purple") (thickness 0.0254))
-      (layer "B.Paste" (type "Bottom Solder Paste"))
-      (layer "B.SilkS" (type "Bottom Silk Screen"))
-      (copper_finish "None")
-      (dielectric_constraints no)
-    )
-    (pad_to_mask_clearance 0)
-    (aux_axis_origin 29.607107 130.550108)
-    (pcbplotparams
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-      (dxfimperialunits true)
-      (dxfusepcbnewfont true)
-      (psnegative false)
-      (psa4output false)
-      (plotreference true)
-      (plotvalue false)
-      (plotinvisibletext false)
-      (sketchpadsonfab false)
-      (subtractmaskfromsilk true)
-      (outputformat 1)
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-      (scaleselection 1)
-      (outputdirectory "Gerbers/")
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-  (net 3 "Net-(C2-Pad2)")
-  (net 4 "+3V3")
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-  (net 6 "+5V")
-  (net 7 "/USB_DP")
-  (net 8 "/USB_DN")
-  (net 9 "/~{SLEEP}")
-  (net 10 "/BOARD_ID")
-  (net 11 "BOOTSEL")
-  (net 12 "/QSPI_SS")
-  (net 13 "/XOUT")
-  (net 14 "Net-(U2-USB_DP)")
-  (net 15 "/SWCLK")
-  (net 16 "/SWD")
-  (net 17 "/QSPI_SD1")
-  (net 18 "/QSPI_SD2")
-  (net 19 "/QSPI_SD0")
-  (net 20 "/QSPI_SCLK")
-  (net 21 "/QSPI_SD3")
-  (net 22 "/TX")
-  (net 23 "/RX")
-  (net 24 "/SDA")
-  (net 25 "/SCL")
-  (net 26 "Net-(U2-USB_DM)")
-  (net 27 "/D9")
-  (net 28 "/D10")
-  (net 29 "/D11")
-  (net 30 "/D12")
-  (net 31 "/D13")
-  (net 32 "/SCK")
-  (net 33 "/MOSI")
-  (net 34 "/MISO")
-  (net 35 "/A0")
-  (net 36 "/A1")
-  (net 37 "/A2")
-  (net 38 "/A3")
-  (net 39 "~{RESET}")
-  (net 40 "/NeopixelMatrix/STRIP1")
-  (net 41 "/D8")
-  (net 42 "/D7")
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-  (net 45 "Net-(N3-DOUT)")
-  (net 46 "Net-(N4-DOUT)")
-  (net 47 "Net-(N5-DOUT)")
-  (net 48 "Net-(N6-DOUT)")
-  (net 49 "Net-(N7-DOUT)")
-  (net 50 "Net-(N8-DOUT)")
-  (net 51 "Net-(N10-DIN)")
-  (net 52 "Net-(N10-DOUT)")
-  (net 53 "Net-(N11-DOUT)")
-  (net 54 "Net-(N12-DOUT)")
-  (net 55 "Net-(N13-DOUT)")
-  (net 56 "Net-(N14-DOUT)")
-  (net 57 "Net-(N15-DOUT)")
-  (net 58 "Net-(N16-DOUT)")
-  (net 59 "Net-(N17-DOUT)")
-  (net 60 "Net-(N19-DOUT)")
-  (net 61 "Net-(N20-DOUT)")
-  (net 62 "Net-(N21-DOUT)")
-  (net 63 "Net-(N22-DOUT)")
-  (net 64 "Net-(N23-DOUT)")
-  (net 65 "Net-(N24-DOUT)")
-  (net 66 "Net-(N25-DOUT)")
-  (net 67 "Net-(N26-DOUT)")
-  (net 68 "Net-(N27-DOUT)")
-  (net 69 "Net-(N28-DOUT)")
-  (net 70 "Net-(N29-DOUT)")
-  (net 71 "Net-(N30-DOUT)")
-  (net 72 "Net-(N31-DOUT)")
-  (net 73 "Net-(N32-DOUT)")
-  (net 74 "Net-(N33-DOUT)")
-  (net 75 "Net-(N34-DOUT)")
-  (net 76 "Net-(N35-DOUT)")
-  (net 77 "/NeopixelMatrix/END-STRIP1")
-  (net 78 "Net-(N37-DOUT)")
-  (net 79 "Net-(N38-DOUT)")
-  (net 80 "Net-(N39-DOUT)")
-  (net 81 "Net-(N40-DOUT)")
-  (net 82 "Net-(N41-DOUT)")
-  (net 83 "Net-(N42-DOUT)")
-  (net 84 "Net-(N43-DOUT)")
-  (net 85 "Net-(N44-DOUT)")
-  (net 86 "Net-(N45-DOUT)")
-  (net 87 "Net-(N46-DOUT)")
-  (net 88 "Net-(N47-DOUT)")
-  (net 89 "Net-(N48-DOUT)")
-  (net 90 "Net-(N49-DOUT)")
-  (net 91 "Net-(N50-DOUT)")
-  (net 92 "Net-(N51-DOUT)")
-  (net 93 "Net-(N52-DOUT)")
-  (net 94 "Net-(N53-DOUT)")
-  (net 95 "/NeopixelMatrix/END-STRIP2")
-  (net 96 "Net-(N55-DOUT)")
-  (net 97 "Net-(N56-DOUT)")
-  (net 98 "Net-(N57-DOUT)")
-  (net 99 "Net-(N58-DOUT)")
-  (net 100 "Net-(N59-DOUT)")
-  (net 101 "Net-(N60-DOUT)")
-  (net 102 "Net-(N61-DOUT)")
-  (net 103 "Net-(N62-DOUT)")
-  (net 104 "Net-(N63-DOUT)")
-  (net 105 "Net-(N64-DOUT)")
-  (net 106 "Net-(N65-DOUT)")
-  (net 107 "Net-(N66-DOUT)")
-  (net 108 "Net-(N67-DOUT)")
-  (net 109 "Net-(N68-DOUT)")
-  (net 110 "Net-(N69-DOUT)")
-  (net 111 "Net-(N70-DOUT)")
-  (net 112 "Net-(N71-DOUT)")
-  (net 113 "/NeopixelMatrix/END-STRIP3")
-  (net 114 "Net-(N73-DOUT)")
-  (net 115 "Net-(N74-DOUT)")
-  (net 116 "Net-(N75-DOUT)")
-  (net 117 "Net-(N76-DOUT)")
-  (net 118 "Net-(N77-DOUT)")
-  (net 119 "Net-(N79-DOUT)")
-  (net 120 "Net-(N80-DOUT)")
-  (net 121 "Net-(N81-DOUT)")
-  (net 122 "Net-(N82-DOUT)")
-  (net 123 "Net-(N83-DOUT)")
-  (net 124 "Net-(N93-DOUT)")
-  (net 125 "Net-(N94-DOUT)")
-  (net 126 "Net-(N182-DOUT)")
-  (net 127 "Net-(N95-DOUT)")
-  (net 128 "Net-(N183-DOUT)")
-  (net 129 "Net-(N100-DIN)")
-  (net 130 "Net-(N184-DOUT)")
-  (net 131 "Net-(N84-DOUT)")
-  (net 132 "/NeopixelMatrix/END-STRIP4")
-  (net 133 "Net-(N96-DOUT)")
-  (net 134 "Net-(N100-DOUT)")
-  (net 135 "Net-(N101-DOUT)")
-  (net 136 "Net-(N102-DOUT)")
-  (net 137 "Net-(N103-DOUT)")
-  (net 138 "Net-(N104-DOUT)")
-  (net 139 "Net-(N105-DOUT)")
-  (net 140 "Net-(N106-DOUT)")
-  (net 141 "Net-(N107-DOUT)")
-  (net 142 "Net-(N109-DOUT)")
-  (net 143 "Net-(N110-DOUT)")
-  (net 144 "Net-(N111-DOUT)")
-  (net 145 "Net-(N112-DOUT)")
-  (net 146 "Net-(N113-DOUT)")
-  (net 147 "Net-(N114-DOUT)")
-  (net 148 "Net-(N115-DOUT)")
-  (net 149 "Net-(N117-DOUT)")
-  (net 150 "Net-(N118-DOUT)")
-  (net 151 "Net-(N119-DOUT)")
-  (net 152 "Net-(N121-DOUT)")
-  (net 153 "Net-(N122-DOUT)")
-  (net 154 "Net-(N123-DOUT)")
-  (net 155 "Net-(N125-DOUT)")
-  (net 156 "Net-(N97-DOUT)")
-  (net 157 "Net-(N127-DOUT)")
-  (net 158 "Net-(N129-DOUT)")
-  (net 159 "Net-(N130-DOUT)")
-  (net 160 "Net-(N131-DOUT)")
-  (net 161 "Net-(N133-DOUT)")
-  (net 162 "Net-(N134-DOUT)")
-  (net 163 "Net-(N135-DOUT)")
-  (net 164 "Net-(N137-DOUT)")
-  (net 165 "Net-(N138-DOUT)")
-  (net 166 "Net-(N139-DOUT)")
-  (net 167 "Net-(N141-DOUT)")
-  (net 168 "Net-(N142-DOUT)")
-  (net 169 "Net-(N143-DOUT)")
-  (net 170 "Net-(N145-DOUT)")
-  (net 171 "Net-(N146-DOUT)")
-  (net 172 "Net-(N147-DOUT)")
-  (net 173 "Net-(N149-DOUT)")
-  (net 174 "Net-(N150-DOUT)")
-  (net 175 "Net-(N151-DOUT)")
-  (net 176 "Net-(N152-DOUT)")
-  (net 177 "Net-(N153-DOUT)")
-  (net 178 "Net-(N154-DOUT)")
-  (net 179 "Net-(N155-DOUT)")
-  (net 180 "Net-(N156-DOUT)")
-  (net 181 "Net-(N157-DOUT)")
-  (net 182 "Net-(N158-DOUT)")
-  (net 183 "Net-(N159-DOUT)")
-  (net 184 "Net-(N160-DOUT)")
-  (net 185 "Net-(N161-DOUT)")
-  (net 186 "Net-(N98-DOUT)")
-  (net 187 "Net-(N163-DOUT)")
-  (net 188 "Net-(N164-DOUT)")
-  (net 189 "Net-(N165-DOUT)")
-  (net 190 "Net-(N166-DOUT)")
-  (net 191 "Net-(N167-DOUT)")
-  (net 192 "Net-(N168-DOUT)")
-  (net 193 "Net-(N169-DOUT)")
-  (net 194 "Net-(N170-DOUT)")
-  (net 195 "Net-(N171-DOUT)")
-  (net 196 "Net-(N172-DOUT)")
-  (net 197 "Net-(N173-DOUT)")
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-  (net 201 "Net-(N177-DOUT)")
-  (net 202 "Net-(N178-DOUT)")
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-  (net 204 "/NeopixelMatrix/END-STRIP5")
-  (net 205 "Net-(N181-DOUT)")
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-  (net 209 "Net-(N188-DOUT)")
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-  (net 212 "Net-(N191-DOUT)")
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-  (net 215 "Net-(N195-DOUT)")
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-  (net 218 "/NeopixelMatrix/END-STRIP6")
-  (net 219 "Net-(N199-DOUT)")
-  (net 220 "Net-(N200-DOUT)")
-  (net 221 "Net-(N201-DOUT)")
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-  (net 225 "Net-(N205-DOUT)")
-  (net 226 "Net-(N206-DOUT)")
-  (net 227 "Net-(N207-DOUT)")
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-  (net 229 "Net-(N210-DOUT)")
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-  (net 243 "Net-(N229-DOUT)")
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+(kicad_pcb
+	(version 20240108)
+	(generator "pcbnew")
+	(generator_version "8.0")
+	(general
+		(thickness 0.955)
+		(legacy_teardrops no)
+	)
+	(paper "A5")
+	(title_block
+		(title "RGB LED Matrix Input Module")
+		(date "2024-03-31")
+		(rev "V3.0")
+		(company "Joseph Schroedl")
+		(comment 1 "joe.schroedl@outlook.com")
+		(comment 2 "https://github.com/corndog2000")
+	)
+	(layers
+		(0 "F.Cu" signal)
+		(31 "B.Cu" signal)
+		(32 "B.Adhes" user "B.Adhesive")
+		(33 "F.Adhes" user "F.Adhesive")
+		(34 "B.Paste" user)
+		(35 "F.Paste" user)
+		(36 "B.SilkS" user "B.Silkscreen")
+		(37 "F.SilkS" user "F.Silkscreen")
+		(38 "B.Mask" user)
+		(39 "F.Mask" user)
+		(40 "Dwgs.User" user "User.Drawings")
+		(41 "Cmts.User" user "User.Comments")
+		(42 "Eco1.User" user "User.Eco1")
+		(43 "Eco2.User" user "User.Eco2")
+		(44 "Edge.Cuts" user)
+		(45 "Margin" user)
+		(46 "B.CrtYd" user "B.Courtyard")
+		(47 "F.CrtYd" user "F.Courtyard")
+		(48 "B.Fab" user)
+		(49 "F.Fab" user)
+		(50 "User.1" user)
+		(51 "User.2" user)
+		(52 "User.3" user)
+		(53 "User.4" user)
+		(54 "User.5" user)
+		(55 "User.6" user)
+		(56 "User.7" user)
+		(57 "User.8" user)
+		(58 "User.9" user)
+	)
+	(setup
+		(stackup
+			(layer "F.SilkS"
+				(type "Top Silk Screen")
+			)
+			(layer "F.Paste"
+				(type "Top Solder Paste")
+			)
+			(layer "F.Mask"
+				(type "Top Solder Mask")
+				(color "Purple")
+				(thickness 0.0254)
+			)
+			(layer "F.Cu"
+				(type "copper")
+				(thickness 0.0711)
+			)
+			(layer "dielectric 1"
+				(type "core")
+				(thickness 0.762)
+				(material "FR4")
+				(epsilon_r 4.5)
+				(loss_tangent 0.02)
+			)
+			(layer "B.Cu"
+				(type "copper")
+				(thickness 0.0711)
+			)
+			(layer "B.Mask"
+				(type "Bottom Solder Mask")
+				(color "Purple")
+				(thickness 0.0254)
+			)
+			(layer "B.Paste"
+				(type "Bottom Solder Paste")
+			)
+			(layer "B.SilkS"
+				(type "Bottom Silk Screen")
+			)
+			(copper_finish "None")
+			(dielectric_constraints no)
+		)
+		(pad_to_mask_clearance 0)
+		(allow_soldermask_bridges_in_footprints no)
+		(aux_axis_origin 29.607107 130.550108)
+		(pcbplotparams
+			(layerselection 0x00010fc_ffffffff)
+			(plot_on_all_layers_selection 0x0000000_00000000)
+			(disableapertmacros no)
+			(usegerberextensions no)
+			(usegerberattributes no)
+			(usegerberadvancedattributes no)
+			(creategerberjobfile no)
+			(dashed_line_dash_ratio 12.000000)
+			(dashed_line_gap_ratio 3.000000)
+			(svgprecision 6)
+			(plotframeref no)
+			(viasonmask no)
+			(mode 1)
+			(useauxorigin no)
+			(hpglpennumber 1)
+			(hpglpenspeed 20)
+			(hpglpendiameter 15.000000)
+			(pdf_front_fp_property_popups yes)
+			(pdf_back_fp_property_popups yes)
+			(dxfpolygonmode yes)
+			(dxfimperialunits yes)
+			(dxfusepcbnewfont yes)
+			(psnegative no)
+			(psa4output no)
+			(plotreference yes)
+			(plotvalue no)
+			(plotfptext yes)
+			(plotinvisibletext no)
+			(sketchpadsonfab no)
+			(subtractmaskfromsilk yes)
+			(outputformat 1)
+			(mirror no)
+			(drillshape 0)
+			(scaleselection 1)
+			(outputdirectory "Gerbers/")
+		)
+	)
+	(net 0 "")
+	(net 1 "GND")
+	(net 2 "/XIN")
+	(net 3 "Net-(C2-Pad2)")
+	(net 4 "+3V3")
+	(net 5 "+1V1")
+	(net 6 "+5V")
+	(net 7 "/USB_DP")
+	(net 8 "/USB_DN")
+	(net 9 "/~{SLEEP}")
+	(net 10 "/BOARD_ID")
+	(net 11 "BOOTSEL")
+	(net 12 "/QSPI_SS")
+	(net 13 "/XOUT")
+	(net 14 "Net-(U2-USB_DP)")
+	(net 15 "/SWCLK")
+	(net 16 "/SWD")
+	(net 17 "/QSPI_SD1")
+	(net 18 "/QSPI_SD2")
+	(net 19 "/QSPI_SD0")
+	(net 20 "/QSPI_SCLK")
+	(net 21 "/QSPI_SD3")
+	(net 22 "/TX")
+	(net 23 "/RX")
+	(net 24 "/SDA")
+	(net 25 "/SCL")
+	(net 26 "Net-(U2-USB_DM)")
+	(net 27 "/D9")
+	(net 28 "/D10")
+	(net 29 "/D11")
+	(net 30 "/D12")
+	(net 31 "/D13")
+	(net 32 "/SCK")
+	(net 33 "/MOSI")
+	(net 34 "/MISO")
+	(net 35 "/A0")
+	(net 36 "/A1")
+	(net 37 "/A2")
+	(net 38 "/A3")
+	(net 39 "~{RESET}")
+	(net 40 "/NeopixelMatrix/STRIP1")
+	(net 41 "/D8")
+	(net 42 "/D7")
+	(net 43 "Net-(N1-DOUT)")
+	(net 44 "Net-(N2-DOUT)")
+	(net 45 "Net-(N3-DOUT)")
+	(net 46 "Net-(N4-DOUT)")
+	(net 47 "Net-(N5-DOUT)")
+	(net 48 "Net-(N6-DOUT)")
+	(net 49 "Net-(N7-DOUT)")
+	(net 50 "Net-(N8-DOUT)")
+	(net 51 "Net-(N10-DIN)")
+	(net 52 "Net-(N10-DOUT)")
+	(net 53 "Net-(N11-DOUT)")
+	(net 54 "Net-(N12-DOUT)")
+	(net 55 "Net-(N13-DOUT)")
+	(net 56 "Net-(N14-DOUT)")
+	(net 57 "Net-(N15-DOUT)")
+	(net 58 "Net-(N16-DOUT)")
+	(net 59 "Net-(N17-DOUT)")
+	(net 60 "Net-(N19-DOUT)")
+	(net 61 "Net-(N20-DOUT)")
+	(net 62 "Net-(N21-DOUT)")
+	(net 63 "Net-(N22-DOUT)")
+	(net 64 "Net-(N23-DOUT)")
+	(net 65 "Net-(N24-DOUT)")
+	(net 66 "Net-(N25-DOUT)")
+	(net 67 "Net-(N26-DOUT)")
+	(net 68 "Net-(N27-DOUT)")
+	(net 69 "Net-(N28-DOUT)")
+	(net 70 "Net-(N29-DOUT)")
+	(net 71 "Net-(N30-DOUT)")
+	(net 72 "Net-(N31-DOUT)")
+	(net 73 "Net-(N32-DOUT)")
+	(net 74 "Net-(N33-DOUT)")
+	(net 75 "Net-(N34-DOUT)")
+	(net 76 "Net-(N35-DOUT)")
+	(net 77 "/NeopixelMatrix/END-STRIP1")
+	(net 78 "Net-(N37-DOUT)")
+	(net 79 "Net-(N38-DOUT)")
+	(net 80 "Net-(N39-DOUT)")
+	(net 81 "Net-(N40-DOUT)")
+	(net 82 "Net-(N41-DOUT)")
+	(net 83 "Net-(N42-DOUT)")
+	(net 84 "Net-(N43-DOUT)")
+	(net 85 "Net-(N44-DOUT)")
+	(net 86 "Net-(N45-DOUT)")
+	(net 87 "Net-(N46-DOUT)")
+	(net 88 "Net-(N47-DOUT)")
+	(net 89 "Net-(N48-DOUT)")
+	(net 90 "Net-(N49-DOUT)")
+	(net 91 "Net-(N50-DOUT)")
+	(net 92 "Net-(N51-DOUT)")
+	(net 93 "Net-(N52-DOUT)")
+	(net 94 "Net-(N53-DOUT)")
+	(net 95 "/NeopixelMatrix/END-STRIP2")
+	(net 96 "Net-(N55-DOUT)")
+	(net 97 "Net-(N56-DOUT)")
+	(net 98 "Net-(N57-DOUT)")
+	(net 99 "Net-(N58-DOUT)")
+	(net 100 "Net-(N59-DOUT)")
+	(net 101 "Net-(N60-DOUT)")
+	(net 102 "Net-(N61-DOUT)")
+	(net 103 "Net-(N62-DOUT)")
+	(net 104 "Net-(N63-DOUT)")
+	(net 105 "Net-(N64-DOUT)")
+	(net 106 "Net-(N65-DOUT)")
+	(net 107 "Net-(N66-DOUT)")
+	(net 108 "Net-(N67-DOUT)")
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+	(net 110 "Net-(N69-DOUT)")
+	(net 111 "Net-(N70-DOUT)")
+	(net 112 "Net-(N71-DOUT)")
+	(net 113 "/NeopixelMatrix/END-STRIP3")
+	(net 114 "Net-(N73-DOUT)")
+	(net 115 "Net-(N74-DOUT)")
+	(net 116 "Net-(N75-DOUT)")
+	(net 117 "Net-(N76-DOUT)")
+	(net 118 "Net-(N77-DOUT)")
+	(net 119 "Net-(N79-DOUT)")
+	(net 120 "Net-(N80-DOUT)")
+	(net 121 "Net-(N81-DOUT)")
+	(net 122 "Net-(N82-DOUT)")
+	(net 123 "Net-(N83-DOUT)")
+	(net 124 "Net-(N93-DOUT)")
+	(net 125 "Net-(N94-DOUT)")
+	(net 126 "Net-(N182-DOUT)")
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+	(net 128 "Net-(N183-DOUT)")
+	(net 129 "Net-(N100-DIN)")
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+	(net 132 "/NeopixelMatrix/END-STRIP4")
+	(net 133 "Net-(N96-DOUT)")
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+	(net 187 "Net-(N163-DOUT)")
+	(net 188 "Net-(N164-DOUT)")
+	(net 189 "Net-(N165-DOUT)")
+	(net 190 "Net-(N166-DOUT)")
+	(net 191 "Net-(N167-DOUT)")
+	(net 192 "Net-(N168-DOUT)")
+	(net 193 "Net-(N169-DOUT)")
+	(net 194 "Net-(N170-DOUT)")
+	(net 195 "Net-(N171-DOUT)")
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+	(net 197 "Net-(N173-DOUT)")
+	(net 198 "Net-(N174-DOUT)")
+	(net 199 "Net-(N175-DOUT)")
+	(net 200 "Net-(N176-DOUT)")
+	(net 201 "Net-(N177-DOUT)")
+	(net 202 "Net-(N178-DOUT)")
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+	(net 204 "/NeopixelMatrix/END-STRIP5")
+	(net 205 "Net-(N181-DOUT)")
+	(net 206 "Net-(N185-DOUT)")
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+	(net 218 "/NeopixelMatrix/END-STRIP6")
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+	(net 247 "/NeopixelMatrix/END-STRIP7")
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+	(net 250 "Net-(N238-DOUT)")
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+	(net 255 "Net-(N244-DOUT)")
+	(net 256 "Net-(N245-DOUT)")
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+	(net 275 "Net-(N267-DOUT)")
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+	(net 278 "/NeopixelMatrix/END-STRIP8")
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+	(net 293 "Net-(N192-DOUT)")
+	(net 294 "unconnected-(U2-GPIO24-Pad36)")
+	(net 295 "unconnected-(U2-GPIO25-Pad37)")
+	(net 296 "/NeopixelMatrix/END-STRIP19")
+	(net 297 "/NeopixelMatrix/END-STRIP10")
+	(net 298 "/NeopixelMatrix/END-STRIP11")
+	(net 299 "Net-(N250-DOUT)")
+	(net 300 "Net-(N251-DOUT)")
+	(net 301 "/NeopixelMatrix/END-STRIP12")
+	(net 302 "/NeopixelMatrix/END-STRIP13")
+	(net 303 "Net-(N276-DOUT)")
+	(net 304 "/NeopixelMatrix/END-STRIP14")
+	(net 305 "/NeopixelMatrix/STRIP5")
+	(net 306 "/NeopixelMatrix/STRIP7")
+	(net 307 "/NeopixelMatrix/STRIP9")
+	(net 308 "/NeopixelMatrix/STRIP11")
+	(net 309 "/NeopixelMatrix/STRIP13")
+	(net 310 "/NeopixelMatrix/STRIP15")
+	(net 311 "/D15")
+	(net 312 "/D14")
+	(net 313 "Net-(N78-DOUT)")
+	(net 314 "Net-(N85-DOUT)")
+	(net 315 "Net-(N86-DOUT)")
+	(net 316 "Net-(N87-DOUT)")
+	(net 317 "Net-(N88-DOUT)")
+	(net 318 "Net-(N89-DOUT)")
+	(net 319 "Net-(N91-DOUT)")
+	(net 320 "Net-(N92-DOUT)")
+	(net 321 "/NeopixelMatrix/END-STRIP15")
+	(net 322 "Net-(N116-DOUT)")
+	(net 323 "Net-(N120-DOUT)")
+	(net 324 "Net-(N124-DOUT)")
+	(net 325 "Net-(N128-DOUT)")
+	(net 326 "Net-(N132-DOUT)")
+	(net 327 "Net-(N136-DOUT)")
+	(net 328 "Net-(N140-DOUT)")
+	(net 329 "Net-(N148-DOUT)")
+	(net 330 "Net-(N208-DOUT)")
+	(net 331 "Net-(N212-DOUT)")
+	(net 332 "Net-(N220-DOUT)")
+	(net 333 "Net-(N224-DOUT)")
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+	(net 335 "Net-(N232-DOUT)")
+	(net 336 "Net-(N236-DOUT)")
+	(net 337 "Net-(N240-DOUT)")
+	(net 338 "Net-(N274-DOUT)")
+	(net 339 "Net-(N275-DOUT)")
+	(net 340 "/NeopixelMatrix/STRIP3")
+	(net 341 "/NeopixelMatrix/END-STRIP16")
+	(net 342 "Net-(F1-Pad2)")
+	(net 343 "Net-(F2-Pad1)")
+	(net 344 "Net-(U3-1Y)")
+	(net 345 "Net-(U3-2Y)")
+	(net 346 "Net-(U3-3Y)")
+	(net 347 "Net-(U3-4Y)")
+	(net 348 "Net-(U4-1Y)")
+	(net 349 "Net-(U4-2Y)")
+	(net 350 "Net-(U4-3Y)")
+	(net 351 "Net-(U4-4Y)")
+	(net 352 "/~{DEBUG}")
+	(net 353 "unconnected-(U2-GPIO16-Pad27)")
+	(net 354 "/~{OE1}")
+	(net 355 "unconnected-(U2-GPIO21-Pad32)")
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+			(net 9 "/~{SLEEP}")
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+			(net 352 "/~{DEBUG}")
+			(pinfunction "GPIO5")
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+			(uuid "a3c0cceb-e340-40d0-9523-1130121a97af")
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+			(net 358 "unconnected-(U2-GPIO6-Pad8)")
+			(pinfunction "GPIO6")
+			(pintype "bidirectional")
+			(uuid "e486d260-031f-4c43-8452-c73ba848c7e4")
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+			(net 42 "/D7")
+			(pinfunction "GPIO7")
+			(pintype "bidirectional")
+			(uuid "afcd05eb-232f-4ff1-9ec0-824b2c4b638d")
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+			(net 41 "/D8")
+			(pinfunction "GPIO8")
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+			(uuid "b007a875-b9b8-485c-af7f-ae9478097d65")
+		)
+		(pad "12" smd roundrect
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+			(layers "B.Cu" "B.Paste" "B.Mask")
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+			(net 27 "/D9")
+			(pinfunction "GPIO9")
+			(pintype "bidirectional")
+			(uuid "37800f21-b80e-4908-8a64-bf0d3a52bcdd")
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+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 28 "/D10")
+			(pinfunction "GPIO10")
+			(pintype "bidirectional")
+			(uuid "657684f6-9133-44ff-ba4d-a05c756782ec")
+		)
+		(pad "14" smd roundrect
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+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 29 "/D11")
+			(pinfunction "GPIO11")
+			(pintype "bidirectional")
+			(uuid "4c7a9b61-d534-49e7-9b00-2e7e4e69673c")
+		)
+		(pad "15" smd roundrect
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+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 30 "/D12")
+			(pinfunction "GPIO12")
+			(pintype "bidirectional")
+			(uuid "28ec26cf-f41e-49b8-85b8-92a500627631")
+		)
+		(pad "16" smd roundrect
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+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 31 "/D13")
+			(pinfunction "GPIO13")
+			(pintype "bidirectional")
+			(uuid "c4ed6aca-b3e1-4132-aa52-acad49171978")
+		)
+		(pad "17" smd roundrect
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+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 312 "/D14")
+			(pinfunction "GPIO14")
+			(pintype "bidirectional")
+			(uuid "214a737b-e134-47c5-85dc-f13635148284")
+		)
+		(pad "18" smd roundrect
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+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 311 "/D15")
+			(pinfunction "GPIO15")
+			(pintype "bidirectional")
+			(uuid "7dbfe95a-37ef-4089-a67e-9daea004e632")
+		)
+		(pad "19" smd roundrect
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+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 1 "GND")
+			(pinfunction "TESTEN")
+			(pintype "input")
+			(uuid "af8fc811-dd5c-404d-a48e-a68c6486316b")
+		)
+		(pad "20" smd roundrect
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+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 2 "/XIN")
+			(pinfunction "XIN")
+			(pintype "input")
+			(uuid "48fdaf73-f598-4ba2-9297-79091e26cc2a")
+		)
+		(pad "21" smd roundrect
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+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 13 "/XOUT")
+			(pinfunction "XOUT")
+			(pintype "passive")
+			(uuid "262c9048-b372-48c3-af90-38badfeba152")
+		)
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+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 4 "+3V3")
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+			(pintype "passive")
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+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 5 "+1V1")
+			(pinfunction "DVDD")
+			(pintype "power_in")
+			(uuid "aa802265-d727-452f-b18e-fd40aa933938")
+		)
+		(pad "24" smd roundrect
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+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 15 "/SWCLK")
+			(pinfunction "SWCLK")
+			(pintype "input")
+			(uuid "d3feefcb-2ced-4df4-8903-4cc9838e9e05")
+		)
+		(pad "25" smd roundrect
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+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 16 "/SWD")
+			(pinfunction "SWD")
+			(pintype "bidirectional")
+			(uuid "21b2829c-812d-4abd-8cee-9c1c96ce0cc7")
+		)
+		(pad "26" smd roundrect
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+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 39 "~{RESET}")
+			(pinfunction "RUN")
+			(pintype "input")
+			(uuid "dc11a7bf-69c7-49d0-8e77-3b8445b3c2e8")
+		)
+		(pad "27" smd roundrect
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+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 353 "unconnected-(U2-GPIO16-Pad27)")
+			(pinfunction "GPIO16")
+			(pintype "bidirectional+no_connect")
+			(uuid "c5d1add0-3798-47bc-9194-a8805e5e50d4")
+		)
+		(pad "28" smd roundrect
+			(at 2.6 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 354 "/~{OE1}")
+			(pinfunction "GPIO17")
+			(pintype "bidirectional")
+			(uuid "988ca493-21f6-431c-b224-49d59f02e750")
+		)
+		(pad "29" smd roundrect
+			(at 3.4375 -2.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 32 "/SCK")
+			(pinfunction "GPIO18")
+			(pintype "bidirectional")
+			(uuid "fde10359-86a7-4234-a63e-0e8153d6edef")
+		)
+		(pad "30" smd roundrect
+			(at 3.4375 -2.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 33 "/MOSI")
+			(pinfunction "GPIO19")
+			(pintype "bidirectional")
+			(uuid "23a6270e-3e10-4d98-a01c-812c13b91a5a")
+		)
+		(pad "31" smd roundrect
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+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 34 "/MISO")
+			(pinfunction "GPIO20")
+			(pintype "bidirectional")
+			(uuid "7d488ff4-ee60-42a8-9a8b-3875c6b8b6e7")
+		)
+		(pad "32" smd roundrect
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+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 355 "unconnected-(U2-GPIO21-Pad32)")
+			(pinfunction "GPIO21")
+			(pintype "bidirectional+no_connect")
+			(uuid "92b42337-9eb1-4d5b-98de-adc79c7e6f33")
+		)
+		(pad "33" smd roundrect
+			(at 3.4375 -1 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 4 "+3V3")
+			(pinfunction "IOVDD")
+			(pintype "passive")
+			(uuid "a6a6fc0d-567d-4861-aabe-87108fcd8115")
+		)
+		(pad "34" smd roundrect
+			(at 3.4375 -0.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 356 "unconnected-(U2-GPIO22-Pad34)")
+			(pinfunction "GPIO22")
+			(pintype "bidirectional+no_connect")
+			(uuid "e3eaf75e-39e3-4475-9f34-990b90b13c33")
+		)
+		(pad "35" smd roundrect
+			(at 3.4375 -0.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 357 "unconnected-(U2-GPIO23-Pad35)")
+			(pinfunction "GPIO23")
+			(pintype "bidirectional+no_connect")
+			(uuid "755e1f6b-e4d8-4b79-853c-6eb42e3cee7e")
+		)
+		(pad "36" smd roundrect
+			(at 3.4375 0.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 294 "unconnected-(U2-GPIO24-Pad36)")
+			(pinfunction "GPIO24")
+			(pintype "bidirectional+no_connect")
+			(uuid "97794e73-71ad-4dc6-980f-dd2dccb9436b")
+		)
+		(pad "37" smd roundrect
+			(at 3.4375 0.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 295 "unconnected-(U2-GPIO25-Pad37)")
+			(pinfunction "GPIO25")
+			(pintype "bidirectional+no_connect")
+			(uuid "365133ad-2e1c-4253-80ff-3ce77734e6fb")
+		)
+		(pad "38" smd roundrect
+			(at 3.4375 1 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 35 "/A0")
+			(pinfunction "GPIO26_ADC0")
+			(pintype "bidirectional")
+			(uuid "a6641e7c-38d1-4986-94b9-22eb26f29da7")
+		)
+		(pad "39" smd roundrect
+			(at 3.4375 1.4 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 36 "/A1")
+			(pinfunction "GPIO27_ADC1")
+			(pintype "bidirectional")
+			(uuid "5272db22-7ee3-4d4c-82f2-c6d876325c70")
+		)
+		(pad "40" smd roundrect
+			(at 3.4375 1.8 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 37 "/A2")
+			(pinfunction "GPIO28_ADC2")
+			(pintype "bidirectional")
+			(uuid "5c1d8009-afd1-4786-83fe-1c2fc3f6d63e")
+		)
+		(pad "41" smd roundrect
+			(at 3.4375 2.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 38 "/A3")
+			(pinfunction "GPIO29_ADC3")
+			(pintype "bidirectional")
+			(uuid "ab6d9d67-e5f8-4b5c-b2ae-af9ad6f366f5")
+		)
+		(pad "42" smd roundrect
+			(at 3.4375 2.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 4 "+3V3")
+			(pinfunction "IOVDD")
+			(pintype "passive")
+			(uuid "be2afd22-7411-4108-b225-39f9583df6a2")
+		)
+		(pad "43" smd roundrect
+			(at 2.6 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 4 "+3V3")
+			(pinfunction "ADC_AVDD")
+			(pintype "power_in")
+			(uuid "7eac8e3d-881f-40ae-a85a-11182cff62d5")
+		)
+		(pad "44" smd roundrect
+			(at 2.2 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 4 "+3V3")
+			(pinfunction "VREG_IN")
+			(pintype "power_in")
+			(uuid "b2321f2d-1adf-43b1-98ee-27a4481bc260")
+		)
+		(pad "45" smd roundrect
+			(at 1.8 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 5 "+1V1")
+			(pinfunction "VREG_VOUT")
+			(pintype "power_out")
+			(uuid "5a928306-38f8-4f74-a85c-d600ab332387")
+		)
+		(pad "46" smd roundrect
+			(at 1.4 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 26 "Net-(U2-USB_DM)")
+			(pinfunction "USB_DM")
+			(pintype "bidirectional")
+			(uuid "83522a7a-7dbc-4052-bb6e-48b3d1ebfdb5")
+		)
+		(pad "47" smd roundrect
+			(at 1 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 14 "Net-(U2-USB_DP)")
+			(pinfunction "USB_DP")
+			(pintype "bidirectional")
+			(uuid "4cc52fd3-c731-425a-817a-30c7b33c0f7e")
+		)
+		(pad "48" smd roundrect
+			(at 0.6 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 4 "+3V3")
+			(pinfunction "USB_VDD")
+			(pintype "power_in")
+			(uuid "ea6cb778-3fb8-42b3-b747-02f547b4dfa5")
+		)
+		(pad "49" smd roundrect
+			(at 0.2 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 4 "+3V3")
+			(pinfunction "IOVDD")
+			(pintype "passive")
+			(uuid "1a64fd1c-f966-4b75-95df-3ab6801b8963")
+		)
+		(pad "50" smd roundrect
+			(at -0.2 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 5 "+1V1")
+			(pinfunction "DVDD")
+			(pintype "passive")
+			(uuid "5dcb1003-9e98-4e24-81f9-37eb7aa53cdd")
+		)
+		(pad "51" smd roundrect
+			(at -0.6 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 21 "/QSPI_SD3")
+			(pinfunction "QSPI_SD3")
+			(pintype "bidirectional")
+			(uuid "18b2c266-8b78-4e73-893c-1768fcfc7e58")
+		)
+		(pad "52" smd roundrect
+			(at -1 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 20 "/QSPI_SCLK")
+			(pinfunction "QSPI_SCLK")
+			(pintype "output")
+			(uuid "fa2137c0-8b44-4658-9065-4a73e0d0ba7e")
+		)
+		(pad "53" smd roundrect
+			(at -1.4 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 19 "/QSPI_SD0")
+			(pinfunction "QSPI_SD0")
+			(pintype "bidirectional")
+			(uuid "b5bcde3f-ee4c-4b0b-a9dd-b619cf1552cd")
+		)
+		(pad "54" smd roundrect
+			(at -1.8 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 18 "/QSPI_SD2")
+			(pinfunction "QSPI_SD2")
+			(pintype "bidirectional")
+			(uuid "a99fa16b-224c-4e72-b6dd-d742003f9c5d")
+		)
+		(pad "55" smd roundrect
+			(at -2.2 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 17 "/QSPI_SD1")
+			(pinfunction "QSPI_SD1")
+			(pintype "bidirectional")
+			(uuid "4da96e23-00ad-4c5e-aa01-46ee0d3383d9")
+		)
+		(pad "56" smd roundrect
+			(at -2.6 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 12 "/QSPI_SS")
+			(pinfunction "QSPI_SS")
+			(pintype "bidirectional")
+			(uuid "90451f43-e9c1-404b-8381-4b6383acad54")
+		)
+		(pad "57" smd rect
+			(at 0 0 90)
+			(size 3.2 3.2)
+			(layers "B.Cu" "B.Mask")
+			(net 1 "GND")
+			(pinfunction "GND")
+			(pintype "power_in")
+			(uuid "a17b64be-f3f7-4ffc-9779-e038958a5e58")
+		)
+		(model "${KICAD6_3DMODEL_DIR}/Package_DFN_QFN.3dshapes/QFN-56-1EP_7x7mm_P0.4mm_EP3.2x3.2mm.wrl"
+			(offset
+				(xyz 0 0 0)
+			)
+			(scale
+				(xyz 1 1 1)
+			)
+			(rotate
+				(xyz 0 0 0)
+			)
+		)
+	)
+	(footprint "Resistor_SMD:R_0402_1005Metric"
+		(layer "B.Cu")
+		(uuid "2af81778-7ddf-437c-93ce-40dcc73e5e23")
+		(at 34.557107 109.370108 180)
+		(descr "Resistor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
+		(tags "resistor")
+		(property "Reference" "R12"
+			(at -2.267893 -0.129892 0)
+			(layer "B.SilkS")
+			(hide yes)
+			(uuid "c35dda3e-514f-4bc8-8069-86b23e009a90")
+			(effects
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+			)
+		)
+		(property "Value" "470"
+			(at 0 -1.17 0)
+			(layer "B.Fab")
+			(uuid "7bfcb240-d17b-48d3-bc4c-0de24d8e1ef0")
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+		)
+		(property "Footprint" "Resistor_SMD:R_0402_1005Metric"
+			(at 0 0 180)
+			(unlocked yes)
+			(layer "F.Fab")
+			(hide yes)
+			(uuid "c8c4944c-da7a-41fe-86c9-7f4086249f15")
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+		(property "Datasheet" ""
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+		(property "Description" ""
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+		(property "LCSC Part #" "C25117"
+			(at 0 0 180)
+			(unlocked yes)
+			(layer "B.Fab")
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+			(uuid "fd96905c-7031-4736-96bb-a01150e033db")
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+		)
+		(property ki_fp_filters "R_*")
+		(path "/191e350c-16db-46e3-a230-6499360f1f3a")
+		(sheetname "Root")
+		(sheetfile "MicrocontrollerInputModule.kicad_sch")
+		(attr smd)
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+		(fp_text user "${REFERENCE}"
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+			(at -0.51 0 180)
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+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 347 "Net-(U3-4Y)")
+			(pintype "passive")
+			(uuid "d2ee7d21-1d6e-4f63-9491-b3ca741eb858")
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+		(pad "2" smd roundrect
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+			(layers "B.Cu" "B.Paste" "B.Mask")
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+			(net 306 "/NeopixelMatrix/STRIP7")
+			(pintype "passive")
+			(uuid "01d08e76-ac11-4d15-b53a-e405114763e8")
+		)
+		(model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0402_1005Metric.wrl"
+			(offset
+				(xyz 0 0 0)
+			)
+			(scale
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+			)
+			(rotate
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+		)
+	)
+	(footprint "Resistor_SMD:R_0402_1005Metric"
+		(layer "B.Cu")
+		(uuid "2b9c24b0-b464-4a73-8538-2c27f2092dac")
+		(at 40.84 122.1 180)
+		(descr "Resistor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
+		(tags "resistor")
+		(property "Reference" "R7"
+			(at 0.04 -1.1 0)
+			(layer "B.SilkS")
+			(hide yes)
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+				)
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+		(property "Footprint" "Resistor_SMD:R_0402_1005Metric"
+			(at 0 0 180)
+			(unlocked yes)
+			(layer "F.Fab")
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+)
\ No newline at end of file
diff --git a/MicrocontrollerInputModule.kicad_prl b/MicrocontrollerInputModule.kicad_prl
index 21af056..ea0651f 100644
--- a/MicrocontrollerInputModule.kicad_prl
+++ b/MicrocontrollerInputModule.kicad_prl
@@ -63,9 +63,15 @@
       39,
       40
     ],
-    "visible_layers": "800ffff_ffffffff",
+    "visible_layers": "fffffff_ffffffff",
     "zone_display_mode": 0
   },
+  "git": {
+    "repo_password": "",
+    "repo_type": "",
+    "repo_username": "",
+    "ssh_key": ""
+  },
   "meta": {
     "filename": "MicrocontrollerInputModule.kicad_prl",
     "version": 3
diff --git a/MicrocontrollerInputModule.kicad_pro b/MicrocontrollerInputModule.kicad_pro
index 88b63f0..e76332d 100644
--- a/MicrocontrollerInputModule.kicad_pro
+++ b/MicrocontrollerInputModule.kicad_pro
@@ -80,14 +80,17 @@
     ],
     "design_settings": {
       "defaults": {
-        "board_outline_line_width": 0.09999999999999999,
-        "copper_line_width": 0.19999999999999998,
+        "apply_defaults_to_fp_fields": false,
+        "apply_defaults_to_fp_shapes": false,
+        "apply_defaults_to_fp_text": false,
+        "board_outline_line_width": 0.1,
+        "copper_line_width": 0.2,
         "copper_text_italic": false,
         "copper_text_size_h": 1.5,
         "copper_text_size_v": 1.5,
         "copper_text_thickness": 0.3,
         "copper_text_upright": false,
-        "courtyard_line_width": 0.049999999999999996,
+        "courtyard_line_width": 0.05,
         "dimension_precision": 4,
         "dimension_units": 3,
         "dimensions": {
@@ -98,7 +101,7 @@
           "text_position": 0,
           "units_format": 1
         },
-        "fab_line_width": 0.09999999999999999,
+        "fab_line_width": 0.1,
         "fab_text_italic": false,
         "fab_text_size_h": 1.0,
         "fab_text_size_v": 1.0,
@@ -112,8 +115,8 @@
         "other_text_upright": false,
         "pads": {
           "drill": 0.0,
-          "height": 0.95,
-          "width": 0.9
+          "height": 2.0,
+          "width": 2.0
         },
         "silk_line_width": 0.15,
         "silk_text_italic": false,
@@ -155,6 +158,7 @@
         "duplicate_footprints": "warning",
         "extra_footprint": "warning",
         "footprint": "error",
+        "footprint_symbol_mismatch": "warning",
         "footprint_type_mismatch": "error",
         "hole_clearance": "error",
         "hole_near_hole": "error",
@@ -196,20 +200,20 @@
         "allow_blind_buried_vias": false,
         "allow_microvias": false,
         "max_error": 0.005,
-        "min_clearance": 0.15239999999999998,
+        "min_clearance": 0.1524,
         "min_connection": 0.0,
         "min_copper_edge_clearance": 0.0,
-        "min_hole_clearance": 0.15239999999999998,
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         "min_hole_to_hole": 0.127,
-        "min_microvia_diameter": 0.19999999999999998,
-        "min_microvia_drill": 0.09999999999999999,
+        "min_microvia_diameter": 0.2,
+        "min_microvia_drill": 0.1,
         "min_resolved_spokes": 1,
         "min_silk_clearance": 0.0,
-        "min_text_height": 0.7999999999999999,
+        "min_text_height": 0.8,
         "min_text_thickness": 0.08,
         "min_through_hole_diameter": 0.3,
-        "min_track_width": 0.15239999999999998,
-        "min_via_annular_width": 0.09999999999999999,
+        "min_track_width": 0.1524,
+        "min_via_annular_width": 0.1,
         "min_via_diameter": 0.5,
         "solder_mask_clearance": 0.0,
         "solder_mask_min_width": 0.0,
@@ -218,9 +222,6 @@
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-          "td_curve_segcount": 5,
-          "td_on_pad_in_zone": false,
           "td_onpadsmd": true,
           "td_onroundshapesonly": false,
           "td_ontrackend": false,
@@ -229,29 +230,35 @@
       ],
       "teardrop_parameters": [
         {
+          "td_allow_use_two_tracks": true,
           "td_curve_segcount": 0,
           "td_height_ratio": 1.0,
           "td_length_ratio": 0.5,
           "td_maxheight": 2.0,
           "td_maxlen": 1.0,
+          "td_on_pad_in_zone": false,
           "td_target_name": "td_round_shape",
           "td_width_to_size_filter_ratio": 0.9
         },
         {
+          "td_allow_use_two_tracks": true,
           "td_curve_segcount": 0,
           "td_height_ratio": 1.0,
           "td_length_ratio": 0.5,
           "td_maxheight": 2.0,
           "td_maxlen": 1.0,
+          "td_on_pad_in_zone": false,
           "td_target_name": "td_rect_shape",
           "td_width_to_size_filter_ratio": 0.9
         },
         {
+          "td_allow_use_two_tracks": true,
           "td_curve_segcount": 0,
           "td_height_ratio": 1.0,
           "td_length_ratio": 0.5,
           "td_maxheight": 2.0,
           "td_maxlen": 1.0,
+          "td_on_pad_in_zone": false,
           "td_target_name": "td_track_end",
           "td_width_to_size_filter_ratio": 0.9
         }
@@ -261,6 +268,32 @@
         0.1524,
         0.3048
       ],
+      "tuning_pattern_settings": {
+        "diff_pair_defaults": {
+          "corner_radius_percentage": 80,
+          "corner_style": 1,
+          "max_amplitude": 1.0,
+          "min_amplitude": 0.2,
+          "single_sided": false,
+          "spacing": 1.0
+        },
+        "diff_pair_skew_defaults": {
+          "corner_radius_percentage": 80,
+          "corner_style": 1,
+          "max_amplitude": 1.0,
+          "min_amplitude": 0.2,
+          "single_sided": false,
+          "spacing": 0.6
+        },
+        "single_track_defaults": {
+          "corner_radius_percentage": 80,
+          "corner_style": 1,
+          "max_amplitude": 1.0,
+          "min_amplitude": 0.2,
+          "single_sided": false,
+          "spacing": 0.6
+        }
+      },
       "via_dimensions": [
         {
           "diameter": 0.0,
@@ -274,6 +307,13 @@
       "zones_allow_external_fillets": false,
       "zones_use_no_outline": true
     },
+    "ipc2581": {
+      "dist": "",
+      "distpn": "",
+      "internal_id": "",
+      "mfg": "",
+      "mpn": ""
+    },
     "layer_presets": [],
     "viewports": []
   },
@@ -558,14 +598,153 @@
       "gencad": "",
       "idf": "",
       "netlist": "",
+      "plot": "",
+      "pos_files": "",
       "specctra_dsn": "../../../../Desktop/MicrocontrollerInputModule2.dsn",
       "step": "",
+      "svg": "",
       "vrml": ""
     },
     "page_layout_descr_file": ""
   },
   "schematic": {
     "annotate_start_num": 0,
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+    "bom_fmt_settings": {
+      "field_delimiter": ",",
+      "keep_line_breaks": false,
+      "keep_tabs": false,
+      "name": "CSV",
+      "ref_delimiter": ",",
+      "ref_range_delimiter": "",
+      "string_delimiter": "\""
+    },
+    "bom_presets": [],
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+      "fields_ordered": [
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+          "label": "Reference",
+          "name": "Reference",
+          "show": true
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+          "label": "Value",
+          "name": "Value",
+          "show": true
+        },
+        {
+          "group_by": false,
+          "label": "Datasheet",
+          "name": "Datasheet",
+          "show": true
+        },
+        {
+          "group_by": false,
+          "label": "Footprint",
+          "name": "Footprint",
+          "show": true
+        },
+        {
+          "group_by": false,
+          "label": "Qty",
+          "name": "${QUANTITY}",
+          "show": true
+        },
+        {
+          "group_by": true,
+          "label": "DNP",
+          "name": "${DNP}",
+          "show": true
+        },
+        {
+          "group_by": false,
+          "label": "#",
+          "name": "${ITEM_NUMBER}",
+          "show": false
+        },
+        {
+          "group_by": false,
+          "label": "Availability",
+          "name": "Availability",
+          "show": false
+        },
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+          "label": "Check_prices",
+          "name": "Check_prices",
+          "show": false
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+          "label": "LCSC Part #",
+          "name": "LCSC Part #",
+          "show": true
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+          "group_by": false,
+          "label": "MANUFACTURER",
+          "name": "MANUFACTURER",
+          "show": false
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+          "name": "MF",
+          "show": false
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+          "group_by": false,
+          "label": "MP",
+          "name": "MP",
+          "show": false
+        },
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+          "group_by": false,
+          "label": "Manufacturer",
+          "name": "Manufacturer",
+          "show": false
+        },
+        {
+          "group_by": false,
+          "label": "Package",
+          "name": "Package",
+          "show": false
+        },
+        {
+          "group_by": false,
+          "label": "Price",
+          "name": "Price",
+          "show": false
+        },
+        {
+          "group_by": false,
+          "label": "Purchase-URL",
+          "name": "Purchase-URL",
+          "show": false
+        },
+        {
+          "group_by": false,
+          "label": "SnapEDA_Link",
+          "name": "SnapEDA_Link",
+          "show": false
+        },
+        {
+          "group_by": false,
+          "label": "Description",
+          "name": "Description",
+          "show": false
+        }
+      ],
+      "filter_string": "",
+      "group_symbols": true,
+      "name": "",
+      "sort_asc": true,
+      "sort_field": "Reference"
+    },
+    "connection_grid_size": 50.0,
     "drawing": {
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       "dashed_lines_gap_length_ratio": 3.0,
@@ -579,6 +758,11 @@
       "intersheets_ref_suffix": "",
       "junction_size_choice": 3,
       "label_size_ratio": 0.375,
+      "operating_point_overlay_i_precision": 3,
+      "operating_point_overlay_i_range": "~A",
+      "operating_point_overlay_v_precision": 3,
+      "operating_point_overlay_v_range": "~V",
+      "overbar_offset_ratio": 1.23,
       "pin_symbol_size": 25.0,
       "text_offset_ratio": 0.15
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@@ -604,6 +788,7 @@
     "spice_external_command": "spice \"%I\"",
     "spice_model_current_sheet_as_root": true,
     "spice_save_all_currents": false,
+    "spice_save_all_dissipations": false,
     "spice_save_all_voltages": false,
     "subpart_first_id": 65,
     "subpart_id_separator": 0
@@ -611,7 +796,7 @@
   "sheets": [
     [
       "e1225fe3-1add-4bf0-8592-1d94311392e6",
-      ""
+      "Root"
     ],
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       "05efd90f-5a1d-4a53-9a04-cf2c15855e68",
diff --git a/MicrocontrollerInputModule.kicad_sch b/MicrocontrollerInputModule.kicad_sch
index 2e6d073..71a05bb 100644
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+++ b/MicrocontrollerInputModule.kicad_sch
@@ -1,5276 +1,14656 @@
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diff --git a/MicrocontrollerInputModule.ods b/MicrocontrollerInputModule.ods
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diff --git a/NeopixelMatrix.kicad_sch b/NeopixelMatrix.kicad_sch
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+		)
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+			(project "MicrocontrollerInputModule"
+				(path "/e1225fe3-1add-4bf0-8592-1d94311392e6/05efd90f-5a1d-4a53-9a04-cf2c15855e68"
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diff --git a/RGB-Panel/BOM/ibom.html b/RGB-Panel/BOM/ibom.html
new file mode 100644
index 0000000..a5cf8f5
--- /dev/null
+++ b/RGB-Panel/BOM/ibom.html
@@ -0,0 +1,4669 @@
+<!DOCTYPE html>
+<html lang="en">
+
+<head>
+  <meta charset="UTF-8">
+  <meta name="viewport" content="width=device-width, initial-scale=1.0">
+  <title>Interactive BOM for KiCAD</title>
+  <style type="text/css">
+:root {
+  --pcb-edge-color: black;
+  --pad-color: #878787;
+  --pad-hole-color: #CCCCCC;
+  --pad-color-highlight: #D04040;
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+  --pad-color-highlight-marked: #44a344;
+  --pin1-outline-color: #ffb629;
+  --pin1-outline-color-highlight: #ffb629;
+  --pin1-outline-color-highlight-both: #fcbb39;
+  --pin1-outline-color-highlight-marked: #fdbe41;
+  --silkscreen-edge-color: #aa4;
+  --silkscreen-polygon-color: #4aa;
+  --silkscreen-text-color: #4aa;
+  --fabrication-edge-color: #907651;
+  --fabrication-polygon-color: #907651;
+  --fabrication-text-color: #a27c24;
+  --track-color: #def5f1;
+  --track-color-highlight: #D04040;
+  --zone-color: #def5f1;
+  --zone-color-highlight: #d0404080;
+}
+
+html,
+body {
+  margin: 0px;
+  height: 100%;
+  font-family: Verdana, sans-serif;
+}
+
+.dark.topmostdiv {
+  --pcb-edge-color: #eee;
+  --pad-color: #808080;
+  --pin1-outline-color: #ffa800;
+  --pin1-outline-color-highlight: #ccff00;
+  --track-color: #42524f;
+  --zone-color: #42524f;
+  background-color: #252c30;
+  color: #eee;
+}
+
+button {
+  background-color: #eee;
+  border: 1px solid #888;
+  color: black;
+  height: 44px;
+  width: 44px;
+  text-align: center;
+  text-decoration: none;
+  display: inline-block;
+  font-size: 14px;
+  font-weight: bolder;
+}
+
+.dark button {
+  /* This will be inverted */
+  background-color: #c3b7b5;
+}
+
+button.depressed {
+  background-color: #0a0;
+  color: white;
+}
+
+.dark button.depressed {
+  /* This will be inverted */
+  background-color: #b3b;
+}
+
+button:focus {
+  outline: 0;
+}
+
+button#tb-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.32 290.12h5.82M1.32 291.45h5.82' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 292.5v4.23M.26 292.63H8.2' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='1.35' y='295.73'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
+}
+
+button#lr-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.06 290.12H3.7m-2.64 1.33H3.7m-2.64 1.32H3.7m-2.64 1.3H3.7m-2.64 1.33H3.7' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 288.8v7.94m0-4.11h3.96' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='5.11' y='291.96'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
+}
+
+button#bom-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)' fill='none' stroke='%23000' stroke-width='.4'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' stroke-linejoin='round'/%3E%3Cpath d='M1.59 290.12h5.29M1.59 291.45h5.33M1.59 292.75h5.33M1.59 294.09h5.33M1.59 295.41h5.33'/%3E%3C/g%3E%3C/svg%3E");
+}
+
+button#bom-grouped-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m4 0h5m4 0h3M6.1 22h3m3.9 0h5m4 0h4m-16-8h4m4 0h4'/%3E%3Cpath stroke-linecap='null' d='M5 17.5h22M5 26.6h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
+}
+
+button#bom-ungrouped-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m-4 8h3m-3 8h4'/%3E%3Cpath stroke-linecap='null' d='M5 13.5h22m-22 8h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
+}
+
+button#bom-netlist-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg fill='none' stroke='%23000' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-width='2' d='M6 26l6-6v-8m13.8-6.3l-6 6v8'/%3E%3Ccircle cx='11.8' cy='9.5' r='2.8' stroke-width='2'/%3E%3Ccircle cx='19.8' cy='22.8' r='2.8' stroke-width='2'/%3E%3C/g%3E%3C/svg%3E");
+}
+
+button#copy {
+  background-image: url("data:image/svg+xml,%3Csvg height='48' viewBox='0 0 48 48' width='48' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 0h48v48h-48z' fill='none'/%3E%3Cpath d='M32 2h-24c-2.21 0-4 1.79-4 4v28h4v-28h24v-4zm6 8h-22c-2.21 0-4 1.79-4 4v28c0 2.21 1.79 4 4 4h22c2.21 0 4-1.79 4-4v-28c0-2.21-1.79-4-4-4zm0 32h-22v-28h22v28z'/%3E%3C/svg%3E");
+  background-position: 6px 6px;
+  background-repeat: no-repeat;
+  background-size: 26px 26px;
+  border-radius: 6px;
+  height: 40px;
+  width: 40px;
+  margin: 10px 5px;
+}
+
+button#copy:active {
+  box-shadow: inset 0px 0px 5px #6c6c6c;
+}
+
+textarea.clipboard-temp {
+  position: fixed;
+  top: 0;
+  left: 0;
+  width: 2em;
+  height: 2em;
+  padding: 0;
+  border: None;
+  outline: None;
+  box-shadow: None;
+  background: transparent;
+}
+
+.left-most-button {
+  border-right: 0;
+  border-top-left-radius: 6px;
+  border-bottom-left-radius: 6px;
+}
+
+.middle-button {
+  border-right: 0;
+}
+
+.right-most-button {
+  border-top-right-radius: 6px;
+  border-bottom-right-radius: 6px;
+}
+
+.button-container {
+  font-size: 0;
+  margin: 0.4rem 0.4rem 0.4rem 0;
+}
+
+.dark .button-container {
+  filter: invert(1);
+}
+
+.button-container button {
+  background-size: 32px 32px;
+  background-position: 5px 5px;
+  background-repeat: no-repeat;
+}
+
+@media print {
+  .hideonprint {
+    display: none;
+  }
+}
+
+canvas {
+  cursor: crosshair;
+}
+
+canvas:active {
+  cursor: grabbing;
+}
+
+.fileinfo {
+  width: 100%;
+  max-width: 1000px;
+  border: none;
+  padding: 3px;
+}
+
+.fileinfo .title {
+  font-size: 20pt;
+  font-weight: bold;
+}
+
+.fileinfo td {
+  overflow: hidden;
+  white-space: nowrap;
+  max-width: 1px;
+  width: 50%;
+  text-overflow: ellipsis;
+}
+
+.bom {
+  border-collapse: collapse;
+  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
+  font-size: 10pt;
+  table-layout: fixed;
+  width: 100%;
+  margin-top: 1px;
+  position: relative;
+}
+
+.bom th,
+.bom td {
+  border: 1px solid black;
+  padding: 5px;
+  word-wrap: break-word;
+  text-align: center;
+  position: relative;
+}
+
+.dark .bom th,
+.dark .bom td {
+  border: 1px solid #777;
+}
+
+.bom th {
+  background-color: #CCCCCC;
+  background-clip: padding-box;
+}
+
+.dark .bom th {
+  background-color: #3b4749;
+}
+
+.bom tr.highlighted:nth-child(n) {
+  background-color: #cfc;
+}
+
+.dark .bom tr.highlighted:nth-child(n) {
+  background-color: #226022;
+}
+
+.bom tr:nth-child(even) {
+  background-color: #f2f2f2;
+}
+
+.dark .bom tr:nth-child(even) {
+  background-color: #313b40;
+}
+
+.bom tr.checked {
+  color: #1cb53d;
+}
+
+.dark .bom tr.checked {
+  color: #2cce54;
+}
+
+.bom tr {
+  transition: background-color 0.2s;
+}
+
+.bom .numCol {
+  width: 30px;
+}
+
+.bom .value {
+  width: 15%;
+}
+
+.bom .quantity {
+  width: 65px;
+}
+
+.bom th .sortmark {
+  position: absolute;
+  right: 1px;
+  top: 1px;
+  margin-top: -5px;
+  border-width: 5px;
+  border-style: solid;
+  border-color: transparent transparent #221 transparent;
+  transform-origin: 50% 85%;
+  transition: opacity 0.2s, transform 0.4s;
+}
+
+.dark .bom th .sortmark {
+  filter: invert(1);
+}
+
+.bom th .sortmark.none {
+  opacity: 0;
+}
+
+.bom th .sortmark.desc {
+  transform: rotate(180deg);
+}
+
+.bom th:hover .sortmark.none {
+  opacity: 0.5;
+}
+
+.bom .bom-checkbox {
+  width: 30px;
+  position: relative;
+  user-select: none;
+  -moz-user-select: none;
+}
+
+.bom .bom-checkbox:before {
+  content: "";
+  position: absolute;
+  border-width: 15px;
+  border-style: solid;
+  border-color: #51829f transparent transparent transparent;
+  visibility: hidden;
+  top: -15px;
+}
+
+.bom .bom-checkbox:after {
+  content: "Double click to set/unset all";
+  position: absolute;
+  color: white;
+  top: -35px;
+  left: -26px;
+  background: #51829f;
+  padding: 5px 15px;
+  border-radius: 8px;
+  white-space: nowrap;
+  visibility: hidden;
+}
+
+.bom .bom-checkbox:hover:before,
+.bom .bom-checkbox:hover:after {
+  visibility: visible;
+  transition: visibility 0.2s linear 1s;
+}
+
+.split {
+  -webkit-box-sizing: border-box;
+  -moz-box-sizing: border-box;
+  box-sizing: border-box;
+  overflow-y: auto;
+  overflow-x: hidden;
+  background-color: inherit;
+}
+
+.split.split-horizontal,
+.gutter.gutter-horizontal {
+  height: 100%;
+  float: left;
+}
+
+.gutter {
+  background-color: #ddd;
+  background-repeat: no-repeat;
+  background-position: 50%;
+  transition: background-color 0.3s;
+}
+
+.dark .gutter {
+  background-color: #777;
+}
+
+.gutter.gutter-horizontal {
+  background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAeCAYAAADkftS9AAAAIklEQVQoU2M4c+bMfxAGAgYYmwGrIIiDjrELjpo5aiZeMwF+yNnOs5KSvgAAAABJRU5ErkJggg==');
+  cursor: ew-resize;
+  width: 5px;
+}
+
+.gutter.gutter-vertical {
+  background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAFAQMAAABo7865AAAABlBMVEVHcEzMzMzyAv2sAAAAAXRSTlMAQObYZgAAABBJREFUeF5jOAMEEAIEEFwAn3kMwcB6I2AAAAAASUVORK5CYII=');
+  cursor: ns-resize;
+  height: 5px;
+}
+
+.searchbox {
+  float: left;
+  height: 40px;
+  margin: 10px 5px;
+  padding: 12px 32px;
+  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
+  font-size: 18px;
+  box-sizing: border-box;
+  border: 1px solid #888;
+  border-radius: 6px;
+  outline: none;
+  background-color: #eee;
+  transition: background-color 0.2s, border 0.2s;
+  background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAABNklEQVQ4T8XSMUvDQBQH8P/LElFa/AIZHcTBQSz0I/gFstTBRR2KUC4ldDxw7h0Bl3RRUATxi4iiODgoiLNrbQYp5J6cpJJqomkX33Z37/14d/dIa33MzDuYI4johOI4XhyNRteO46zNYjDzAxE1yBZprVeZ+QbAUhXEGJMA2Ox2u4+fQIa0mPmsCgCgJYQ4t7lfgF0opQYAdv9ABkKI/UnOFCClXKjX61cA1osQY8x9kiRNKeV7IWA3oyhaSdP0FkAtjxhj3hzH2RBCPOf3pzqYHCilfAAX+URm9oMguPzeWSGQvUcMYC8rOBJCHBRdqxTo9/vbRHRqi8bj8XKv1xvODbiuW2u32/bvf0SlDv4XYOY7z/Mavu+nM1+BmQ+NMc0wDF/LprP0DbTWW0T00ul0nn4b7Q87+X4Qmfiq2wAAAABJRU5ErkJggg==');
+  background-position: 10px 10px;
+  background-repeat: no-repeat;
+}
+
+.dark .searchbox {
+  background-color: #111;
+  color: #eee;
+}
+
+.searchbox::placeholder {
+  color: #ccc;
+}
+
+.dark .searchbox::placeholder {
+  color: #666;
+}
+
+.filter {
+  width: calc(60% - 64px);
+}
+
+.reflookup {
+  width: calc(40% - 10px);
+}
+
+input[type=text]:focus {
+  background-color: white;
+  border: 1px solid #333;
+}
+
+.dark input[type=text]:focus {
+  background-color: #333;
+  border: 1px solid #ccc;
+}
+
+mark.highlight {
+  background-color: #5050ff;
+  color: #fff;
+  padding: 2px;
+  border-radius: 6px;
+}
+
+.dark mark.highlight {
+  background-color: #76a6da;
+  color: #111;
+}
+
+.menubtn {
+  background-color: white;
+  border: none;
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
+  background-position: center;
+  background-repeat: no-repeat;
+}
+
+.statsbtn {
+  background-color: white;
+  border: none;
+  background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
+  background-position: center;
+  background-repeat: no-repeat;
+}
+
+.iobtn {
+  background-color: white;
+  border: none;
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
+  background-position: center;
+  background-repeat: no-repeat;
+}
+
+.visbtn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E");
+  background-position: center;
+  background-repeat: no-repeat;
+  padding: 15px;
+}
+
+#vismenu-content {
+  left: 0px;
+  font-family: Verdana, sans-serif;
+}
+
+.dark .statsbtn,
+.dark .savebtn,
+.dark .menubtn,
+.dark .iobtn,
+.dark .visbtn {
+  filter: invert(1);
+}
+
+.flexbox {
+  display: flex;
+  align-items: center;
+  justify-content: space-between;
+  width: 100%;
+}
+
+.savebtn {
+  background-color: #d6d6d6;
+  width: auto;
+  height: 30px;
+  flex-grow: 1;
+  margin: 5px;
+  border-radius: 4px;
+}
+
+.savebtn:active {
+  background-color: #0a0;
+  color: white;
+}
+
+.dark .savebtn:active {
+  /* This will be inverted */
+  background-color: #b3b;
+}
+
+.stats {
+  border-collapse: collapse;
+  font-size: 12pt;
+  table-layout: fixed;
+  width: 100%;
+  min-width: 450px;
+}
+
+.dark .stats td {
+  border: 1px solid #bbb;
+}
+
+.stats td {
+  border: 1px solid black;
+  padding: 5px;
+  word-wrap: break-word;
+  text-align: center;
+  position: relative;
+}
+
+#checkbox-stats div {
+  position: absolute;
+  left: 0;
+  top: 0;
+  height: 100%;
+  width: 100%;
+  display: flex;
+  align-items: center;
+  justify-content: center;
+}
+
+#checkbox-stats .bar {
+  background-color: rgba(28, 251, 0, 0.6);
+}
+
+.menu {
+  position: relative;
+  display: inline-block;
+  margin: 0.4rem 0.4rem 0.4rem 0;
+}
+
+.menu-content {
+  font-size: 12pt !important;
+  text-align: left !important;
+  font-weight: normal !important;
+  display: none;
+  position: absolute;
+  background-color: white;
+  right: 0;
+  min-width: 300px;
+  box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
+  z-index: 100;
+  padding: 8px;
+}
+
+.dark .menu-content {
+  background-color: #111;
+}
+
+.menu:hover .menu-content {
+  display: block;
+}
+
+.menu:hover .menubtn,
+.menu:hover .iobtn,
+.menu:hover .statsbtn {
+  background-color: #eee;
+}
+
+.menu-label {
+  display: inline-block;
+  padding: 8px;
+  border: 1px solid #ccc;
+  border-top: 0;
+  width: calc(100% - 18px);
+}
+
+.menu-label-top {
+  border-top: 1px solid #ccc;
+}
+
+.menu-textbox {
+  float: left;
+  height: 24px;
+  margin: 10px 5px;
+  padding: 5px 5px;
+  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
+  font-size: 14px;
+  box-sizing: border-box;
+  border: 1px solid #888;
+  border-radius: 4px;
+  outline: none;
+  background-color: #eee;
+  transition: background-color 0.2s, border 0.2s;
+  width: calc(100% - 10px);
+}
+
+.menu-textbox.invalid,
+.dark .menu-textbox.invalid {
+  color: red;
+}
+
+.dark .menu-textbox {
+  background-color: #222;
+  color: #eee;
+}
+
+.radio-container {
+  margin: 4px;
+}
+
+.topmostdiv {
+  display: flex;
+  flex-direction: column;
+  width: 100%;
+  background-color: white;
+  transition: background-color 0.3s;
+}
+
+#top {
+  display: flex;
+  flex-wrap: wrap;
+  justify-content: flex-end;
+  align-items: center;
+}
+
+#topdivider {
+  border-bottom: 2px solid black;
+  display: flex;
+  justify-content: center;
+  align-items: center;
+}
+
+.dark #topdivider {
+  border-bottom: 2px solid #ccc;
+}
+
+#topdivider>div {
+  position: relative;
+}
+
+#toptoggle {
+  cursor: pointer;
+  user-select: none;
+  position: absolute;
+  padding: 0.1rem 0.3rem;
+  top: -0.4rem;
+  left: -1rem;
+  font-size: 1.4rem;
+  line-height: 60%;
+  border: 1px solid black;
+  border-radius: 1rem;
+  background-color: #fff;
+  z-index: 100;
+}
+
+.flipped {
+  transform: rotate(0.5turn);
+}
+
+.dark #toptoggle {
+  border: 1px solid #fff;
+  background-color: #222;
+}
+
+#fileinfodiv {
+  flex: 20rem 1 0;
+  overflow: auto;
+}
+
+#bomcontrols {
+  display: flex;
+  flex-direction: row-reverse;
+}
+
+#bomcontrols>* {
+  flex-shrink: 0;
+}
+
+#dbg {
+  display: block;
+}
+
+::-webkit-scrollbar {
+  width: 8px;
+}
+
+::-webkit-scrollbar-track {
+  background: #aaa;
+}
+
+::-webkit-scrollbar-thumb {
+  background: #666;
+  border-radius: 3px;
+}
+
+::-webkit-scrollbar-thumb:hover {
+  background: #555;
+}
+
+.slider {
+  -webkit-appearance: none;
+  width: 100%;
+  margin: 3px 0;
+  padding: 0;
+  outline: none;
+  opacity: 0.7;
+  -webkit-transition: .2s;
+  transition: opacity .2s;
+  border-radius: 3px;
+}
+
+.slider:hover {
+  opacity: 1;
+}
+
+.slider:focus {
+  outline: none;
+}
+
+.slider::-webkit-slider-runnable-track {
+  -webkit-appearance: none;
+  width: 100%;
+  height: 8px;
+  background: #d3d3d3;
+  border-radius: 3px;
+  border: none;
+}
+
+.slider::-webkit-slider-thumb {
+  -webkit-appearance: none;
+  width: 15px;
+  height: 15px;
+  border-radius: 50%;
+  background: #0a0;
+  cursor: pointer;
+  margin-top: -4px;
+}
+
+.dark .slider::-webkit-slider-thumb {
+  background: #3d3;
+}
+
+.slider::-moz-range-thumb {
+  width: 15px;
+  height: 15px;
+  border-radius: 50%;
+  background: #0a0;
+  cursor: pointer;
+}
+
+.slider::-moz-range-track {
+  height: 8px;
+  background: #d3d3d3;
+  border-radius: 3px;
+}
+
+.dark .slider::-moz-range-thumb {
+  background: #3d3;
+}
+
+.slider::-ms-track {
+  width: 100%;
+  height: 8px;
+  border-width: 3px 0;
+  background: transparent;
+  border-color: transparent;
+  color: transparent;
+  transition: opacity .2s;
+}
+
+.slider::-ms-fill-lower {
+  background: #d3d3d3;
+  border: none;
+  border-radius: 3px;
+}
+
+.slider::-ms-fill-upper {
+  background: #d3d3d3;
+  border: none;
+  border-radius: 3px;
+}
+
+.slider::-ms-thumb {
+  width: 15px;
+  height: 15px;
+  border-radius: 50%;
+  background: #0a0;
+  cursor: pointer;
+  margin: 0;
+}
+
+.shameless-plug {
+  font-size: 0.8em;
+  text-align: center;
+  display: block;
+}
+
+a {
+  color: #0278a4;
+}
+
+.dark a {
+  color: #00b9fd;
+}
+
+#frontcanvas,
+#backcanvas {
+  touch-action: none;
+}
+
+.placeholder {
+  border: 1px dashed #9f9fda !important;
+  background-color: #edf2f7 !important;
+}
+
+.dragging {
+  z-index: 999;
+}
+
+.dark .dragging>table>tbody>tr {
+  background-color: #252c30;
+}
+
+.dark .placeholder {
+  filter: invert(1);
+}
+
+.column-spacer {
+  top: 0;
+  left: 0;
+  width: calc(100% - 4px);
+  position: absolute;
+  cursor: pointer;
+  user-select: none;
+  height: 100%;
+}
+
+.column-width-handle {
+  top: 0;
+  right: 0;
+  width: 4px;
+  position: absolute;
+  cursor: col-resize;
+  user-select: none;
+  height: 100%;
+}
+
+.column-width-handle:hover {
+  background-color: #4f99bd;
+}
+
+.help-link {
+  border: 1px solid #0278a4;
+  padding-inline: 0.3rem;
+  border-radius: 3px;
+  cursor: pointer;
+}
+
+.dark .help-link {
+  border: 1px solid #00b9fd;
+}
+
+.bom-color {
+  width: 20%;
+}
+
+.color-column input {
+  width: 1.6rem;
+  height: 1rem;
+  border: 1px solid black;
+  cursor: pointer;
+  padding: 0;
+}
+
+/* removes default styling from input color element */
+::-webkit-color-swatch {
+  border: none;
+}
+
+::-webkit-color-swatch-wrapper {
+  padding: 0;
+}
+
+::-moz-color-swatch,
+::-moz-focus-inner {
+  border: none;
+}
+
+::-moz-focus-inner {
+  padding: 0;
+}
+/* #bomhead {
+    position: sticky;
+    top: 0px;
+    z-index: 1;
+} */
+  </style>
+  <script type="text/javascript" >
+///////////////////////////////////////////////
+/*
+  Split.js - v1.3.5
+  MIT License
+  https://github.com/nathancahill/Split.js
+*/
+!function(e,t){"object"==typeof exports&&"undefined"!=typeof module?module.exports=t():"function"==typeof define&&define.amd?define(t):e.Split=t()}(this,function(){"use strict";var e=window,t=e.document,n="addEventListener",i="removeEventListener",r="getBoundingClientRect",s=function(){return!1},o=e.attachEvent&&!e[n],a=["","-webkit-","-moz-","-o-"].filter(function(e){var n=t.createElement("div");return n.style.cssText="width:"+e+"calc(9px)",!!n.style.length}).shift()+"calc",l=function(e){return"string"==typeof e||e instanceof String?t.querySelector(e):e};return function(u,c){function z(e,t,n){var i=A(y,t,n);Object.keys(i).forEach(function(t){return e.style[t]=i[t]})}function h(e,t){var n=B(y,t);Object.keys(n).forEach(function(t){return e.style[t]=n[t]})}function f(e){var t=E[this.a],n=E[this.b],i=t.size+n.size;t.size=e/this.size*i,n.size=i-e/this.size*i,z(t.element,t.size,this.aGutterSize),z(n.element,n.size,this.bGutterSize)}function m(e){var t;this.dragging&&((t="touches"in e?e.touches[0][b]-this.start:e[b]-this.start)<=E[this.a].minSize+M+this.aGutterSize?t=E[this.a].minSize+this.aGutterSize:t>=this.size-(E[this.b].minSize+M+this.bGutterSize)&&(t=this.size-(E[this.b].minSize+this.bGutterSize)),f.call(this,t),c.onDrag&&c.onDrag())}function g(){var e=E[this.a].element,t=E[this.b].element;this.size=e[r]()[y]+t[r]()[y]+this.aGutterSize+this.bGutterSize,this.start=e[r]()[G]}function d(){var t=this,n=E[t.a].element,r=E[t.b].element;t.dragging&&c.onDragEnd&&c.onDragEnd(),t.dragging=!1,e[i]("mouseup",t.stop),e[i]("touchend",t.stop),e[i]("touchcancel",t.stop),t.parent[i]("mousemove",t.move),t.parent[i]("touchmove",t.move),delete t.stop,delete t.move,n[i]("selectstart",s),n[i]("dragstart",s),r[i]("selectstart",s),r[i]("dragstart",s),n.style.userSelect="",n.style.webkitUserSelect="",n.style.MozUserSelect="",n.style.pointerEvents="",r.style.userSelect="",r.style.webkitUserSelect="",r.style.MozUserSelect="",r.style.pointerEvents="",t.gutter.style.cursor="",t.parent.style.cursor=""}function S(t){var i=this,r=E[i.a].element,o=E[i.b].element;!i.dragging&&c.onDragStart&&c.onDragStart(),t.preventDefault(),i.dragging=!0,i.move=m.bind(i),i.stop=d.bind(i),e[n]("mouseup",i.stop),e[n]("touchend",i.stop),e[n]("touchcancel",i.stop),i.parent[n]("mousemove",i.move),i.parent[n]("touchmove",i.move),r[n]("selectstart",s),r[n]("dragstart",s),o[n]("selectstart",s),o[n]("dragstart",s),r.style.userSelect="none",r.style.webkitUserSelect="none",r.style.MozUserSelect="none",r.style.pointerEvents="none",o.style.userSelect="none",o.style.webkitUserSelect="none",o.style.MozUserSelect="none",o.style.pointerEvents="none",i.gutter.style.cursor=j,i.parent.style.cursor=j,g.call(i)}function v(e){e.forEach(function(t,n){if(n>0){var i=F[n-1],r=E[i.a],s=E[i.b];r.size=e[n-1],s.size=t,z(r.element,r.size,i.aGutterSize),z(s.element,s.size,i.bGutterSize)}})}function p(){F.forEach(function(e){e.parent.removeChild(e.gutter),E[e.a].element.style[y]="",E[e.b].element.style[y]=""})}void 0===c&&(c={});var y,b,G,E,w=l(u[0]).parentNode,D=e.getComputedStyle(w).flexDirection,U=c.sizes||u.map(function(){return 100/u.length}),k=void 0!==c.minSize?c.minSize:100,x=Array.isArray(k)?k:u.map(function(){return k}),L=void 0!==c.gutterSize?c.gutterSize:10,M=void 0!==c.snapOffset?c.snapOffset:30,O=c.direction||"horizontal",j=c.cursor||("horizontal"===O?"ew-resize":"ns-resize"),C=c.gutter||function(e,n){var i=t.createElement("div");return i.className="gutter gutter-"+n,i},A=c.elementStyle||function(e,t,n){var i={};return"string"==typeof t||t instanceof String?i[e]=t:i[e]=o?t+"%":a+"("+t+"% - "+n+"px)",i},B=c.gutterStyle||function(e,t){return n={},n[e]=t+"px",n;var n};"horizontal"===O?(y="width","clientWidth",b="clientX",G="left","paddingLeft"):"vertical"===O&&(y="height","clientHeight",b="clientY",G="top","paddingTop");var F=[];return E=u.map(function(e,t){var i,s={element:l(e),size:U[t],minSize:x[t]};if(t>0&&(i={a:t-1,b:t,dragging:!1,isFirst:1===t,isLast:t===u.length-1,direction:O,parent:w},i.aGutterSize=L,i.bGutterSize=L,i.isFirst&&(i.aGutterSize=L/2),i.isLast&&(i.bGutterSize=L/2),"row-reverse"===D||"column-reverse"===D)){var a=i.a;i.a=i.b,i.b=a}if(!o&&t>0){var c=C(t,O);h(c,L),c[n]("mousedown",S.bind(i)),c[n]("touchstart",S.bind(i)),w.insertBefore(c,s.element),i.gutter=c}0===t||t===u.length-1?z(s.element,s.size,L/2):z(s.element,s.size,L);var f=s.element[r]()[y];return f<s.minSize&&(s.minSize=f),t>0&&F.push(i),s}),o?{setSizes:v,destroy:p}:{setSizes:v,getSizes:function(){return E.map(function(e){return e.size})},collapse:function(e){if(e===F.length){var t=F[e-1];g.call(t),o||f.call(t,t.size-t.bGutterSize)}else{var n=F[e];g.call(n),o||f.call(n,n.aGutterSize)}},destroy:p}}});
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
+// This work is free. You can redistribute it and/or modify it
+// under the terms of the WTFPL, Version 2
+// For more information see LICENSE.txt or http://www.wtfpl.net/
+//
+// For more information, the home page:
+// http://pieroxy.net/blog/pages/lz-string/testing.html
+//
+// LZ-based compression algorithm, version 1.4.4
+var LZString=function(){var o=String.fromCharCode,i={};var n={decompressFromBase64:function(o){return null==o?"":""==o?null:n._decompress(o.length,32,function(n){return function(o,n){if(!i[o]){i[o]={};for(var t=0;t<o.length;t++)i[o][o.charAt(t)]=t}return i[o][n]}("ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",o.charAt(n))})},_decompress:function(i,n,t){var r,e,a,s,p,u,l,f=[],c=4,d=4,h=3,v="",g=[],m={val:t(0),position:n,index:1};for(r=0;r<3;r+=1)f[r]=r;for(a=0,p=Math.pow(2,2),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 2:return""}for(f[3]=l,e=l,g.push(l);;){if(m.index>i)return"";for(a=0,p=Math.pow(2,h),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(l=a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 2:return g.join("")}if(0==c&&(c=Math.pow(2,h),h++),f[l])v=f[l];else{if(l!==d)return null;v=e+e.charAt(0)}g.push(v),f[d++]=e+v.charAt(0),e=v,0==--c&&(c=Math.pow(2,h),h++)}}};return n}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+/*!
+ * PEP v0.4.3 | https://github.com/jquery/PEP
+ * Copyright jQuery Foundation and other contributors | http://jquery.org/license
+ */
+!function(a,b){"object"==typeof exports&&"undefined"!=typeof module?module.exports=b():"function"==typeof define&&define.amd?define(b):a.PointerEventsPolyfill=b()}(this,function(){"use strict";function a(a,b){b=b||Object.create(null);var c=document.createEvent("Event");c.initEvent(a,b.bubbles||!1,b.cancelable||!1);
+for(var d,e=2;e<m.length;e++)d=m[e],c[d]=b[d]||n[e];c.buttons=b.buttons||0;
+var f=0;return f=b.pressure&&c.buttons?b.pressure:c.buttons?.5:0,c.x=c.clientX,c.y=c.clientY,c.pointerId=b.pointerId||0,c.width=b.width||0,c.height=b.height||0,c.pressure=f,c.tiltX=b.tiltX||0,c.tiltY=b.tiltY||0,c.twist=b.twist||0,c.tangentialPressure=b.tangentialPressure||0,c.pointerType=b.pointerType||"",c.hwTimestamp=b.hwTimestamp||0,c.isPrimary=b.isPrimary||!1,c}function b(){this.array=[],this.size=0}function c(a,b,c,d){this.addCallback=a.bind(d),this.removeCallback=b.bind(d),this.changedCallback=c.bind(d),A&&(this.observer=new A(this.mutationWatcher.bind(this)))}function d(a){return"body /shadow-deep/ "+e(a)}function e(a){return'[touch-action="'+a+'"]'}function f(a){return"{ -ms-touch-action: "+a+"; touch-action: "+a+"; }"}function g(){if(F){D.forEach(function(a){String(a)===a?(E+=e(a)+f(a)+"\n",G&&(E+=d(a)+f(a)+"\n")):(E+=a.selectors.map(e)+f(a.rule)+"\n",G&&(E+=a.selectors.map(d)+f(a.rule)+"\n"))});var a=document.createElement("style");a.textContent=E,document.head.appendChild(a)}}function h(){if(!window.PointerEvent){if(window.PointerEvent=a,window.navigator.msPointerEnabled){var b=window.navigator.msMaxTouchPoints;Object.defineProperty(window.navigator,"maxTouchPoints",{value:b,enumerable:!0}),u.registerSource("ms",_)}else Object.defineProperty(window.navigator,"maxTouchPoints",{value:0,enumerable:!0}),u.registerSource("mouse",N),void 0!==window.ontouchstart&&u.registerSource("touch",V);u.register(document)}}function i(a){if(!u.pointermap.has(a)){var b=new Error("InvalidPointerId");throw b.name="InvalidPointerId",b}}function j(a){for(var b=a.parentNode;b&&b!==a.ownerDocument;)b=b.parentNode;if(!b){var c=new Error("InvalidStateError");throw c.name="InvalidStateError",c}}function k(a){var b=u.pointermap.get(a);return 0!==b.buttons}function l(){window.Element&&!Element.prototype.setPointerCapture&&Object.defineProperties(Element.prototype,{setPointerCapture:{value:W},releasePointerCapture:{value:X},hasPointerCapture:{value:Y}})}
+var m=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","pageX","pageY"],n=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0],o=window.Map&&window.Map.prototype.forEach,p=o?Map:b;b.prototype={set:function(a,b){return void 0===b?this["delete"](a):(this.has(a)||this.size++,void(this.array[a]=b))},has:function(a){return void 0!==this.array[a]},"delete":function(a){this.has(a)&&(delete this.array[a],this.size--)},get:function(a){return this.array[a]},clear:function(){this.array.length=0,this.size=0},forEach:function(a,b){return this.array.forEach(function(c,d){a.call(b,c,d,this)},this)}};var q=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","buttons","pointerId","width","height","pressure","tiltX","tiltY","pointerType","hwTimestamp","isPrimary","type","target","currentTarget","which","pageX","pageY","timeStamp"],r=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0,0,0,0,0,0,"",0,!1,"",null,null,0,0,0,0],s={pointerover:1,pointerout:1,pointerenter:1,pointerleave:1},t="undefined"!=typeof SVGElementInstance,u={pointermap:new p,eventMap:Object.create(null),captureInfo:Object.create(null),eventSources:Object.create(null),eventSourceList:[],registerSource:function(a,b){var c=b,d=c.events;d&&(d.forEach(function(a){c[a]&&(this.eventMap[a]=c[a].bind(c))},this),this.eventSources[a]=c,this.eventSourceList.push(c))},register:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
+b.register.call(b,a)},unregister:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
+b.unregister.call(b,a)},contains:function(a,b){try{return a.contains(b)}catch(c){return!1}},down:function(a){a.bubbles=!0,this.fireEvent("pointerdown",a)},move:function(a){a.bubbles=!0,this.fireEvent("pointermove",a)},up:function(a){a.bubbles=!0,this.fireEvent("pointerup",a)},enter:function(a){a.bubbles=!1,this.fireEvent("pointerenter",a)},leave:function(a){a.bubbles=!1,this.fireEvent("pointerleave",a)},over:function(a){a.bubbles=!0,this.fireEvent("pointerover",a)},out:function(a){a.bubbles=!0,this.fireEvent("pointerout",a)},cancel:function(a){a.bubbles=!0,this.fireEvent("pointercancel",a)},leaveOut:function(a){this.out(a),this.propagate(a,this.leave,!1)},enterOver:function(a){this.over(a),this.propagate(a,this.enter,!0)},eventHandler:function(a){if(!a._handledByPE){var b=a.type,c=this.eventMap&&this.eventMap[b];c&&c(a),a._handledByPE=!0}},listen:function(a,b){b.forEach(function(b){this.addEvent(a,b)},this)},unlisten:function(a,b){b.forEach(function(b){this.removeEvent(a,b)},this)},addEvent:function(a,b){a.addEventListener(b,this.boundHandler)},removeEvent:function(a,b){a.removeEventListener(b,this.boundHandler)},makeEvent:function(b,c){this.captureInfo[c.pointerId]&&(c.relatedTarget=null);var d=new a(b,c);return c.preventDefault&&(d.preventDefault=c.preventDefault),d._target=d._target||c.target,d},fireEvent:function(a,b){var c=this.makeEvent(a,b);return this.dispatchEvent(c)},cloneEvent:function(a){for(var b,c=Object.create(null),d=0;d<q.length;d++)b=q[d],c[b]=a[b]||r[d],!t||"target"!==b&&"relatedTarget"!==b||c[b]instanceof SVGElementInstance&&(c[b]=c[b].correspondingUseElement);return a.preventDefault&&(c.preventDefault=function(){a.preventDefault()}),c},getTarget:function(a){var b=this.captureInfo[a.pointerId];return b?a._target!==b&&a.type in s?void 0:b:a._target},propagate:function(a,b,c){for(var d=a.target,e=[];d!==document&&!d.contains(a.relatedTarget);) if(e.push(d),d=d.parentNode,!d)return;c&&e.reverse(),e.forEach(function(c){a.target=c,b.call(this,a)},this)},setCapture:function(b,c,d){this.captureInfo[b]&&this.releaseCapture(b,d),this.captureInfo[b]=c,this.implicitRelease=this.releaseCapture.bind(this,b,d),document.addEventListener("pointerup",this.implicitRelease),document.addEventListener("pointercancel",this.implicitRelease);var e=new a("gotpointercapture");e.pointerId=b,e._target=c,d||this.asyncDispatchEvent(e)},releaseCapture:function(b,c){var d=this.captureInfo[b];if(d){this.captureInfo[b]=void 0,document.removeEventListener("pointerup",this.implicitRelease),document.removeEventListener("pointercancel",this.implicitRelease);var e=new a("lostpointercapture");e.pointerId=b,e._target=d,c||this.asyncDispatchEvent(e)}},dispatchEvent:/*scope.external.dispatchEvent || */function(a){var b=this.getTarget(a);if(b)return b.dispatchEvent(a)},asyncDispatchEvent:function(a){requestAnimationFrame(this.dispatchEvent.bind(this,a))}};u.boundHandler=u.eventHandler.bind(u);var v={shadow:function(a){if(a)return a.shadowRoot||a.webkitShadowRoot},canTarget:function(a){return a&&Boolean(a.elementFromPoint)},targetingShadow:function(a){var b=this.shadow(a);if(this.canTarget(b))return b},olderShadow:function(a){var b=a.olderShadowRoot;if(!b){var c=a.querySelector("shadow");c&&(b=c.olderShadowRoot)}return b},allShadows:function(a){for(var b=[],c=this.shadow(a);c;)b.push(c),c=this.olderShadow(c);return b},searchRoot:function(a,b,c){if(a){var d,e,f=a.elementFromPoint(b,c);for(e=this.targetingShadow(f);e;){if(d=e.elementFromPoint(b,c)){var g=this.targetingShadow(d);return this.searchRoot(g,b,c)||d} e=this.olderShadow(e)} return f}},owner:function(a){
+for(var b=a;b.parentNode;)b=b.parentNode;
+return b.nodeType!==Node.DOCUMENT_NODE&&b.nodeType!==Node.DOCUMENT_FRAGMENT_NODE&&(b=document),b},findTarget:function(a){var b=a.clientX,c=a.clientY,d=this.owner(a.target);
+return d.elementFromPoint(b,c)||(d=document),this.searchRoot(d,b,c)}},w=Array.prototype.forEach.call.bind(Array.prototype.forEach),x=Array.prototype.map.call.bind(Array.prototype.map),y=Array.prototype.slice.call.bind(Array.prototype.slice),z=Array.prototype.filter.call.bind(Array.prototype.filter),A=window.MutationObserver||window.WebKitMutationObserver,B="[touch-action]",C={subtree:!0,childList:!0,attributes:!0,attributeOldValue:!0,attributeFilter:["touch-action"]};c.prototype={watchSubtree:function(a){
+//
+this.observer&&v.canTarget(a)&&this.observer.observe(a,C)},enableOnSubtree:function(a){this.watchSubtree(a),a===document&&"complete"!==document.readyState?this.installOnLoad():this.installNewSubtree(a)},installNewSubtree:function(a){w(this.findElements(a),this.addElement,this)},findElements:function(a){return a.querySelectorAll?a.querySelectorAll(B):[]},removeElement:function(a){this.removeCallback(a)},addElement:function(a){this.addCallback(a)},elementChanged:function(a,b){this.changedCallback(a,b)},concatLists:function(a,b){return a.concat(y(b))},
+installOnLoad:function(){document.addEventListener("readystatechange",function(){"complete"===document.readyState&&this.installNewSubtree(document)}.bind(this))},isElement:function(a){return a.nodeType===Node.ELEMENT_NODE},flattenMutationTree:function(a){
+var b=x(a,this.findElements,this);
+return b.push(z(a,this.isElement)),b.reduce(this.concatLists,[])},mutationWatcher:function(a){a.forEach(this.mutationHandler,this)},mutationHandler:function(a){if("childList"===a.type){var b=this.flattenMutationTree(a.addedNodes);b.forEach(this.addElement,this);var c=this.flattenMutationTree(a.removedNodes);c.forEach(this.removeElement,this)}else"attributes"===a.type&&this.elementChanged(a.target,a.oldValue)}};var D=["none","auto","pan-x","pan-y",{rule:"pan-x pan-y",selectors:["pan-x pan-y","pan-y pan-x"]}],E="",F=window.PointerEvent||window.MSPointerEvent,G=!window.ShadowDOMPolyfill&&document.head.createShadowRoot,H=u.pointermap,I=25,J=[1,4,2,8,16],K=!1;try{K=1===new MouseEvent("test",{buttons:1}).buttons}catch(L){}
+var M,N={POINTER_ID:1,POINTER_TYPE:"mouse",events:["mousedown","mousemove","mouseup","mouseover","mouseout"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},lastTouches:[],
+isEventSimulatedFromTouch:function(a){for(var b,c=this.lastTouches,d=a.clientX,e=a.clientY,f=0,g=c.length;f<g&&(b=c[f]);f++){
+var h=Math.abs(d-b.x),i=Math.abs(e-b.y);if(h<=I&&i<=I)return!0}},prepareEvent:function(a){var b=u.cloneEvent(a),c=b.preventDefault;return b.preventDefault=function(){a.preventDefault(),c()},b.pointerId=this.POINTER_ID,b.isPrimary=!0,b.pointerType=this.POINTER_TYPE,b},prepareButtonsForMove:function(a,b){var c=H.get(this.POINTER_ID);
+0!==b.which&&c?a.buttons=c.buttons:a.buttons=0,b.buttons=a.buttons},mousedown:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);K||(c.buttons=J[c.button],b&&(c.buttons|=b.buttons),a.buttons=c.buttons),H.set(this.POINTER_ID,a),b&&0!==b.buttons?u.move(c):u.down(c)}},mousemove:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.move(b)}},mouseup:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);if(!K){var d=J[c.button];
+c.buttons=b?b.buttons&~d:0,a.buttons=c.buttons}H.set(this.POINTER_ID,a),
+c.buttons&=~J[c.button],0===c.buttons?u.up(c):u.move(c)}},mouseover:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.enterOver(b)}},mouseout:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,u.leaveOut(b)}},cancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.deactivateMouse()},deactivateMouse:function(){H["delete"](this.POINTER_ID)}},O=u.captureInfo,P=v.findTarget.bind(v),Q=v.allShadows.bind(v),R=u.pointermap,S=2500,T=200,U="touch-action",V={events:["touchstart","touchmove","touchend","touchcancel"],register:function(a){M.enableOnSubtree(a)},unregister:function(){},elementAdded:function(a){var b=a.getAttribute(U),c=this.touchActionToScrollType(b);c&&(a._scrollType=c,u.listen(a,this.events),
+Q(a).forEach(function(a){a._scrollType=c,u.listen(a,this.events)},this))},elementRemoved:function(a){a._scrollType=void 0,u.unlisten(a,this.events),
+Q(a).forEach(function(a){a._scrollType=void 0,u.unlisten(a,this.events)},this)},elementChanged:function(a,b){var c=a.getAttribute(U),d=this.touchActionToScrollType(c),e=this.touchActionToScrollType(b);
+d&&e?(a._scrollType=d,Q(a).forEach(function(a){a._scrollType=d},this)):e?this.elementRemoved(a):d&&this.elementAdded(a)},scrollTypes:{EMITTER:"none",XSCROLLER:"pan-x",YSCROLLER:"pan-y",SCROLLER:/^(?:pan-x pan-y)|(?:pan-y pan-x)|auto$/},touchActionToScrollType:function(a){var b=a,c=this.scrollTypes;return"none"===b?"none":b===c.XSCROLLER?"X":b===c.YSCROLLER?"Y":c.SCROLLER.exec(b)?"XY":void 0},POINTER_TYPE:"touch",firstTouch:null,isPrimaryTouch:function(a){return this.firstTouch===a.identifier},setPrimaryTouch:function(a){
+(0===R.size||1===R.size&&R.has(1))&&(this.firstTouch=a.identifier,this.firstXY={X:a.clientX,Y:a.clientY},this.scrolling=!1,this.cancelResetClickCount())},removePrimaryPointer:function(a){a.isPrimary&&(this.firstTouch=null,this.firstXY=null,this.resetClickCount())},clickCount:0,resetId:null,resetClickCount:function(){var a=function(){this.clickCount=0,this.resetId=null}.bind(this);this.resetId=setTimeout(a,T)},cancelResetClickCount:function(){this.resetId&&clearTimeout(this.resetId)},typeToButtons:function(a){var b=0;return"touchstart"!==a&&"touchmove"!==a||(b=1),b},touchToPointer:function(a){var b=this.currentTouchEvent,c=u.cloneEvent(a),d=c.pointerId=a.identifier+2;c.target=O[d]||P(c),c.bubbles=!0,c.cancelable=!0,c.detail=this.clickCount,c.button=0,c.buttons=this.typeToButtons(b.type),c.width=2*(a.radiusX||a.webkitRadiusX||0),c.height=2*(a.radiusY||a.webkitRadiusY||0),c.pressure=a.force||a.webkitForce||.5,c.isPrimary=this.isPrimaryTouch(a),c.pointerType=this.POINTER_TYPE,
+c.altKey=b.altKey,c.ctrlKey=b.ctrlKey,c.metaKey=b.metaKey,c.shiftKey=b.shiftKey;
+var e=this;return c.preventDefault=function(){e.scrolling=!1,e.firstXY=null,b.preventDefault()},c},processTouches:function(a,b){var c=a.changedTouches;this.currentTouchEvent=a;for(var d,e=0;e<c.length;e++)d=c[e],b.call(this,this.touchToPointer(d))},
+shouldScroll:function(a){if(this.firstXY){var b,c=a.currentTarget._scrollType;if("none"===c)
+b=!1;else if("XY"===c)
+b=!0;else{var d=a.changedTouches[0],e=c,f="Y"===c?"X":"Y",g=Math.abs(d["client"+e]-this.firstXY[e]),h=Math.abs(d["client"+f]-this.firstXY[f]);
+b=g>=h}return this.firstXY=null,b}},findTouch:function(a,b){for(var c,d=0,e=a.length;d<e&&(c=a[d]);d++)if(c.identifier===b)return!0},
+vacuumTouches:function(a){var b=a.touches;
+if(R.size>=b.length){var c=[];R.forEach(function(a,d){
+if(1!==d&&!this.findTouch(b,d-2)){var e=a.out;c.push(e)}},this),c.forEach(this.cancelOut,this)}},touchstart:function(a){this.vacuumTouches(a),this.setPrimaryTouch(a.changedTouches[0]),this.dedupSynthMouse(a),this.scrolling||(this.clickCount++,this.processTouches(a,this.overDown))},overDown:function(a){R.set(a.pointerId,{target:a.target,out:a,outTarget:a.target}),u.enterOver(a),u.down(a)},touchmove:function(a){this.scrolling||(this.shouldScroll(a)?(this.scrolling=!0,this.touchcancel(a)):(a.preventDefault(),this.processTouches(a,this.moveOverOut)))},moveOverOut:function(a){var b=a,c=R.get(b.pointerId);
+if(c){var d=c.out,e=c.outTarget;u.move(b),d&&e!==b.target&&(d.relatedTarget=b.target,b.relatedTarget=e,
+d.target=e,b.target?(u.leaveOut(d),u.enterOver(b)):(
+b.target=e,b.relatedTarget=null,this.cancelOut(b))),c.out=b,c.outTarget=b.target}},touchend:function(a){this.dedupSynthMouse(a),this.processTouches(a,this.upOut)},upOut:function(a){this.scrolling||(u.up(a),u.leaveOut(a)),this.cleanUpPointer(a)},touchcancel:function(a){this.processTouches(a,this.cancelOut)},cancelOut:function(a){u.cancel(a),u.leaveOut(a),this.cleanUpPointer(a)},cleanUpPointer:function(a){R["delete"](a.pointerId),this.removePrimaryPointer(a)},
+dedupSynthMouse:function(a){var b=N.lastTouches,c=a.changedTouches[0];
+if(this.isPrimaryTouch(c)){
+var d={x:c.clientX,y:c.clientY};b.push(d);var e=function(a,b){var c=a.indexOf(b);c>-1&&a.splice(c,1)}.bind(null,b,d);setTimeout(e,S)}}};M=new c(V.elementAdded,V.elementRemoved,V.elementChanged,V);var W,X,Y,Z=u.pointermap,$=window.MSPointerEvent&&"number"==typeof window.MSPointerEvent.MSPOINTER_TYPE_MOUSE,_={events:["MSPointerDown","MSPointerMove","MSPointerUp","MSPointerOut","MSPointerOver","MSPointerCancel","MSGotPointerCapture","MSLostPointerCapture"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},POINTER_TYPES:["","unavailable","touch","pen","mouse"],prepareEvent:function(a){var b=a;return $&&(b=u.cloneEvent(a),b.pointerType=this.POINTER_TYPES[a.pointerType]),b},cleanup:function(a){Z["delete"](a)},MSPointerDown:function(a){Z.set(a.pointerId,a);var b=this.prepareEvent(a);u.down(b)},MSPointerMove:function(a){var b=this.prepareEvent(a);u.move(b)},MSPointerUp:function(a){var b=this.prepareEvent(a);u.up(b),this.cleanup(a.pointerId)},MSPointerOut:function(a){var b=this.prepareEvent(a);u.leaveOut(b)},MSPointerOver:function(a){var b=this.prepareEvent(a);u.enterOver(b)},MSPointerCancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.cleanup(a.pointerId)},MSLostPointerCapture:function(a){var b=u.makeEvent("lostpointercapture",a);u.dispatchEvent(b)},MSGotPointerCapture:function(a){var b=u.makeEvent("gotpointercapture",a);u.dispatchEvent(b)}},aa=window.navigator;aa.msPointerEnabled?(W=function(a){i(a),j(this),k(a)&&(u.setCapture(a,this,!0),this.msSetPointerCapture(a))},X=function(a){i(a),u.releaseCapture(a,!0),this.msReleasePointerCapture(a)}):(W=function(a){i(a),j(this),k(a)&&u.setCapture(a,this)},X=function(a){i(a),u.releaseCapture(a)}),Y=function(a){return!!u.captureInfo[a]},g(),h(),l();var ba={dispatcher:u,Installer:c,PointerEvent:a,PointerMap:p,targetFinding:v};return ba});
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": "none", "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "offset_back_rotation": false, "kicad_text_formatting": true, "fields": ["Value", "Footprint"]}
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+/* Utility functions */
+
+var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
+  pcbdata.metadata.revision + '__#';
+var storage;
+
+function initStorage(key) {
+  try {
+    window.localStorage.getItem("blank");
+    storage = window.localStorage;
+  } catch (e) {
+    // localStorage not available
+  }
+  if (!storage) {
+    try {
+      window.sessionStorage.getItem("blank");
+      storage = window.sessionStorage;
+    } catch (e) {
+      // sessionStorage also not available
+    }
+  }
+}
+
+function readStorage(key) {
+  if (storage) {
+    return storage.getItem(storagePrefix + key);
+  } else {
+    return null;
+  }
+}
+
+function writeStorage(key, value) {
+  if (storage) {
+    storage.setItem(storagePrefix + key, value);
+  }
+}
+
+function fancyDblClickHandler(el, onsingle, ondouble) {
+  return function () {
+    if (el.getAttribute("data-dblclick") == null) {
+      el.setAttribute("data-dblclick", 1);
+      setTimeout(function () {
+        if (el.getAttribute("data-dblclick") == 1) {
+          onsingle();
+        }
+        el.removeAttribute("data-dblclick");
+      }, 200);
+    } else {
+      el.removeAttribute("data-dblclick");
+      ondouble();
+    }
+  }
+}
+
+function smoothScrollToRow(rowid) {
+  document.getElementById(rowid).scrollIntoView({
+    behavior: "smooth",
+    block: "center",
+    inline: "nearest"
+  });
+}
+
+function focusInputField(input) {
+  input.scrollIntoView(false);
+  input.focus();
+  input.select();
+}
+
+function saveBomTable(output) {
+  var text = '';
+  for (var node of bomhead.childNodes[0].childNodes) {
+    if (node.firstChild) {
+      text += (output == 'csv' ? `"${node.firstChild.nodeValue}"` : node.firstChild.nodeValue);
+    }
+    if (node != bomhead.childNodes[0].lastChild) {
+      text += (output == 'csv' ? ',' : '\t');
+    }
+  }
+  text += '\n';
+  for (var row of bombody.childNodes) {
+    for (var cell of row.childNodes) {
+      let val = '';
+      for (var node of cell.childNodes) {
+        if (node.nodeName == "INPUT") {
+          if (node.checked) {
+            val += '✓';
+          }
+        } else if ((node.nodeName == "MARK") || (node.nodeName == "A")) {
+          val += node.firstChild.nodeValue;
+        } else {
+          val += node.nodeValue;
+        }
+      }
+      if (output == 'csv') {
+        val = val.replace(/\"/g, '\"\"'); // pair of double-quote characters
+        if (isNumeric(val)) {
+          val = +val;                     // use number
+        } else {
+          val = `"${val}"`;               // enclosed within double-quote
+        }
+      }
+      text += val;
+      if (cell != row.lastChild) {
+        text += (output == 'csv' ? ',' : '\t');
+      }
+    }
+    text += '\n';
+  }
+
+  if (output != 'clipboard') {
+    // To file: csv or txt
+    var blob = new Blob([text], {
+      type: `text/${output}`
+    });
+    saveFile(`${pcbdata.metadata.title}.${output}`, blob);
+  } else {
+    // To clipboard
+    var textArea = document.createElement("textarea");
+    textArea.classList.add('clipboard-temp');
+    textArea.value = text;
+
+    document.body.appendChild(textArea);
+    textArea.focus();
+    textArea.select();
+
+    try {
+      if (document.execCommand('copy')) {
+        console.log('Bom copied to clipboard.');
+      }
+    } catch (err) {
+      console.log('Can not copy to clipboard.');
+    }
+
+    document.body.removeChild(textArea);
+  }
+}
+
+function isNumeric(str) {
+  /* https://stackoverflow.com/a/175787 */
+  return (typeof str != "string" ? false : !isNaN(str) && !isNaN(parseFloat(str)));
+}
+
+function removeGutterNode(node) {
+  for (var i = 0; i < node.childNodes.length; i++) {
+    if (node.childNodes[i].classList &&
+      node.childNodes[i].classList.contains("gutter")) {
+      node.removeChild(node.childNodes[i]);
+      break;
+    }
+  }
+}
+
+function cleanGutters() {
+  removeGutterNode(document.getElementById("bot"));
+  removeGutterNode(document.getElementById("canvasdiv"));
+}
+
+var units = {
+  prefixes: {
+    giga: ["G", "g", "giga", "Giga", "GIGA"],
+    mega: ["M", "mega", "Mega", "MEGA"],
+    kilo: ["K", "k", "kilo", "Kilo", "KILO"],
+    milli: ["m", "milli", "Milli", "MILLI"],
+    micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
+    nano: ["N", "n", "nano", "Nano", "NANO"],
+    pico: ["P", "p", "pico", "Pico", "PICO"],
+  },
+  unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
+  unitsLong: [
+    "OHM", "Ohm", "ohm", "ohms",
+    "FARAD", "Farad", "farad",
+    "HENRY", "Henry", "henry"
+  ],
+  getMultiplier: function (s) {
+    if (this.prefixes.giga.includes(s)) return 1e9;
+    if (this.prefixes.mega.includes(s)) return 1e6;
+    if (this.prefixes.kilo.includes(s)) return 1e3;
+    if (this.prefixes.milli.includes(s)) return 1e-3;
+    if (this.prefixes.micro.includes(s)) return 1e-6;
+    if (this.prefixes.nano.includes(s)) return 1e-9;
+    if (this.prefixes.pico.includes(s)) return 1e-12;
+    return 1;
+  },
+  valueRegex: null,
+}
+
+function initUtils() {
+  var allPrefixes = units.prefixes.giga
+    .concat(units.prefixes.mega)
+    .concat(units.prefixes.kilo)
+    .concat(units.prefixes.milli)
+    .concat(units.prefixes.micro)
+    .concat(units.prefixes.nano)
+    .concat(units.prefixes.pico);
+  var allUnits = units.unitsShort.concat(units.unitsLong);
+  units.valueRegex = new RegExp("^([0-9\.]+)" +
+    "\\s*(" + allPrefixes.join("|") + ")?" +
+    "(" + allUnits.join("|") + ")?" +
+    "(\\b.*)?$", "");
+  units.valueAltRegex = new RegExp("^([0-9]*)" +
+    "(" + units.unitsShort.join("|") + ")?" +
+    "([GgMmKkUuNnPp])?" +
+    "([0-9]*)" +
+    "(\\b.*)?$", "");
+  if (config.fields.includes("Value")) {
+    var index = config.fields.indexOf("Value");
+    pcbdata.bom["parsedValues"] = {};
+    for (var id in pcbdata.bom.fields) {
+      pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index])
+    }
+  }
+}
+
+function parseValue(val, ref) {
+  var inferUnit = (unit, ref) => {
+    if (unit) {
+      unit = unit.toLowerCase();
+      if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
+        unit = 'r';
+      }
+      unit = unit[0];
+    } else {
+      ref = /^([a-z]+)\d+$/i.exec(ref);
+      if (ref) {
+        ref = ref[1].toLowerCase();
+        if (ref == "c") unit = 'f';
+        else if (ref == "l") unit = 'h';
+        else if (ref == "r" || ref == "rv") unit = 'r';
+        else unit = null;
+      }
+    }
+    return unit;
+  };
+  val = val.replace(/,/g, "");
+  var match = units.valueRegex.exec(val);
+  var unit;
+  if (match) {
+    val = parseFloat(match[1]);
+    if (match[2]) {
+      val = val * units.getMultiplier(match[2]);
+    }
+    unit = inferUnit(match[3], ref);
+    if (!unit) return null;
+    else return {
+      val: val,
+      unit: unit,
+      extra: match[4],
+    }
+  }
+  match = units.valueAltRegex.exec(val);
+  if (match && (match[1] || match[4])) {
+    val = parseFloat(match[1] + "." + match[4]);
+    if (match[3]) {
+      val = val * units.getMultiplier(match[3]);
+    }
+    unit = inferUnit(match[2], ref);
+    if (!unit) return null;
+    else return {
+      val: val,
+      unit: unit,
+      extra: match[5],
+    }
+  }
+  return null;
+}
+
+function valueCompare(a, b, stra, strb) {
+  if (a === null && b === null) {
+    // Failed to parse both values, compare them as strings.
+    if (stra != strb) return stra > strb ? 1 : -1;
+    else return 0;
+  } else if (a === null) {
+    return 1;
+  } else if (b === null) {
+    return -1;
+  } else {
+    if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
+    else if (a.val != b.val) return a.val > b.val ? 1 : -1;
+    else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
+    else return 0;
+  }
+}
+
+function validateSaveImgDimension(element) {
+  var valid = false;
+  var intValue = 0;
+  if (/^[1-9]\d*$/.test(element.value)) {
+    intValue = parseInt(element.value);
+    if (intValue <= 16000) {
+      valid = true;
+    }
+  }
+  if (valid) {
+    element.classList.remove("invalid");
+  } else {
+    element.classList.add("invalid");
+  }
+  return intValue;
+}
+
+function saveImage(layer) {
+  var width = validateSaveImgDimension(document.getElementById("render-save-width"));
+  var height = validateSaveImgDimension(document.getElementById("render-save-height"));
+  var bgcolor = null;
+  if (!document.getElementById("render-save-transparent").checked) {
+    var style = getComputedStyle(topmostdiv);
+    bgcolor = style.getPropertyValue("background-color");
+  }
+  if (!width || !height) return;
+
+  // Prepare image
+  var canvas = document.createElement("canvas");
+  var layerdict = {
+    transform: {
+      x: 0,
+      y: 0,
+      s: 1,
+      panx: 0,
+      pany: 0,
+      zoom: 1,
+    },
+    bg: canvas,
+    fab: canvas,
+    silk: canvas,
+    highlight: canvas,
+    layer: layer,
+  }
+  // Do the rendering
+  recalcLayerScale(layerdict, width, height);
+  prepareLayer(layerdict);
+  clearCanvas(canvas, bgcolor);
+  drawBackground(layerdict, false);
+  drawHighlightsOnLayer(layerdict, false);
+
+  // Save image
+  var imgdata = canvas.toDataURL("image/png");
+
+  var filename = pcbdata.metadata.title;
+  if (pcbdata.metadata.revision) {
+    filename += `.${pcbdata.metadata.revision}`;
+  }
+  filename += `.${layer}.png`;
+  saveFile(filename, dataURLtoBlob(imgdata));
+}
+
+function saveSettings() {
+  var data = {
+    type: "InteractiveHtmlBom settings",
+    version: 1,
+    pcbmetadata: pcbdata.metadata,
+    settings: settings,
+  }
+  var blob = new Blob([JSON.stringify(data, null, 4)], {
+    type: "application/json"
+  });
+  saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
+}
+
+function loadSettings() {
+  var input = document.createElement("input");
+  input.type = "file";
+  input.accept = ".settings.json";
+  input.onchange = function (e) {
+    var file = e.target.files[0];
+    var reader = new FileReader();
+    reader.onload = readerEvent => {
+      var content = readerEvent.target.result;
+      var newSettings;
+      try {
+        newSettings = JSON.parse(content);
+      } catch (e) {
+        alert("Selected file is not InteractiveHtmlBom settings file.");
+        return;
+      }
+      if (newSettings.type != "InteractiveHtmlBom settings") {
+        alert("Selected file is not InteractiveHtmlBom settings file.");
+        return;
+      }
+      var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
+      if (metadataMatches) {
+        for (var k in pcbdata.metadata) {
+          if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
+            metadataMatches = false;
+          }
+        }
+      }
+      if (!metadataMatches) {
+        var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
+        var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
+        if (!confirm(
+          `Settins file metadata does not match current metadata.\n\n` +
+          `Page metadata:\n${currentMetadata}\n\n` +
+          `Settings file metadata:\n${fileMetadata}\n\n` +
+          `Press OK if you would like to import settings anyway.`)) {
+          return;
+        }
+      }
+      overwriteSettings(newSettings.settings);
+    }
+    reader.readAsText(file, 'UTF-8');
+  }
+  input.click();
+}
+
+function resetSettings() {
+  if (!confirm(
+    `This will reset all checkbox states and other settings.\n\n` +
+    `Press OK if you want to continue.`)) {
+    return;
+  }
+  if (storage) {
+    var keys = [];
+    for (var i = 0; i < storage.length; i++) {
+      var key = storage.key(i);
+      if (key.startsWith(storagePrefix)) keys.push(key);
+    }
+    for (var key of keys) storage.removeItem(key);
+  }
+  location.reload();
+}
+
+function overwriteSettings(newSettings) {
+  initDone = false;
+  Object.assign(settings, newSettings);
+  writeStorage("bomlayout", settings.bomlayout);
+  writeStorage("bommode", settings.bommode);
+  writeStorage("canvaslayout", settings.canvaslayout);
+  writeStorage("bomCheckboxes", settings.checkboxes.join(","));
+  document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
+  for (var checkbox of settings.checkboxes) {
+    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
+  }
+  writeStorage("markWhenChecked", settings.markWhenChecked);
+  padsVisible(settings.renderPads);
+  document.getElementById("padsCheckbox").checked = settings.renderPads;
+  fabricationVisible(settings.renderFabrication);
+  document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
+  silkscreenVisible(settings.renderSilkscreen);
+  document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
+  referencesVisible(settings.renderReferences);
+  document.getElementById("referencesCheckbox").checked = settings.renderReferences;
+  valuesVisible(settings.renderValues);
+  document.getElementById("valuesCheckbox").checked = settings.renderValues;
+  tracksVisible(settings.renderTracks);
+  document.getElementById("tracksCheckbox").checked = settings.renderTracks;
+  zonesVisible(settings.renderZones);
+  document.getElementById("zonesCheckbox").checked = settings.renderZones;
+  dnpOutline(settings.renderDnpOutline);
+  document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
+  setRedrawOnDrag(settings.redrawOnDrag);
+  document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
+  setDarkMode(settings.darkMode);
+  document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
+  setHighlightPin1(settings.highlightpin1);
+  document.forms.highlightpin1.highlightpin1.value = settings.highlightpin1;
+  writeStorage("boardRotation", settings.boardRotation);
+  document.getElementById("boardRotation").value = settings.boardRotation / 5;
+  document.getElementById("rotationDegree").textContent = settings.boardRotation;
+  setOffsetBackRotation(settings.offsetBackRotation);
+  document.getElementById("offsetBackRotationCheckbox").checked = settings.offsetBackRotation;
+  initDone = true;
+  prepCheckboxes();
+  changeBomLayout(settings.bomlayout);
+}
+
+function saveFile(filename, blob) {
+  var link = document.createElement("a");
+  var objurl = URL.createObjectURL(blob);
+  link.download = filename;
+  link.href = objurl;
+  link.click();
+}
+
+function dataURLtoBlob(dataurl) {
+  var arr = dataurl.split(','),
+    mime = arr[0].match(/:(.*?);/)[1],
+    bstr = atob(arr[1]),
+    n = bstr.length,
+    u8arr = new Uint8Array(n);
+  while (n--) {
+    u8arr[n] = bstr.charCodeAt(n);
+  }
+  return new Blob([u8arr], {
+    type: mime
+  });
+}
+
+var settings = {
+  canvaslayout: "FB",
+  bomlayout: "left-right",
+  bommode: "grouped",
+  checkboxes: [],
+  checkboxStoredRefs: {},
+  darkMode: false,
+  highlightpin1: "none",
+  redrawOnDrag: true,
+  boardRotation: 0,
+  offsetBackRotation: false,
+  renderPads: true,
+  renderReferences: true,
+  renderValues: true,
+  renderSilkscreen: true,
+  renderFabrication: true,
+  renderDnpOutline: false,
+  renderTracks: true,
+  renderZones: true,
+  columnOrder: [],
+  hiddenColumns: [],
+  netColors: {},
+}
+
+function initDefaults() {
+  settings.bomlayout = readStorage("bomlayout");
+  if (settings.bomlayout === null) {
+    settings.bomlayout = config.bom_view;
+  }
+  if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
+    settings.bomlayout = config.bom_view;
+  }
+  settings.bommode = readStorage("bommode");
+  if (settings.bommode === null) {
+    settings.bommode = "grouped";
+  }
+  if (settings.bommode == "netlist" && !pcbdata.nets) {
+    settings.bommode = "grouped";
+  }
+  if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
+    settings.bommode = "grouped";
+  }
+  settings.canvaslayout = readStorage("canvaslayout");
+  if (settings.canvaslayout === null) {
+    settings.canvaslayout = config.layer_view;
+  }
+  var bomCheckboxes = readStorage("bomCheckboxes");
+  if (bomCheckboxes === null) {
+    bomCheckboxes = config.checkboxes;
+  }
+  settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
+  document.getElementById("bomCheckboxes").value = bomCheckboxes;
+
+  var highlightpin1 = readStorage("highlightpin1") || config.highlight_pin1;
+  if (highlightpin1 === "false") highlightpin1 = "none";
+  if (highlightpin1 === "true") highlightpin1 = "all";
+  setHighlightPin1(highlightpin1);
+  document.forms.highlightpin1.highlightpin1.value = highlightpin1;
+
+  settings.markWhenChecked = readStorage("markWhenChecked") || "";
+  populateMarkWhenCheckedOptions();
+
+  function initBooleanSetting(storageString, def, elementId, func) {
+    var b = readStorage(storageString);
+    if (b === null) {
+      b = def;
+    } else {
+      b = (b == "true");
+    }
+    document.getElementById(elementId).checked = b;
+    func(b);
+  }
+
+  initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
+  initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
+  initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
+  initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
+  initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
+  if ("tracks" in pcbdata) {
+    initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
+    initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
+  } else {
+    document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
+    tracksVisible(false);
+    zonesVisible(false);
+  }
+  initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
+  initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
+  initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);
+
+  var fields = ["checkboxes", "References"].concat(config.fields).concat(["Quantity"]);
+  var hcols = JSON.parse(readStorage("hiddenColumns"));
+  if (hcols === null) {
+    hcols = [];
+  }
+  settings.hiddenColumns = hcols.filter(e => fields.includes(e));
+
+  var cord = JSON.parse(readStorage("columnOrder"));
+  if (cord === null) {
+    cord = fields;
+  } else {
+    cord = cord.filter(e => fields.includes(e));
+    if (cord.length != fields.length)
+      cord = fields;
+  }
+  settings.columnOrder = cord;
+
+  settings.boardRotation = readStorage("boardRotation");
+  if (settings.boardRotation === null) {
+    settings.boardRotation = config.board_rotation * 5;
+  } else {
+    settings.boardRotation = parseInt(settings.boardRotation);
+  }
+  document.getElementById("boardRotation").value = settings.boardRotation / 5;
+  document.getElementById("rotationDegree").textContent = settings.boardRotation;
+  initBooleanSetting("offsetBackRotation", config.offset_back_rotation, "offsetBackRotationCheckbox", setOffsetBackRotation);
+
+  settings.netColors = JSON.parse(readStorage("netColors")) || {};
+}
+
+// Helper classes for user js callbacks.
+
+const IBOM_EVENT_TYPES = {
+  ALL: "all",
+  HIGHLIGHT_EVENT: "highlightEvent",
+  CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
+  BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
+}
+
+const EventHandler = {
+  callbacks: {},
+  init: function () {
+    for (eventType of Object.values(IBOM_EVENT_TYPES))
+      this.callbacks[eventType] = [];
+  },
+  registerCallback: function (eventType, callback) {
+    this.callbacks[eventType].push(callback);
+  },
+  emitEvent: function (eventType, eventArgs) {
+    event = {
+      eventType: eventType,
+      args: eventArgs,
+    }
+    var callback;
+    for (callback of this.callbacks[eventType])
+      callback(event);
+    for (callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
+      callback(event);
+  }
+}
+EventHandler.init();
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+/* PCB rendering code */
+
+var emptyContext2d = document.createElement("canvas").getContext("2d");
+
+function deg2rad(deg) {
+  return deg * Math.PI / 180;
+}
+
+function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
+  var point = [
+    linepoint[0] * text.width + offsetx,
+    linepoint[1] * text.height + offsety
+  ];
+  // This approximates pcbnew behavior with how text tilts depending on horizontal justification
+  point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
+  return point;
+}
+
+function drawText(ctx, text, color) {
+  if ("ref" in text && !settings.renderReferences) return;
+  if ("val" in text && !settings.renderValues) return;
+  ctx.save();
+  ctx.fillStyle = color;
+  ctx.strokeStyle = color;
+  ctx.lineCap = "round";
+  ctx.lineJoin = "round";
+  ctx.lineWidth = text.thickness;
+  if ("svgpath" in text) {
+    ctx.stroke(new Path2D(text.svgpath));
+    ctx.restore();
+    return;
+  }
+  if ("polygons" in text) {
+    ctx.fill(getPolygonsPath(text));
+    ctx.restore();
+    return;
+  }
+  ctx.translate(...text.pos);
+  ctx.translate(text.thickness * 0.5, 0);
+  var angle = -text.angle;
+  if (text.attr.includes("mirrored")) {
+    ctx.scale(-1, 1);
+    angle = -angle;
+  }
+  var tilt = 0;
+  if (text.attr.includes("italic")) {
+    tilt = 0.125;
+  }
+  var interline = text.height * 1.5 + text.thickness;
+  var txt = text.text.split("\n");
+  // KiCad ignores last empty line.
+  if (txt[txt.length - 1] == '') txt.pop();
+  ctx.rotate(deg2rad(angle));
+  var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
+  offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
+  for (var i in txt) {
+    var lineWidth = text.thickness + interline / 2 * tilt;
+    for (var j = 0; j < txt[i].length; j++) {
+      if (txt[i][j] == '\t') {
+        var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
+        lineWidth += fourSpaces - lineWidth % fourSpaces;
+      } else {
+        if (txt[i][j] == '~') {
+          j++;
+          if (j == txt[i].length)
+            break;
+        }
+        lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
+      }
+    }
+    var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
+    var inOverbar = false;
+    for (var j = 0; j < txt[i].length; j++) {
+      if (config.kicad_text_formatting) {
+        if (txt[i][j] == '\t') {
+          var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
+          offsetx += fourSpaces - offsetx % fourSpaces;
+          continue;
+        } else if (txt[i][j] == '~') {
+          j++;
+          if (j == txt[i].length)
+            break;
+          if (txt[i][j] != '~') {
+            inOverbar = !inOverbar;
+          }
+        }
+      }
+      var glyph = pcbdata.font_data[txt[i][j]];
+      if (inOverbar) {
+        var overbarStart = [offsetx, -text.height * 1.4 + offsety];
+        var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];
+
+        if (!lastHadOverbar) {
+          overbarStart[0] += text.height * 1.4 * tilt;
+          lastHadOverbar = true;
+        }
+        ctx.beginPath();
+        ctx.moveTo(...overbarStart);
+        ctx.lineTo(...overbarEnd);
+        ctx.stroke();
+      } else {
+        lastHadOverbar = false;
+      }
+      for (var line of glyph.l) {
+        ctx.beginPath();
+        ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
+        for (var k = 1; k < line.length; k++) {
+          ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
+        }
+        ctx.stroke();
+      }
+      offsetx += glyph.w * text.width;
+    }
+    offsety += interline;
+  }
+  ctx.restore();
+}
+
+function drawedge(ctx, scalefactor, edge, color) {
+  ctx.strokeStyle = color;
+  ctx.fillStyle = color;
+  ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
+  ctx.lineCap = "round";
+  ctx.lineJoin = "round";
+  if ("svgpath" in edge) {
+    ctx.stroke(new Path2D(edge.svgpath));
+  } else {
+    ctx.beginPath();
+    if (edge.type == "segment") {
+      ctx.moveTo(...edge.start);
+      ctx.lineTo(...edge.end);
+    }
+    if (edge.type == "rect") {
+      ctx.moveTo(...edge.start);
+      ctx.lineTo(edge.start[0], edge.end[1]);
+      ctx.lineTo(...edge.end);
+      ctx.lineTo(edge.end[0], edge.start[1]);
+      ctx.lineTo(...edge.start);
+    }
+    if (edge.type == "arc") {
+      ctx.arc(
+        ...edge.start,
+        edge.radius,
+        deg2rad(edge.startangle),
+        deg2rad(edge.endangle));
+    }
+    if (edge.type == "circle") {
+      ctx.arc(
+        ...edge.start,
+        edge.radius,
+        0, 2 * Math.PI);
+      ctx.closePath();
+    }
+    if (edge.type == "curve") {
+      ctx.moveTo(...edge.start);
+      ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
+    }
+    if("filled" in edge && edge.filled)
+      ctx.fill();
+    else
+      ctx.stroke();
+  }
+}
+
+function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
+  // chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
+  var path = new Path2D();
+  var width = size[0];
+  var height = size[1];
+  var x = width * -0.5;
+  var y = height * -0.5;
+  var chamfOffset = Math.min(width, height) * chamfratio;
+  path.moveTo(x, 0);
+  if (chamfpos & 4) {
+    path.lineTo(x, y + height - chamfOffset);
+    path.lineTo(x + chamfOffset, y + height);
+    path.lineTo(0, y + height);
+  } else {
+    path.arcTo(x, y + height, x + width, y + height, radius);
+  }
+  if (chamfpos & 8) {
+    path.lineTo(x + width - chamfOffset, y + height);
+    path.lineTo(x + width, y + height - chamfOffset);
+    path.lineTo(x + width, 0);
+  } else {
+    path.arcTo(x + width, y + height, x + width, y, radius);
+  }
+  if (chamfpos & 2) {
+    path.lineTo(x + width, y + chamfOffset);
+    path.lineTo(x + width - chamfOffset, y);
+    path.lineTo(0, y);
+  } else {
+    path.arcTo(x + width, y, x, y, radius);
+  }
+  if (chamfpos & 1) {
+    path.lineTo(x + chamfOffset, y);
+    path.lineTo(x, y + chamfOffset);
+    path.lineTo(x, 0);
+  } else {
+    path.arcTo(x, y, x, y + height, radius);
+  }
+  path.closePath();
+  return path;
+}
+
+function getOblongPath(size) {
+  return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
+}
+
+function getPolygonsPath(shape) {
+  if (shape.path2d) {
+    return shape.path2d;
+  }
+  if ("svgpath" in shape) {
+    shape.path2d = new Path2D(shape.svgpath);
+  } else {
+    var path = new Path2D();
+    for (var polygon of shape.polygons) {
+      path.moveTo(...polygon[0]);
+      for (var i = 1; i < polygon.length; i++) {
+        path.lineTo(...polygon[i]);
+      }
+      path.closePath();
+    }
+    shape.path2d = path;
+  }
+  return shape.path2d;
+}
+
+function drawPolygonShape(ctx, scalefactor, shape, color) {
+  ctx.save();
+  if (!("svgpath" in shape)) {
+    ctx.translate(...shape.pos);
+    ctx.rotate(deg2rad(-shape.angle));
+  }
+  if("filled" in shape && !shape.filled) {
+    ctx.strokeStyle = color;
+    ctx.lineWidth = Math.max(1 / scalefactor, shape.width);
+    ctx.lineCap = "round";
+    ctx.lineJoin = "round";
+    ctx.stroke(getPolygonsPath(shape));
+  } else {
+    ctx.fillStyle = color;
+    ctx.fill(getPolygonsPath(shape));
+  }
+  ctx.restore();
+}
+
+function drawDrawing(ctx, scalefactor, drawing, color) {
+  if (["segment", "arc", "circle", "curve", "rect"].includes(drawing.type)) {
+    drawedge(ctx, scalefactor, drawing, color);
+  } else if (drawing.type == "polygon") {
+    drawPolygonShape(ctx, scalefactor, drawing, color);
+  } else {
+    drawText(ctx, drawing, color);
+  }
+}
+
+function getCirclePath(radius) {
+  var path = new Path2D();
+  path.arc(0, 0, radius, 0, 2 * Math.PI);
+  path.closePath();
+  return path;
+}
+
+function getCachedPadPath(pad) {
+  if (!pad.path2d) {
+    // if path2d is not set, build one and cache it on pad object
+    if (pad.shape == "rect") {
+      pad.path2d = new Path2D();
+      pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
+    } else if (pad.shape == "oval") {
+      pad.path2d = getOblongPath(pad.size);
+    } else if (pad.shape == "circle") {
+      pad.path2d = getCirclePath(pad.size[0] / 2);
+    } else if (pad.shape == "roundrect") {
+      pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
+    } else if (pad.shape == "chamfrect") {
+      pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
+    } else if (pad.shape == "custom") {
+      pad.path2d = getPolygonsPath(pad);
+    }
+  }
+  return pad.path2d;
+}
+
+function drawPad(ctx, pad, color, outline) {
+  ctx.save();
+  ctx.translate(...pad.pos);
+  ctx.rotate(-deg2rad(pad.angle));
+  if (pad.offset) {
+    ctx.translate(...pad.offset);
+  }
+  ctx.fillStyle = color;
+  ctx.strokeStyle = color;
+  var path = getCachedPadPath(pad);
+  if (outline) {
+    ctx.stroke(path);
+  } else {
+    ctx.fill(path);
+  }
+  ctx.restore();
+}
+
+function drawPadHole(ctx, pad, padHoleColor) {
+  if (pad.type != "th") return;
+  ctx.save();
+  ctx.translate(...pad.pos);
+  ctx.rotate(-deg2rad(pad.angle));
+  ctx.fillStyle = padHoleColor;
+  if (pad.drillshape == "oblong") {
+    ctx.fill(getOblongPath(pad.drillsize));
+  } else {
+    ctx.fill(getCirclePath(pad.drillsize[0] / 2));
+  }
+  ctx.restore();
+}
+
+function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, outline) {
+  if (highlight) {
+    // draw bounding box
+    if (footprint.layer == layer) {
+      ctx.save();
+      ctx.globalAlpha = 0.2;
+      ctx.translate(...footprint.bbox.pos);
+      ctx.rotate(deg2rad(-footprint.bbox.angle));
+      ctx.translate(...footprint.bbox.relpos);
+      ctx.fillStyle = colors.pad;
+      ctx.fillRect(0, 0, ...footprint.bbox.size);
+      ctx.globalAlpha = 1;
+      ctx.strokeStyle = colors.pad;
+      ctx.lineWidth = 3 / scalefactor;
+      ctx.strokeRect(0, 0, ...footprint.bbox.size);
+      ctx.restore();
+    }
+  }
+  // draw drawings
+  for (var drawing of footprint.drawings) {
+    if (drawing.layer == layer) {
+      drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad);
+    }
+  }
+  ctx.lineWidth = 3 / scalefactor;
+  // draw pads
+  if (settings.renderPads) {
+    for (var pad of footprint.pads) {
+      if (pad.layers.includes(layer)) {
+        drawPad(ctx, pad, colors.pad, outline);
+        if (pad.pin1 &&
+          (settings.highlightpin1 == "all" ||
+            settings.highlightpin1 == "selected" && highlight)) {
+          drawPad(ctx, pad, colors.outline, true);
+        }
+      }
+    }
+    for (var pad of footprint.pads) {
+      drawPadHole(ctx, pad, colors.padHole);
+    }
+  }
+}
+
+function drawEdgeCuts(canvas, scalefactor) {
+  var ctx = canvas.getContext("2d");
+  var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
+  for (var edge of pcbdata.edges) {
+    drawDrawing(ctx, scalefactor, edge, edgecolor);
+  }
+}
+
+function drawFootprints(canvas, layer, scalefactor, highlight) {
+  var ctx = canvas.getContext("2d");
+  ctx.lineWidth = 3 / scalefactor;
+  var style = getComputedStyle(topmostdiv);
+
+  var colors = {
+    pad: style.getPropertyValue('--pad-color'),
+    padHole: style.getPropertyValue('--pad-hole-color'),
+    outline: style.getPropertyValue('--pin1-outline-color'),
+  }
+
+  for (var i = 0; i < pcbdata.footprints.length; i++) {
+    var mod = pcbdata.footprints[i];
+    var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
+    var h = highlightedFootprints.includes(i);
+    var d = markedFootprints.has(i);
+    if (highlight) {
+      if(h && d) {
+        colors.pad = style.getPropertyValue('--pad-color-highlight-both');
+        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-both');
+      } else if (h) {
+        colors.pad = style.getPropertyValue('--pad-color-highlight');
+        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight');
+      } else if (d) {
+        colors.pad = style.getPropertyValue('--pad-color-highlight-marked');
+        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-marked');
+      }
+    }
+    if( h || d || !highlight) {
+      drawFootprint(ctx, layer, scalefactor, mod, colors, highlight, outline);
+    }
+  }
+}
+
+function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
+  var ctx = canvas.getContext("2d");
+  for (var d of pcbdata.drawings[layername][layer]) {
+    if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
+      drawedge(ctx, scalefactor, d, edgeColor);
+    } else if (d.type == "polygon") {
+      drawPolygonShape(ctx, scalefactor, d, polygonColor);
+    } else {
+      drawText(ctx, d, textColor);
+    }
+  }
+}
+
+function drawTracks(canvas, layer, defaultColor, highlight) {
+  ctx = canvas.getContext("2d");
+  ctx.lineCap = "round";
+
+  var hasHole = (track) => (
+    'drillsize' in track &&
+    track.start[0] == track.end[0] &&
+    track.start[1] == track.end[1]);
+
+  // First draw tracks and tented vias
+  for (var track of pcbdata.tracks[layer]) {
+    if (highlight && highlightedNet != track.net) continue;
+    if (!hasHole(track)) {
+      ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
+      ctx.lineWidth = track.width;
+      ctx.beginPath();
+      if ('radius' in track) {
+        ctx.arc(
+          ...track.center,
+          track.radius,
+          deg2rad(track.startangle),
+          deg2rad(track.endangle));
+      } else {
+        ctx.moveTo(...track.start);
+        ctx.lineTo(...track.end);
+      }
+      ctx.stroke();
+    }
+  }
+  // Second pass to draw untented vias
+  var style = getComputedStyle(topmostdiv);
+  var holeColor = style.getPropertyValue('--pad-hole-color')
+
+  for (var track of pcbdata.tracks[layer]) {
+    if (highlight && highlightedNet != track.net) continue;
+    if (hasHole(track)) {
+      ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
+      ctx.lineWidth = track.width;
+      ctx.beginPath();
+      ctx.moveTo(...track.start);
+      ctx.lineTo(...track.end);
+      ctx.stroke();
+      ctx.strokeStyle = holeColor;
+      ctx.lineWidth = track.drillsize;
+      ctx.lineTo(...track.end);
+      ctx.stroke();
+    }
+  }
+}
+
+function drawZones(canvas, layer, defaultColor, highlight) {
+  ctx = canvas.getContext("2d");
+  ctx.lineJoin = "round";
+  for (var zone of pcbdata.zones[layer]) {
+    if (highlight && highlightedNet != zone.net) continue;
+    ctx.strokeStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
+    ctx.fillStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
+    if (!zone.path2d) {
+      zone.path2d = getPolygonsPath(zone);
+    }
+    ctx.fill(zone.path2d, zone.fillrule || "nonzero");
+    if (zone.width > 0) {
+      ctx.lineWidth = zone.width;
+      ctx.stroke(zone.path2d);
+    }
+  }
+}
+
+function clearCanvas(canvas, color = null) {
+  var ctx = canvas.getContext("2d");
+  ctx.save();
+  ctx.setTransform(1, 0, 0, 1, 0, 0);
+  if (color) {
+    ctx.fillStyle = color;
+    ctx.fillRect(0, 0, canvas.width, canvas.height);
+  } else {
+    if (!window.matchMedia("print").matches)
+      ctx.clearRect(0, 0, canvas.width, canvas.height);
+  }
+  ctx.restore();
+}
+
+function drawNets(canvas, layer, highlight) {
+  var style = getComputedStyle(topmostdiv);
+  if (settings.renderZones) {
+    var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
+    drawZones(canvas, layer, zoneColor, highlight);
+  }
+  if (settings.renderTracks) {
+    var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
+    drawTracks(canvas, layer, trackColor, highlight);
+  }
+  if (highlight && settings.renderPads) {
+    var padColor = style.getPropertyValue('--pad-color-highlight');
+    var padHoleColor = style.getPropertyValue('--pad-hole-color');
+    var ctx = canvas.getContext("2d");
+    for (var footprint of pcbdata.footprints) {
+      // draw pads
+      var padDrawn = false;
+      for (var pad of footprint.pads) {
+        if (highlightedNet != pad.net) continue;
+        if (pad.layers.includes(layer)) {
+          drawPad(ctx, pad, padColor, false);
+          padDrawn = true;
+        }
+      }
+      if (padDrawn) {
+        // redraw all pad holes because some pads may overlap
+        for (var pad of footprint.pads) {
+          drawPadHole(ctx, pad, padHoleColor);
+        }
+      }
+    }
+  }
+}
+
+function drawHighlightsOnLayer(canvasdict, clear = true) {
+  if (clear) {
+    clearCanvas(canvasdict.highlight);
+  }
+  if (markedFootprints.size > 0 || highlightedFootprints.length > 0) {
+    drawFootprints(canvasdict.highlight, canvasdict.layer,
+      canvasdict.transform.s * canvasdict.transform.zoom, true);
+  }
+  if (highlightedNet !== null) {
+    drawNets(canvasdict.highlight, canvasdict.layer, true);
+  }
+}
+
+function drawHighlights() {
+  drawHighlightsOnLayer(allcanvas.front);
+  drawHighlightsOnLayer(allcanvas.back);
+}
+
+function drawBackground(canvasdict, clear = true) {
+  if (clear) {
+    clearCanvas(canvasdict.bg);
+    clearCanvas(canvasdict.fab);
+    clearCanvas(canvasdict.silk);
+  }
+
+  drawNets(canvasdict.bg, canvasdict.layer, false);
+  drawFootprints(canvasdict.bg, canvasdict.layer,
+    canvasdict.transform.s * canvasdict.transform.zoom, false);
+
+  drawEdgeCuts(canvasdict.bg, canvasdict.transform.s * canvasdict.transform.zoom);
+
+  var style = getComputedStyle(topmostdiv);
+  var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
+  var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
+  var textColor = style.getPropertyValue('--silkscreen-text-color');
+  if (settings.renderSilkscreen) {
+    drawBgLayer(
+      "silkscreen", canvasdict.silk, canvasdict.layer,
+      canvasdict.transform.s * canvasdict.transform.zoom,
+      edgeColor, polygonColor, textColor);
+  }
+  edgeColor = style.getPropertyValue('--fabrication-edge-color');
+  polygonColor = style.getPropertyValue('--fabrication-polygon-color');
+  textColor = style.getPropertyValue('--fabrication-text-color');
+  if (settings.renderFabrication) {
+    drawBgLayer(
+      "fabrication", canvasdict.fab, canvasdict.layer,
+      canvasdict.transform.s * canvasdict.transform.zoom,
+      edgeColor, polygonColor, textColor);
+  }
+}
+
+function prepareCanvas(canvas, flip, transform) {
+  var ctx = canvas.getContext("2d");
+  ctx.setTransform(1, 0, 0, 1, 0, 0);
+  ctx.scale(transform.zoom, transform.zoom);
+  ctx.translate(transform.panx, transform.pany);
+  if (flip) {
+    ctx.scale(-1, 1);
+  }
+  ctx.translate(transform.x, transform.y);
+  ctx.rotate(deg2rad(settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
+  ctx.scale(transform.s, transform.s);
+}
+
+function prepareLayer(canvasdict) {
+  var flip = (canvasdict.layer === "B");
+  for (var c of ["bg", "fab", "silk", "highlight"]) {
+    prepareCanvas(canvasdict[c], flip, canvasdict.transform);
+  }
+}
+
+function rotateVector(v, angle) {
+  angle = deg2rad(angle);
+  return [
+    v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
+    v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
+  ];
+}
+
+function applyRotation(bbox, flip) {
+  var corners = [
+    [bbox.minx, bbox.miny],
+    [bbox.minx, bbox.maxy],
+    [bbox.maxx, bbox.miny],
+    [bbox.maxx, bbox.maxy],
+  ];
+  corners = corners.map((v) => rotateVector(v, settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
+  return {
+    minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
+    miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
+    maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
+    maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
+  }
+}
+
+function recalcLayerScale(layerdict, width, height) {
+  var flip = (layerdict.layer === "B");
+  var bbox = applyRotation(pcbdata.edges_bbox, flip);
+  var scalefactor = 0.98 * Math.min(
+    width / (bbox.maxx - bbox.minx),
+    height / (bbox.maxy - bbox.miny)
+  );
+  if (scalefactor < 0.1) {
+    scalefactor = 1;
+  }
+  layerdict.transform.s = scalefactor;
+  if (flip) {
+    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
+  } else {
+    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
+  }
+  layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
+  for (var c of ["bg", "fab", "silk", "highlight"]) {
+    canvas = layerdict[c];
+    canvas.width = width;
+    canvas.height = height;
+    canvas.style.width = (width / devicePixelRatio) + "px";
+    canvas.style.height = (height / devicePixelRatio) + "px";
+  }
+}
+
+function redrawCanvas(layerdict) {
+  prepareLayer(layerdict);
+  drawBackground(layerdict);
+  drawHighlightsOnLayer(layerdict);
+}
+
+function resizeCanvas(layerdict) {
+  var canvasdivid = {
+    "F": "frontcanvas",
+    "B": "backcanvas"
+  } [layerdict.layer];
+  var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
+  var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
+  recalcLayerScale(layerdict, width, height);
+  redrawCanvas(layerdict);
+}
+
+function resizeAll() {
+  resizeCanvas(allcanvas.front);
+  resizeCanvas(allcanvas.back);
+}
+
+function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
+  var A = x - x1;
+  var B = y - y1;
+  var C = x2 - x1;
+  var D = y2 - y1;
+
+  var dot = A * C + B * D;
+  var len_sq = C * C + D * D;
+  var dx, dy;
+  if (len_sq == 0) {
+    // start and end of the segment coincide
+    dx = x - x1;
+    dy = y - y1;
+  } else {
+    var param = dot / len_sq;
+    var xx, yy;
+    if (param < 0) {
+      xx = x1;
+      yy = y1;
+    } else if (param > 1) {
+      xx = x2;
+      yy = y2;
+    } else {
+      xx = x1 + param * C;
+      yy = y1 + param * D;
+    }
+    dx = x - xx;
+    dy = y - yy;
+  }
+  return dx * dx + dy * dy <= d * d;
+}
+
+function modulo(n, mod) {
+  return ((n % mod) + mod) % mod;
+}
+
+function pointWithinDistanceToArc(x, y, xc, yc, radius, startangle, endangle, d) {
+  var dx = x - xc;
+  var dy = y - yc;
+  var r_sq = dx * dx + dy * dy;
+  var rmin = Math.max(0, radius - d);
+  var rmax = radius + d;
+
+  if (r_sq < rmin * rmin || r_sq > rmax * rmax)
+    return false;
+
+  var angle1 = modulo(deg2rad(startangle), 2 * Math.PI);
+  var dx1 = xc + radius * Math.cos(angle1) - x;
+  var dy1 = yc + radius * Math.sin(angle1) - y;
+  if (dx1 * dx1 + dy1 * dy1 <= d * d)
+    return true;
+
+  var angle2 = modulo(deg2rad(endangle), 2 * Math.PI);
+  var dx2 = xc + radius * Math.cos(angle2) - x;
+  var dy2 = yc + radius * Math.sin(angle2) - y;
+  if (dx2 * dx2 + dy2 * dy2 <= d * d)
+    return true;
+
+  var angle = modulo(Math.atan2(dy, dx), 2 * Math.PI);
+  if (angle1 > angle2)
+    return (angle >= angle2 || angle <= angle1);
+  else
+    return (angle >= angle1 && angle <= angle2);
+}
+
+function pointWithinPad(x, y, pad) {
+  var v = [x - pad.pos[0], y - pad.pos[1]];
+  v = rotateVector(v, pad.angle);
+  if (pad.offset) {
+    v[0] -= pad.offset[0];
+    v[1] -= pad.offset[1];
+  }
+  return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
+}
+
+function netHitScan(layer, x, y) {
+  // Check track segments
+  if (settings.renderTracks && pcbdata.tracks) {
+    for (var track of pcbdata.tracks[layer]) {
+      if ('radius' in track) {
+        if (pointWithinDistanceToArc(x, y, ...track.center, track.radius, track.startangle, track.endangle, track.width / 2)) {
+          return track.net;
+        }
+      } else {
+        if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
+          return track.net;
+        }
+      }
+    }
+  }
+  // Check pads
+  if (settings.renderPads) {
+    for (var footprint of pcbdata.footprints) {
+      for (var pad of footprint.pads) {
+        if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
+          return pad.net;
+        }
+      }
+    }
+  }
+  return null;
+}
+
+function pointWithinFootprintBbox(x, y, bbox) {
+  var v = [x - bbox.pos[0], y - bbox.pos[1]];
+  v = rotateVector(v, bbox.angle);
+  return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
+    bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
+}
+
+function bboxHitScan(layer, x, y) {
+  var result = [];
+  for (var i = 0; i < pcbdata.footprints.length; i++) {
+    var footprint = pcbdata.footprints[i];
+    if (footprint.layer == layer) {
+      if (pointWithinFootprintBbox(x, y, footprint.bbox)) {
+        result.push(i);
+      }
+    }
+  }
+  return result;
+}
+
+function handlePointerDown(e, layerdict) {
+  if (e.button != 0 && e.button != 1) {
+    return;
+  }
+  e.preventDefault();
+  e.stopPropagation();
+
+  if (!e.hasOwnProperty("offsetX")) {
+    // The polyfill doesn't set this properly
+    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
+    e.offsetY = e.pageY - e.currentTarget.offsetTop;
+  }
+
+  layerdict.pointerStates[e.pointerId] = {
+    distanceTravelled: 0,
+    lastX: e.offsetX,
+    lastY: e.offsetY,
+    downTime: Date.now(),
+  };
+}
+
+function handleMouseClick(e, layerdict) {
+  if (!e.hasOwnProperty("offsetX")) {
+    // The polyfill doesn't set this properly
+    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
+    e.offsetY = e.pageY - e.currentTarget.offsetTop;
+  }
+
+  var x = e.offsetX;
+  var y = e.offsetY;
+  var t = layerdict.transform;
+  var flip = layerdict.layer === "B";
+  if (flip) {
+    x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
+  } else {
+    x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
+  }
+  y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
+  var v = rotateVector([x, y], -settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0));
+  if ("nets" in pcbdata) {
+    var net = netHitScan(layerdict.layer, ...v);
+    if (net !== highlightedNet) {
+      netClicked(net);
+    }
+  }
+  if (highlightedNet === null) {
+    var footprints = bboxHitScan(layerdict.layer, ...v);
+    if (footprints.length > 0) {
+      footprintsClicked(footprints);
+    }
+  }
+}
+
+function handlePointerLeave(e, layerdict) {
+  e.preventDefault();
+  e.stopPropagation();
+
+  if (!settings.redrawOnDrag) {
+    redrawCanvas(layerdict);
+  }
+
+  delete layerdict.pointerStates[e.pointerId];
+}
+
+function resetTransform(layerdict) {
+  layerdict.transform.panx = 0;
+  layerdict.transform.pany = 0;
+  layerdict.transform.zoom = 1;
+  redrawCanvas(layerdict);
+}
+
+function handlePointerUp(e, layerdict) {
+  if (!e.hasOwnProperty("offsetX")) {
+    // The polyfill doesn't set this properly
+    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
+    e.offsetY = e.pageY - e.currentTarget.offsetTop;
+  }
+
+  e.preventDefault();
+  e.stopPropagation();
+
+  if (e.button == 2) {
+    // Reset pan and zoom on right click.
+    resetTransform(layerdict);
+    layerdict.anotherPointerTapped = false;
+    return;
+  }
+
+  // We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
+  var ptr = layerdict.pointerStates[e.pointerId];
+  ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);
+
+  if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
+    if (Object.keys(layerdict.pointerStates).length == 1) {
+      if (layerdict.anotherPointerTapped) {
+        // This is the second pointer coming off of a two-finger tap
+        resetTransform(layerdict);
+      } else {
+        // This is just a regular tap
+        handleMouseClick(e, layerdict);
+      }
+      layerdict.anotherPointerTapped = false;
+    } else {
+      // This is the first finger coming off of what could become a two-finger tap
+      layerdict.anotherPointerTapped = true;
+    }
+  } else {
+    if (!settings.redrawOnDrag) {
+      redrawCanvas(layerdict);
+    }
+    layerdict.anotherPointerTapped = false;
+  }
+
+  delete layerdict.pointerStates[e.pointerId];
+}
+
+function handlePointerMove(e, layerdict) {
+  if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
+    return;
+  }
+  e.preventDefault();
+  e.stopPropagation();
+
+  if (!e.hasOwnProperty("offsetX")) {
+    // The polyfill doesn't set this properly
+    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
+    e.offsetY = e.pageY - e.currentTarget.offsetTop;
+  }
+
+  var thisPtr = layerdict.pointerStates[e.pointerId];
+
+  var dx = e.offsetX - thisPtr.lastX;
+  var dy = e.offsetY - thisPtr.lastY;
+
+  // If this number is low on pointer up, we count the action as a click
+  thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);
+
+  if (Object.keys(layerdict.pointerStates).length == 1) {
+    // This is a simple drag
+    layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
+    layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
+  } else if (Object.keys(layerdict.pointerStates).length == 2) {
+    var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];
+
+    var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
+    var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2) + Math.pow(e.offsetY - otherPtr.lastY, 2));
+
+    var scaleFactor = newDist / oldDist;
+
+    if (scaleFactor != NaN) {
+      layerdict.transform.zoom *= scaleFactor;
+
+      var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
+      layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
+      layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
+    }
+  }
+
+  thisPtr.lastX = e.offsetX;
+  thisPtr.lastY = e.offsetY;
+
+  if (settings.redrawOnDrag) {
+    redrawCanvas(layerdict);
+  }
+}
+
+function handleMouseWheel(e, layerdict) {
+  e.preventDefault();
+  e.stopPropagation();
+  var t = layerdict.transform;
+  var wheeldelta = e.deltaY;
+  if (e.deltaMode == 1) {
+    // FF only, scroll by lines
+    wheeldelta *= 30;
+  } else if (e.deltaMode == 2) {
+    wheeldelta *= 300;
+  }
+  var m = Math.pow(1.1, -wheeldelta / 40);
+  // Limit amount of zoom per tick.
+  if (m > 2) {
+    m = 2;
+  } else if (m < 0.5) {
+    m = 0.5;
+  }
+  t.zoom *= m;
+  var zoomd = (1 - m) / t.zoom;
+  t.panx += devicePixelRatio * e.offsetX * zoomd;
+  t.pany += devicePixelRatio * e.offsetY * zoomd;
+  redrawCanvas(layerdict);
+}
+
+function addMouseHandlers(div, layerdict) {
+  div.addEventListener("pointerdown", function(e) {
+    handlePointerDown(e, layerdict);
+  });
+  div.addEventListener("pointermove", function(e) {
+    handlePointerMove(e, layerdict);
+  });
+  div.addEventListener("pointerup", function(e) {
+    handlePointerUp(e, layerdict);
+  });
+  var pointerleave = function(e) {
+    handlePointerLeave(e, layerdict);
+  }
+  div.addEventListener("pointercancel", pointerleave);
+  div.addEventListener("pointerleave", pointerleave);
+  div.addEventListener("pointerout", pointerleave);
+
+  div.onwheel = function(e) {
+    handleMouseWheel(e, layerdict);
+  }
+  for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
+    element.addEventListener("contextmenu", function(e) {
+      e.preventDefault();
+    }, false);
+  }
+}
+
+function setRedrawOnDrag(value) {
+  settings.redrawOnDrag = value;
+  writeStorage("redrawOnDrag", value);
+}
+
+function setBoardRotation(value) {
+  settings.boardRotation = value * 5;
+  writeStorage("boardRotation", settings.boardRotation);
+  document.getElementById("rotationDegree").textContent = settings.boardRotation;
+  resizeAll();
+}
+
+function setOffsetBackRotation(value) {
+  settings.offsetBackRotation = value;
+  writeStorage("offsetBackRotation", value);
+  resizeAll();
+}
+
+function initRender() {
+  allcanvas = {
+    front: {
+      transform: {
+        x: 0,
+        y: 0,
+        s: 1,
+        panx: 0,
+        pany: 0,
+        zoom: 1,
+      },
+      pointerStates: {},
+      anotherPointerTapped: false,
+      bg: document.getElementById("F_bg"),
+      fab: document.getElementById("F_fab"),
+      silk: document.getElementById("F_slk"),
+      highlight: document.getElementById("F_hl"),
+      layer: "F",
+    },
+    back: {
+      transform: {
+        x: 0,
+        y: 0,
+        s: 1,
+        panx: 0,
+        pany: 0,
+        zoom: 1,
+      },
+      pointerStates: {},
+      anotherPointerTapped: false,
+      bg: document.getElementById("B_bg"),
+      fab: document.getElementById("B_fab"),
+      silk: document.getElementById("B_slk"),
+      highlight: document.getElementById("B_hl"),
+      layer: "B",
+    }
+  };
+  addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
+  addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
+}
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+/*
+ * Table reordering via Drag'n'Drop
+ * Inspired by: https://htmldom.dev/drag-and-drop-table-column
+ */
+
+function setBomHandlers() {
+
+  const bom = document.getElementById('bomtable');
+
+  let dragName;
+  let placeHolderElements;
+  let draggingElement;
+  let forcePopulation;
+  let xOffset;
+  let yOffset;
+  let wasDragged;
+
+  const mouseUpHandler = function(e) {
+    // Delete dragging element
+    draggingElement.remove();
+
+    // Make BOM selectable again
+    bom.style.removeProperty("userSelect");
+
+    // Remove listeners
+    document.removeEventListener('mousemove', mouseMoveHandler);
+    document.removeEventListener('mouseup', mouseUpHandler);
+
+    if (wasDragged) {
+      // Redraw whole BOM
+      populateBomTable();
+    }
+  }
+
+  const mouseMoveHandler = function(e) {
+    // Notice the dragging
+    wasDragged = true;
+
+    // Make the dragged element visible
+    draggingElement.style.removeProperty("display");
+
+    // Set elements position to mouse position
+    draggingElement.style.left = `${e.screenX - xOffset}px`;
+    draggingElement.style.top = `${e.screenY - yOffset}px`;
+
+    // Forced redrawing of BOM table
+    if (forcePopulation) {
+      forcePopulation = false;
+      // Copy array
+      phe = Array.from(placeHolderElements);
+      // populate BOM table again
+      populateBomHeader(dragName, phe);
+      populateBomBody(dragName, phe);
+    }
+
+    // Set up array of hidden columns
+    var hiddenColumns = Array.from(settings.hiddenColumns);
+    // In the ungrouped mode, quantity don't exist
+    if (settings.bommode === "ungrouped")
+      hiddenColumns.push("Quantity");
+    // If no checkbox fields can be found, we consider them hidden
+    if (settings.checkboxes.length == 0)
+      hiddenColumns.push("checkboxes");
+
+    // Get table headers and group them into checkboxes, extrafields and normal headers
+    const bh = document.getElementById("bomhead");
+    headers = Array.from(bh.querySelectorAll("th"))
+    headers.shift() // numCol is not part of the columnOrder
+    headerGroups = []
+    lastCompoundClass = null;
+    for (i = 0; i < settings.columnOrder.length; i++) {
+      cElem = settings.columnOrder[i];
+      if (hiddenColumns.includes(cElem)) {
+        // Hidden columns appear as a dummy element
+        headerGroups.push([]);
+        continue;
+      }
+      elem = headers.filter(e => getColumnOrderName(e) === cElem)[0];
+      if (elem.classList.contains("bom-checkbox")) {
+        if (lastCompoundClass === "bom-checkbox") {
+          cbGroup = headerGroups.pop();
+          cbGroup.push(elem);
+          headerGroups.push(cbGroup);
+        } else {
+          lastCompoundClass = "bom-checkbox";
+          headerGroups.push([elem])
+        }
+      } else {
+        headerGroups.push([elem])
+      }
+    }
+
+    // Copy settings.columnOrder
+    var columns = Array.from(settings.columnOrder)
+
+    // Set up array with indices of hidden columns
+    var hiddenIndices = hiddenColumns.map(e => settings.columnOrder.indexOf(e));
+    var dragIndex = columns.indexOf(dragName);
+    var swapIndex = dragIndex;
+    var swapDone = false;
+
+    // Check if the current dragged element is swapable with the left or right element
+    if (dragIndex > 0) {
+      // Get left headers boundingbox
+      swapIndex = dragIndex - 1;
+      while (hiddenIndices.includes(swapIndex) && swapIndex > 0)
+        swapIndex--;
+      if (!hiddenIndices.includes(swapIndex)) {
+        box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
+        if (e.clientX < box.left + window.scrollX + (box.width / 2)) {
+          swapElement = columns[dragIndex];
+          columns.splice(dragIndex, 1);
+          columns.splice(swapIndex, 0, swapElement);
+          forcePopulation = true;
+          swapDone = true;
+        }
+      }
+    }
+    if ((!swapDone) && dragIndex < headerGroups.length - 1) {
+      // Get right headers boundingbox
+      swapIndex = dragIndex + 1;
+      while (hiddenIndices.includes(swapIndex))
+        swapIndex++;
+      if (swapIndex < headerGroups.length) {
+        box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
+        if (e.clientX > box.left + window.scrollX + (box.width / 2)) {
+          swapElement = columns[dragIndex];
+          columns.splice(dragIndex, 1);
+          columns.splice(swapIndex, 0, swapElement);
+          forcePopulation = true;
+          swapDone = true;
+        }
+      }
+    }
+
+    // Write back change to storage
+    if (swapDone) {
+      settings.columnOrder = columns
+      writeStorage("columnOrder", JSON.stringify(columns));
+    }
+
+  }
+
+  const mouseDownHandler = function(e) {
+    var target = e.target;
+    if (target.tagName.toLowerCase() != "td")
+      target = target.parentElement;
+
+    // Used to check if a dragging has ever happened
+    wasDragged = false;
+
+    // Create new element which will be displayed as the dragged column
+    draggingElement = document.createElement("div")
+    draggingElement.classList.add("dragging");
+    draggingElement.style.display = "none";
+    draggingElement.style.position = "absolute";
+    draggingElement.style.overflow = "hidden";
+
+    // Get bomhead and bombody elements
+    const bh = document.getElementById("bomhead");
+    const bb = document.getElementById("bombody");
+
+    // Get all compound headers for the current column
+    var compoundHeaders;
+    if (target.classList.contains("bom-checkbox")) {
+      compoundHeaders = Array.from(bh.querySelectorAll("th.bom-checkbox"));
+    } else {
+      compoundHeaders = [target];
+    }
+
+    // Create new table which will display the column
+    var newTable = document.createElement("table");
+    newTable.classList.add("bom");
+    newTable.style.background = "white";
+    draggingElement.append(newTable);
+
+    // Create new header element
+    var newHeader = document.createElement("thead");
+    newTable.append(newHeader);
+
+    // Set up array for storing all placeholder elements
+    placeHolderElements = [];
+
+    // Add all compound headers to the new thead element and placeholders
+    compoundHeaders.forEach(function(h) {
+      clone = cloneElementWithDimensions(h);
+      newHeader.append(clone);
+      placeHolderElements.push(clone);
+    });
+
+    // Create new body element
+    var newBody = document.createElement("tbody");
+    newTable.append(newBody);
+
+    // Get indices for compound headers
+    var idxs = compoundHeaders.map(e => getBomTableHeaderIndex(e));
+
+    // For each row in the BOM body...
+    var rows = bb.querySelectorAll("tr");
+    rows.forEach(function(row) {
+      // ..get the cells for the compound column
+      const tds = row.querySelectorAll("td");
+      var copytds = idxs.map(i => tds[i]);
+      // Add them to the new element and the placeholders
+      var newRow = document.createElement("tr");
+      copytds.forEach(function(td) {
+        clone = cloneElementWithDimensions(td);
+        newRow.append(clone);
+        placeHolderElements.push(clone);
+      });
+      newBody.append(newRow);
+    });
+
+    // Compute width for compound header
+    var width = compoundHeaders.reduce((acc, x) => acc + x.clientWidth, 0);
+    draggingElement.style.width = `${width}px`;
+
+    // Insert the new dragging element and disable selection on BOM
+    bom.insertBefore(draggingElement, null);
+    bom.style.userSelect = "none";
+
+    // Determine the mouse position offset
+    xOffset = e.screenX - compoundHeaders.reduce((acc, x) => Math.min(acc, x.offsetLeft), compoundHeaders[0].offsetLeft);
+    yOffset = e.screenY - compoundHeaders[0].offsetTop;
+
+    // Get name for the column in settings.columnOrder
+    dragName = getColumnOrderName(target);
+
+    // Change text and class for placeholder elements
+    placeHolderElements = placeHolderElements.map(function(e) {
+      newElem = cloneElementWithDimensions(e);
+      newElem.textContent = "";
+      newElem.classList.add("placeholder");
+      return newElem;
+    });
+
+    // On next mouse move, the whole BOM needs to be redrawn to show the placeholders
+    forcePopulation = true;
+
+    // Add listeners for move and up on mouse
+    document.addEventListener('mousemove', mouseMoveHandler);
+    document.addEventListener('mouseup', mouseUpHandler);
+  }
+
+  // In netlist mode, there is nothing to reorder
+  if (settings.bommode === "netlist")
+    return;
+
+  // Add mouseDownHandler to every column except the numCol
+  bom.querySelectorAll("th")
+    .forEach(function(head) {
+      if (!head.classList.contains("numCol")) {
+        head.onmousedown = mouseDownHandler;
+      }
+    });
+
+}
+
+function getBoundingClientRectFromMultiple(elements) {
+  var elems = Array.from(elements);
+
+  if (elems.length == 0)
+    return null;
+
+  var box = elems.shift()
+    .getBoundingClientRect();
+
+  elems.forEach(function(elem) {
+    var elembox = elem.getBoundingClientRect();
+    box.left = Math.min(elembox.left, box.left);
+    box.top = Math.min(elembox.top, box.top);
+    box.width += elembox.width;
+    box.height = Math.max(elembox.height, box.height);
+  });
+
+  return box;
+}
+
+function cloneElementWithDimensions(elem) {
+  var newElem = elem.cloneNode(true);
+  newElem.style.height = window.getComputedStyle(elem).height;
+  newElem.style.width = window.getComputedStyle(elem).width;
+  return newElem;
+}
+
+function getBomTableHeaderIndex(elem) {
+  const bh = document.getElementById('bomhead');
+  const ths = Array.from(bh.querySelectorAll("th"));
+  return ths.indexOf(elem);
+}
+
+function getColumnOrderName(elem) {
+  var cname = elem.getAttribute("col_name");
+  if (cname === "bom-checkbox")
+    return "checkboxes";
+  else
+    return cname;
+}
+
+function resizableGrid(tablehead) {
+  var cols = tablehead.firstElementChild.children;
+  var rowWidth = tablehead.offsetWidth;
+
+  for (var i = 1; i < cols.length; i++) {
+    if (cols[i].classList.contains("bom-checkbox"))
+      continue;
+    cols[i].style.width = ((cols[i].clientWidth - paddingDiff(cols[i])) * 100 / rowWidth) + '%';
+  }
+
+  for (var i = 1; i < cols.length - 1; i++) {
+    var div = document.createElement('div');
+    div.className = "column-width-handle";
+    cols[i].appendChild(div);
+    setListeners(div);
+  }
+
+  function setListeners(div) {
+    var startX, curCol, nxtCol, curColWidth, nxtColWidth, rowWidth;
+
+    div.addEventListener('mousedown', function(e) {
+      e.preventDefault();
+      e.stopPropagation();
+
+      curCol = e.target.parentElement;
+      nxtCol = curCol.nextElementSibling;
+      startX = e.pageX;
+
+      var padding = paddingDiff(curCol);
+
+      rowWidth = curCol.parentElement.offsetWidth;
+      curColWidth = curCol.clientWidth - padding;
+      nxtColWidth = nxtCol.clientWidth - padding;
+    });
+
+    document.addEventListener('mousemove', function(e) {
+      if (startX) {
+        var diffX = e.pageX - startX;
+        diffX = -Math.min(-diffX, curColWidth - 20);
+        diffX = Math.min(diffX, nxtColWidth - 20);
+
+        curCol.style.width = ((curColWidth + diffX) * 100 / rowWidth) + '%';
+        nxtCol.style.width = ((nxtColWidth - diffX) * 100 / rowWidth) + '%';
+        console.log(`${curColWidth + nxtColWidth} ${(curColWidth + diffX) * 100 / rowWidth + (nxtColWidth - diffX) * 100 / rowWidth}`);
+      }
+    });
+
+    document.addEventListener('mouseup', function(e) {
+      curCol = undefined;
+      nxtCol = undefined;
+      startX = undefined;
+      nxtColWidth = undefined;
+      curColWidth = undefined
+    });
+  }
+
+  function paddingDiff(col) {
+
+    if (getStyleVal(col, 'box-sizing') == 'border-box') {
+      return 0;
+    }
+
+    var padLeft = getStyleVal(col, 'padding-left');
+    var padRight = getStyleVal(col, 'padding-right');
+    return (parseInt(padLeft) + parseInt(padRight));
+
+  }
+
+  function getStyleVal(elm, css) {
+    return (window.getComputedStyle(elm, null).getPropertyValue(css))
+  }
+}
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+/* DOM manipulation and misc code */
+
+var bomsplit;
+var canvassplit;
+var initDone = false;
+var bomSortFunction = null;
+var currentSortColumn = null;
+var currentSortOrder = null;
+var currentHighlightedRowId;
+var highlightHandlers = [];
+var footprintIndexToHandler = {};
+var netsToHandler = {};
+var markedFootprints = new Set();
+var highlightedFootprints = [];
+var highlightedNet = null;
+var lastClicked;
+
+function dbg(html) {
+  dbgdiv.innerHTML = html;
+}
+
+function redrawIfInitDone() {
+  if (initDone) {
+    redrawCanvas(allcanvas.front);
+    redrawCanvas(allcanvas.back);
+  }
+}
+
+function padsVisible(value) {
+  writeStorage("padsVisible", value);
+  settings.renderPads = value;
+  redrawIfInitDone();
+}
+
+function referencesVisible(value) {
+  writeStorage("referencesVisible", value);
+  settings.renderReferences = value;
+  redrawIfInitDone();
+}
+
+function valuesVisible(value) {
+  writeStorage("valuesVisible", value);
+  settings.renderValues = value;
+  redrawIfInitDone();
+}
+
+function tracksVisible(value) {
+  writeStorage("tracksVisible", value);
+  settings.renderTracks = value;
+  redrawIfInitDone();
+}
+
+function zonesVisible(value) {
+  writeStorage("zonesVisible", value);
+  settings.renderZones = value;
+  redrawIfInitDone();
+}
+
+function dnpOutline(value) {
+  writeStorage("dnpOutline", value);
+  settings.renderDnpOutline = value;
+  redrawIfInitDone();
+}
+
+function setDarkMode(value) {
+  if (value) {
+    topmostdiv.classList.add("dark");
+  } else {
+    topmostdiv.classList.remove("dark");
+  }
+  writeStorage("darkmode", value);
+  settings.darkMode = value;
+  redrawIfInitDone();
+  if (initDone) {
+    populateBomTable();
+  }
+}
+
+function setShowBOMColumn(field, value) {
+  if (field === "references") {
+    var rl = document.getElementById("reflookup");
+    rl.disabled = !value;
+    if (!value) {
+      rl.value = "";
+      updateRefLookup("");
+    }
+  }
+
+  var n = settings.hiddenColumns.indexOf(field);
+  if (value) {
+    if (n != -1) {
+      settings.hiddenColumns.splice(n, 1);
+    }
+  } else {
+    if (n == -1) {
+      settings.hiddenColumns.push(field);
+    }
+  }
+
+  writeStorage("hiddenColumns", JSON.stringify(settings.hiddenColumns));
+
+  if (initDone) {
+    populateBomTable();
+  }
+
+  redrawIfInitDone();
+}
+
+
+function setFullscreen(value) {
+  if (value) {
+    document.documentElement.requestFullscreen();
+  } else {
+    document.exitFullscreen();
+  }
+}
+
+function fabricationVisible(value) {
+  writeStorage("fabricationVisible", value);
+  settings.renderFabrication = value;
+  redrawIfInitDone();
+}
+
+function silkscreenVisible(value) {
+  writeStorage("silkscreenVisible", value);
+  settings.renderSilkscreen = value;
+  redrawIfInitDone();
+}
+
+function setHighlightPin1(value) {
+  writeStorage("highlightpin1", value);
+  settings.highlightpin1 = value;
+  redrawIfInitDone();
+}
+
+function getStoredCheckboxRefs(checkbox) {
+  function convert(ref) {
+    var intref = parseInt(ref);
+    if (isNaN(intref)) {
+      for (var i = 0; i < pcbdata.footprints.length; i++) {
+        if (pcbdata.footprints[i].ref == ref) {
+          return i;
+        }
+      }
+      return -1;
+    } else {
+      return intref;
+    }
+  }
+  if (!(checkbox in settings.checkboxStoredRefs)) {
+    var val = readStorage("checkbox_" + checkbox);
+    settings.checkboxStoredRefs[checkbox] = val ? val : "";
+  }
+  if (!settings.checkboxStoredRefs[checkbox]) {
+    return new Set();
+  } else {
+    return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
+  }
+}
+
+function getCheckboxState(checkbox, references) {
+  var storedRefsSet = getStoredCheckboxRefs(checkbox);
+  var currentRefsSet = new Set(references.map(r => r[1]));
+  // Get difference of current - stored
+  var difference = new Set(currentRefsSet);
+  for (ref of storedRefsSet) {
+    difference.delete(ref);
+  }
+  if (difference.size == 0) {
+    // All the current refs are stored
+    return "checked";
+  } else if (difference.size == currentRefsSet.size) {
+    // None of the current refs are stored
+    return "unchecked";
+  } else {
+    // Some of the refs are stored
+    return "indeterminate";
+  }
+}
+
+function setBomCheckboxState(checkbox, element, references) {
+  var state = getCheckboxState(checkbox, references);
+  element.checked = (state == "checked");
+  element.indeterminate = (state == "indeterminate");
+}
+
+function createCheckboxChangeHandler(checkbox, references, row) {
+  return function () {
+    refsSet = getStoredCheckboxRefs(checkbox);
+    var markWhenChecked = settings.markWhenChecked == checkbox;
+    eventArgs = {
+      checkbox: checkbox,
+      refs: references,
+    }
+    if (this.checked) {
+      // checkbox ticked
+      for (var ref of references) {
+        refsSet.add(ref[1]);
+      }
+      if (markWhenChecked) {
+        row.classList.add("checked");
+        for (var ref of references) {
+          markedFootprints.add(ref[1]);
+        }
+        drawHighlights();
+      }
+      eventArgs.state = 'checked';
+    } else {
+      // checkbox unticked
+      for (var ref of references) {
+        refsSet.delete(ref[1]);
+      }
+      if (markWhenChecked) {
+        row.classList.remove("checked");
+        for (var ref of references) {
+          markedFootprints.delete(ref[1]);
+        }
+        drawHighlights();
+      }
+      eventArgs.state = 'unchecked';
+    }
+    settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
+    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
+    updateCheckboxStats(checkbox);
+    EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
+  }
+}
+
+function clearHighlightedFootprints() {
+  if (currentHighlightedRowId) {
+    document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
+    currentHighlightedRowId = null;
+    highlightedFootprints = [];
+    highlightedNet = null;
+  }
+}
+
+function createRowHighlightHandler(rowid, refs, net) {
+  return function () {
+    if (currentHighlightedRowId) {
+      if (currentHighlightedRowId == rowid) {
+        return;
+      }
+      document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
+    }
+    document.getElementById(rowid).classList.add("highlighted");
+    currentHighlightedRowId = rowid;
+    highlightedFootprints = refs ? refs.map(r => r[1]) : [];
+    highlightedNet = net;
+    drawHighlights();
+    EventHandler.emitEvent(
+      IBOM_EVENT_TYPES.HIGHLIGHT_EVENT, {
+      rowid: rowid,
+      refs: refs,
+      net: net
+    });
+  }
+}
+
+function updateNetColors() {
+  writeStorage("netColors", JSON.stringify(settings.netColors));
+  redrawIfInitDone();
+}
+
+function netColorChangeHandler(net) {
+  return (event) => {
+    settings.netColors[net] = event.target.value;
+    updateNetColors();
+  }
+}
+
+function netColorRightClick(net) {
+  return (event) => {
+    if (event.button == 2) {
+      event.preventDefault();
+      event.stopPropagation();
+
+      var style = getComputedStyle(topmostdiv);
+      var defaultNetColor = style.getPropertyValue('--track-color').trim();
+      event.target.value = defaultNetColor;
+      delete settings.netColors[net];
+      updateNetColors();
+    }
+  }
+}
+
+function entryMatches(entry) {
+  if (settings.bommode == "netlist") {
+    // entry is just a net name
+    return entry.toLowerCase().indexOf(filter) >= 0;
+  }
+  // check refs
+  if (!settings.hiddenColumns.includes("references")) {
+    for (var ref of entry) {
+      if (ref[0].toLowerCase().indexOf(filter) >= 0) {
+        return true;
+      }
+    }
+  }
+  // check fields
+  for (var i in config.fields) {
+    var f = config.fields[i];
+    if (!settings.hiddenColumns.includes(f)) {
+      for (var ref of entry) {
+        if (String(pcbdata.bom.fields[ref[1]][i]).toLowerCase().indexOf(filter) >= 0) {
+          return true;
+        }
+      }
+    }
+  }
+  return false;
+}
+
+function findRefInEntry(entry) {
+  return entry.filter(r => r[0].toLowerCase() == reflookup);
+}
+
+function highlightFilter(s) {
+  if (!filter) {
+    return s;
+  }
+  var parts = s.toLowerCase().split(filter);
+  if (parts.length == 1) {
+    return s;
+  }
+  var r = "";
+  var pos = 0;
+  for (var i in parts) {
+    if (i > 0) {
+      r += '<mark class="highlight">' +
+        s.substring(pos, pos + filter.length) +
+        '</mark>';
+      pos += filter.length;
+    }
+    r += s.substring(pos, pos + parts[i].length);
+    pos += parts[i].length;
+  }
+  return r;
+}
+
+function checkboxSetUnsetAllHandler(checkboxname) {
+  return function () {
+    var checkboxnum = 0;
+    while (checkboxnum < settings.checkboxes.length &&
+      settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
+      checkboxnum++;
+    }
+    if (checkboxnum >= settings.checkboxes.length) {
+      return;
+    }
+    var allset = true;
+    var checkbox;
+    var row;
+    for (row of bombody.childNodes) {
+      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
+      if (!checkbox.checked || checkbox.indeterminate) {
+        allset = false;
+        break;
+      }
+    }
+    for (row of bombody.childNodes) {
+      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
+      checkbox.checked = !allset;
+      checkbox.indeterminate = false;
+      checkbox.onchange();
+    }
+  }
+}
+
+function createColumnHeader(name, cls, comparator, is_checkbox = false) {
+  var th = document.createElement("TH");
+  th.innerHTML = name;
+  th.classList.add(cls);
+  if (is_checkbox)
+    th.setAttribute("col_name", "bom-checkbox");
+  else
+    th.setAttribute("col_name", name);
+  var span = document.createElement("SPAN");
+  span.classList.add("sortmark");
+  span.classList.add("none");
+  th.appendChild(span);
+  var spacer = document.createElement("div");
+  spacer.className = "column-spacer";
+  th.appendChild(spacer);
+  spacer.onclick = function () {
+    if (currentSortColumn && th !== currentSortColumn) {
+      // Currently sorted by another column
+      currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
+      currentSortColumn.childNodes[1].classList.add("none");
+      currentSortColumn = null;
+      currentSortOrder = null;
+    }
+    if (currentSortColumn && th === currentSortColumn) {
+      // Already sorted by this column
+      if (currentSortOrder == "asc") {
+        // Sort by this column, descending order
+        bomSortFunction = function (a, b) {
+          return -comparator(a, b);
+        }
+        currentSortColumn.childNodes[1].classList.remove("asc");
+        currentSortColumn.childNodes[1].classList.add("desc");
+        currentSortOrder = "desc";
+      } else {
+        // Unsort
+        bomSortFunction = null;
+        currentSortColumn.childNodes[1].classList.remove("desc");
+        currentSortColumn.childNodes[1].classList.add("none");
+        currentSortColumn = null;
+        currentSortOrder = null;
+      }
+    } else {
+      // Sort by this column, ascending order
+      bomSortFunction = comparator;
+      currentSortColumn = th;
+      currentSortColumn.childNodes[1].classList.remove("none");
+      currentSortColumn.childNodes[1].classList.add("asc");
+      currentSortOrder = "asc";
+    }
+    populateBomBody();
+  }
+  if (is_checkbox) {
+    spacer.onclick = fancyDblClickHandler(
+      spacer, spacer.onclick, checkboxSetUnsetAllHandler(name));
+  }
+  return th;
+}
+
+function populateBomHeader(placeHolderColumn = null, placeHolderElements = null) {
+  while (bomhead.firstChild) {
+    bomhead.removeChild(bomhead.firstChild);
+  }
+  var tr = document.createElement("TR");
+  var th = document.createElement("TH");
+  th.classList.add("numCol");
+
+  var vismenu = document.createElement("div");
+  vismenu.id = "vismenu";
+  vismenu.classList.add("menu");
+
+  var visbutton = document.createElement("div");
+  visbutton.classList.add("visbtn");
+  visbutton.classList.add("hideonprint");
+
+  var viscontent = document.createElement("div");
+  viscontent.classList.add("menu-content");
+  viscontent.id = "vismenu-content";
+
+  settings.columnOrder.forEach(column => {
+    if (typeof column !== "string")
+      return;
+
+    // Skip empty columns
+    if (column === "checkboxes" && settings.checkboxes.length == 0)
+      return;
+    else if (column === "Quantity" && settings.bommode == "ungrouped")
+      return;
+
+    var label = document.createElement("label");
+    label.classList.add("menu-label");
+
+    var input = document.createElement("input");
+    input.classList.add("visibility_checkbox");
+    input.type = "checkbox";
+    input.onchange = function (e) {
+      setShowBOMColumn(column, e.target.checked)
+    };
+    input.checked = !(settings.hiddenColumns.includes(column));
+
+    label.appendChild(input);
+    if (column.length > 0)
+      label.append(column[0].toUpperCase() + column.slice(1));
+
+    viscontent.appendChild(label);
+  });
+
+  viscontent.childNodes[0].classList.add("menu-label-top");
+
+  vismenu.appendChild(visbutton);
+  if (settings.bommode != "netlist") {
+    vismenu.appendChild(viscontent);
+    th.appendChild(vismenu);
+  }
+  tr.appendChild(th);
+
+  var checkboxCompareClosure = function (checkbox) {
+    return (a, b) => {
+      var stateA = getCheckboxState(checkbox, a);
+      var stateB = getCheckboxState(checkbox, b);
+      if (stateA > stateB) return -1;
+      if (stateA < stateB) return 1;
+      return 0;
+    }
+  }
+  var stringFieldCompareClosure = function (fieldIndex) {
+    return (a, b) => {
+      var fa = pcbdata.bom.fields[a[0][1]][fieldIndex];
+      var fb = pcbdata.bom.fields[b[0][1]][fieldIndex];
+      if (fa != fb) return fa > fb ? 1 : -1;
+      else return 0;
+    }
+  }
+  var referenceRegex = /(?<prefix>[^0-9]+)(?<number>[0-9]+)/;
+  var compareRefs = (a, b) => {
+    var ra = referenceRegex.exec(a);
+    var rb = referenceRegex.exec(b);
+    if (ra === null || rb === null) {
+      if (a != b) return a > b ? 1 : -1;
+      return 0;
+    } else {
+      if (ra.groups.prefix != rb.groups.prefix) {
+        return ra.groups.prefix > rb.groups.prefix ? 1 : -1;
+      }
+      if (ra.groups.number != rb.groups.number) {
+        return parseInt(ra.groups.number) > parseInt(rb.groups.number) ? 1 : -1;
+      }
+      return 0;
+    }
+  }
+  if (settings.bommode == "netlist") {
+    tr.appendChild(createColumnHeader("Net name", "bom-netname", (a, b) => {
+      if (a > b) return -1;
+      if (a < b) return 1;
+      return 0;
+    }));
+    tr.appendChild(createColumnHeader("Color", "bom-color", (a, b) => {
+      return 0;
+    }));
+  } else {
+    // Filter hidden columns
+    var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
+    var valueIndex = config.fields.indexOf("Value");
+    var footprintIndex = config.fields.indexOf("Footprint");
+    columns.forEach((column) => {
+      if (column === placeHolderColumn) {
+        var n = 1;
+        if (column === "checkboxes")
+          n = settings.checkboxes.length;
+        for (i = 0; i < n; i++) {
+          td = placeHolderElements.shift();
+          tr.appendChild(td);
+        }
+        return;
+      } else if (column === "checkboxes") {
+        for (var checkbox of settings.checkboxes) {
+          th = createColumnHeader(
+            checkbox, "bom-checkbox", checkboxCompareClosure(checkbox), true);
+          tr.appendChild(th);
+        }
+      } else if (column === "References") {
+        tr.appendChild(createColumnHeader("References", "references", (a, b) => {
+          var i = 0;
+          while (i < a.length && i < b.length) {
+            if (a[i] != b[i]) return compareRefs(a[i][0], b[i][0]);
+            i++;
+          }
+          return a.length - b.length;
+        }));
+      } else if (column === "Value") {
+        tr.appendChild(createColumnHeader("Value", "value", (a, b) => {
+          var ra = a[0][1], rb = b[0][1];
+          return valueCompare(
+            pcbdata.bom.parsedValues[ra], pcbdata.bom.parsedValues[rb],
+            pcbdata.bom.fields[ra][valueIndex], pcbdata.bom.fields[rb][valueIndex]);
+        }));
+        return;
+      } else if (column === "Footprint") {
+        tr.appendChild(createColumnHeader(
+          "Footprint", "footprint", stringFieldCompareClosure(footprintIndex)));
+      } else if (column === "Quantity" && settings.bommode == "grouped") {
+        tr.appendChild(createColumnHeader("Quantity", "quantity", (a, b) => {
+          return a.length - b.length;
+        }));
+      } else {
+        // Other fields
+        var i = config.fields.indexOf(column);
+        if (i < 0)
+          return;
+        tr.appendChild(createColumnHeader(
+          column, `field${i + 1}`, stringFieldCompareClosure(i)));
+      }
+    });
+  }
+  bomhead.appendChild(tr);
+}
+
+function populateBomBody(placeholderColumn = null, placeHolderElements = null) {
+  const urlRegex = /^(https?:\/\/[^\s\/$.?#][^\s]*|file:\/\/([a-zA-Z]:|\/)[^\x00]+)$/;
+  while (bom.firstChild) {
+    bom.removeChild(bom.firstChild);
+  }
+  highlightHandlers = [];
+  footprintIndexToHandler = {};
+  netsToHandler = {};
+  currentHighlightedRowId = null;
+  var first = true;
+  var style = getComputedStyle(topmostdiv);
+  var defaultNetColor = style.getPropertyValue('--track-color').trim();
+  if (settings.bommode == "netlist") {
+    bomtable = pcbdata.nets.slice();
+  } else {
+    switch (settings.canvaslayout) {
+      case 'F':
+        bomtable = pcbdata.bom.F.slice();
+        break;
+      case 'FB':
+        bomtable = pcbdata.bom.both.slice();
+        break;
+      case 'B':
+        bomtable = pcbdata.bom.B.slice();
+        break;
+    }
+    if (settings.bommode == "ungrouped") {
+      // expand bom table
+      expandedTable = []
+      for (var bomentry of bomtable) {
+        for (var ref of bomentry) {
+          expandedTable.push([ref]);
+        }
+      }
+      bomtable = expandedTable;
+    }
+  }
+  if (bomSortFunction) {
+    bomtable = bomtable.sort(bomSortFunction);
+  }
+  for (var i in bomtable) {
+    var bomentry = bomtable[i];
+    if (filter && !entryMatches(bomentry)) {
+      continue;
+    }
+    var references = null;
+    var netname = null;
+    var tr = document.createElement("TR");
+    var td = document.createElement("TD");
+    var rownum = +i + 1;
+    tr.id = "bomrow" + rownum;
+    td.textContent = rownum;
+    tr.appendChild(td);
+    if (settings.bommode == "netlist") {
+      netname = bomentry;
+      td = document.createElement("TD");
+      td.innerHTML = highlightFilter(netname ? netname : "&lt;no net&gt;");
+      tr.appendChild(td);
+      var color = settings.netColors[netname] || defaultNetColor;
+      td = document.createElement("TD");
+      var colorBox = document.createElement("INPUT");
+      colorBox.type = "color";
+      colorBox.value = color;
+      colorBox.onchange = netColorChangeHandler(netname);
+      colorBox.onmouseup = netColorRightClick(netname);
+      colorBox.oncontextmenu = (e) => e.preventDefault();
+      td.appendChild(colorBox);
+      td.classList.add("color-column");
+      tr.appendChild(td);
+    } else {
+      if (reflookup) {
+        references = findRefInEntry(bomentry);
+        if (references.length == 0) {
+          continue;
+        }
+      } else {
+        references = bomentry;
+      }
+      // Filter hidden columns
+      var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
+      columns.forEach((column) => {
+        if (column === placeholderColumn) {
+          var n = 1;
+          if (column === "checkboxes")
+            n = settings.checkboxes.length;
+          for (i = 0; i < n; i++) {
+            td = placeHolderElements.shift();
+            tr.appendChild(td);
+          }
+          return;
+        } else if (column === "checkboxes") {
+          for (var checkbox of settings.checkboxes) {
+            if (checkbox) {
+              td = document.createElement("TD");
+              var input = document.createElement("input");
+              input.type = "checkbox";
+              input.onchange = createCheckboxChangeHandler(checkbox, references, tr);
+              setBomCheckboxState(checkbox, input, references);
+              if (input.checked && settings.markWhenChecked == checkbox) {
+                tr.classList.add("checked");
+              }
+              td.appendChild(input);
+              tr.appendChild(td);
+            }
+          }
+        } else if (column === "References") {
+          td = document.createElement("TD");
+          td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
+          tr.appendChild(td);
+        } else if (column === "Quantity" && settings.bommode == "grouped") {
+          // Quantity
+          td = document.createElement("TD");
+          td.textContent = references.length;
+          tr.appendChild(td);
+        } else {
+          // All the other fields
+          var field_index = config.fields.indexOf(column)
+          if (field_index < 0)
+            return;
+          var valueSet = new Set();
+          references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index]));
+          td = document.createElement("TD");
+          var output = new Array();
+          for (let item of valueSet) {
+            const visible = highlightFilter(String(item));
+            if (typeof item === 'string' && item.match(urlRegex)) {
+              output.push(`<a href="${item}" target="_blank">${visible}</a>`);
+            } else {
+              output.push(visible);
+            }
+          }
+          td.innerHTML = output.join(", ");
+          tr.appendChild(td);
+        }
+      });
+    }
+    bom.appendChild(tr);
+    var handler = createRowHighlightHandler(tr.id, references, netname);
+    tr.onmousemove = handler;
+    highlightHandlers.push({
+      id: tr.id,
+      handler: handler,
+    });
+    if (references !== null) {
+      for (var refIndex of references.map(r => r[1])) {
+        footprintIndexToHandler[refIndex] = handler;
+      }
+    }
+    if (netname !== null) {
+      netsToHandler[netname] = handler;
+    }
+    if ((filter || reflookup) && first) {
+      handler();
+      first = false;
+    }
+  }
+  EventHandler.emitEvent(
+    IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, {
+    filter: filter,
+    reflookup: reflookup,
+    checkboxes: settings.checkboxes,
+    bommode: settings.bommode,
+  });
+}
+
+function highlightPreviousRow() {
+  if (!currentHighlightedRowId) {
+    highlightHandlers[highlightHandlers.length - 1].handler();
+  } else {
+    if (highlightHandlers.length > 1 &&
+      highlightHandlers[0].id == currentHighlightedRowId) {
+      highlightHandlers[highlightHandlers.length - 1].handler();
+    } else {
+      for (var i = 0; i < highlightHandlers.length - 1; i++) {
+        if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
+          highlightHandlers[i].handler();
+          break;
+        }
+      }
+    }
+  }
+  smoothScrollToRow(currentHighlightedRowId);
+}
+
+function highlightNextRow() {
+  if (!currentHighlightedRowId) {
+    highlightHandlers[0].handler();
+  } else {
+    if (highlightHandlers.length > 1 &&
+      highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
+      highlightHandlers[0].handler();
+    } else {
+      for (var i = 1; i < highlightHandlers.length; i++) {
+        if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
+          highlightHandlers[i].handler();
+          break;
+        }
+      }
+    }
+  }
+  smoothScrollToRow(currentHighlightedRowId);
+}
+
+function populateBomTable() {
+  populateBomHeader();
+  populateBomBody();
+  setBomHandlers();
+  resizableGrid(bomhead);
+}
+
+function footprintsClicked(footprintIndexes) {
+  var lastClickedIndex = footprintIndexes.indexOf(lastClicked);
+  for (var i = 1; i <= footprintIndexes.length; i++) {
+    var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length];
+    if (refIndex in footprintIndexToHandler) {
+      lastClicked = refIndex;
+      footprintIndexToHandler[refIndex]();
+      smoothScrollToRow(currentHighlightedRowId);
+      break;
+    }
+  }
+}
+
+function netClicked(net) {
+  if (net in netsToHandler) {
+    netsToHandler[net]();
+    smoothScrollToRow(currentHighlightedRowId);
+  } else {
+    clearHighlightedFootprints();
+    highlightedNet = net;
+    drawHighlights();
+  }
+}
+
+function updateFilter(input) {
+  filter = input.toLowerCase();
+  populateBomTable();
+}
+
+function updateRefLookup(input) {
+  reflookup = input.toLowerCase();
+  populateBomTable();
+}
+
+function changeCanvasLayout(layout) {
+  document.getElementById("fl-btn").classList.remove("depressed");
+  document.getElementById("fb-btn").classList.remove("depressed");
+  document.getElementById("bl-btn").classList.remove("depressed");
+  switch (layout) {
+    case 'F':
+      document.getElementById("fl-btn").classList.add("depressed");
+      if (settings.bomlayout != "bom-only") {
+        canvassplit.collapse(1);
+      }
+      break;
+    case 'B':
+      document.getElementById("bl-btn").classList.add("depressed");
+      if (settings.bomlayout != "bom-only") {
+        canvassplit.collapse(0);
+      }
+      break;
+    default:
+      document.getElementById("fb-btn").classList.add("depressed");
+      if (settings.bomlayout != "bom-only") {
+        canvassplit.setSizes([50, 50]);
+      }
+  }
+  settings.canvaslayout = layout;
+  writeStorage("canvaslayout", layout);
+  resizeAll();
+  changeBomMode(settings.bommode);
+}
+
+function populateMetadata() {
+  document.getElementById("title").innerHTML = pcbdata.metadata.title;
+  document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
+  document.getElementById("company").innerHTML = pcbdata.metadata.company;
+  document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
+  if (pcbdata.metadata.title != "") {
+    document.title = pcbdata.metadata.title + " BOM";
+  }
+  // Calculate board stats
+  var fp_f = 0,
+    fp_b = 0,
+    pads_f = 0,
+    pads_b = 0,
+    pads_th = 0;
+  for (var i = 0; i < pcbdata.footprints.length; i++) {
+    if (pcbdata.bom.skipped.includes(i)) continue;
+    var mod = pcbdata.footprints[i];
+    if (mod.layer == "F") {
+      fp_f++;
+    } else {
+      fp_b++;
+    }
+    for (var pad of mod.pads) {
+      if (pad.type == "th") {
+        pads_th++;
+      } else {
+        if (pad.layers.includes("F")) {
+          pads_f++;
+        }
+        if (pad.layers.includes("B")) {
+          pads_b++;
+        }
+      }
+    }
+  }
+  document.getElementById("stats-components-front").innerHTML = fp_f;
+  document.getElementById("stats-components-back").innerHTML = fp_b;
+  document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
+  document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
+  document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
+  document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
+  document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
+  document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
+  document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
+  document.getElementById("stats-th-pads").innerHTML = pads_th;
+  // Update version string
+  document.getElementById("github-link").innerHTML = "InteractiveHtmlBom&nbsp;" +
+    /^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
+}
+
+function changeBomLayout(layout) {
+  document.getElementById("bom-btn").classList.remove("depressed");
+  document.getElementById("lr-btn").classList.remove("depressed");
+  document.getElementById("tb-btn").classList.remove("depressed");
+  switch (layout) {
+    case 'bom-only':
+      document.getElementById("bom-btn").classList.add("depressed");
+      if (bomsplit) {
+        bomsplit.destroy();
+        bomsplit = null;
+        canvassplit.destroy();
+        canvassplit = null;
+      }
+      document.getElementById("frontcanvas").style.display = "none";
+      document.getElementById("backcanvas").style.display = "none";
+      document.getElementById("topmostdiv").style.height = "";
+      document.getElementById("topmostdiv").style.display = "block";
+      break;
+    case 'top-bottom':
+      document.getElementById("tb-btn").classList.add("depressed");
+      document.getElementById("frontcanvas").style.display = "";
+      document.getElementById("backcanvas").style.display = "";
+      document.getElementById("topmostdiv").style.height = "100%";
+      document.getElementById("topmostdiv").style.display = "flex";
+      document.getElementById("bomdiv").classList.remove("split-horizontal");
+      document.getElementById("canvasdiv").classList.remove("split-horizontal");
+      document.getElementById("frontcanvas").classList.add("split-horizontal");
+      document.getElementById("backcanvas").classList.add("split-horizontal");
+      if (bomsplit) {
+        bomsplit.destroy();
+        bomsplit = null;
+        canvassplit.destroy();
+        canvassplit = null;
+      }
+      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
+        sizes: [50, 50],
+        onDragEnd: resizeAll,
+        direction: "vertical",
+        gutterSize: 5
+      });
+      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
+        sizes: [50, 50],
+        gutterSize: 5,
+        onDragEnd: resizeAll
+      });
+      break;
+    case 'left-right':
+      document.getElementById("lr-btn").classList.add("depressed");
+      document.getElementById("frontcanvas").style.display = "";
+      document.getElementById("backcanvas").style.display = "";
+      document.getElementById("topmostdiv").style.height = "100%";
+      document.getElementById("topmostdiv").style.display = "flex";
+      document.getElementById("bomdiv").classList.add("split-horizontal");
+      document.getElementById("canvasdiv").classList.add("split-horizontal");
+      document.getElementById("frontcanvas").classList.remove("split-horizontal");
+      document.getElementById("backcanvas").classList.remove("split-horizontal");
+      if (bomsplit) {
+        bomsplit.destroy();
+        bomsplit = null;
+        canvassplit.destroy();
+        canvassplit = null;
+      }
+      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
+        sizes: [50, 50],
+        onDragEnd: resizeAll,
+        gutterSize: 5
+      });
+      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
+        sizes: [50, 50],
+        gutterSize: 5,
+        direction: "vertical",
+        onDragEnd: resizeAll
+      });
+  }
+  settings.bomlayout = layout;
+  writeStorage("bomlayout", layout);
+  changeCanvasLayout(settings.canvaslayout);
+}
+
+function changeBomMode(mode) {
+  document.getElementById("bom-grouped-btn").classList.remove("depressed");
+  document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
+  document.getElementById("bom-netlist-btn").classList.remove("depressed");
+  var chkbxs = document.getElementsByClassName("visibility_checkbox");
+
+  switch (mode) {
+    case 'grouped':
+      document.getElementById("bom-grouped-btn").classList.add("depressed");
+      for (var i = 0; i < chkbxs.length; i++) {
+        chkbxs[i].disabled = false;
+      }
+      break;
+    case 'ungrouped':
+      document.getElementById("bom-ungrouped-btn").classList.add("depressed");
+      for (var i = 0; i < chkbxs.length; i++) {
+        chkbxs[i].disabled = false;
+      }
+      break;
+    case 'netlist':
+      document.getElementById("bom-netlist-btn").classList.add("depressed");
+      for (var i = 0; i < chkbxs.length; i++) {
+        chkbxs[i].disabled = true;
+      }
+  }
+
+  writeStorage("bommode", mode);
+  if (mode != settings.bommode) {
+    settings.bommode = mode;
+    bomSortFunction = null;
+    currentSortColumn = null;
+    currentSortOrder = null;
+    clearHighlightedFootprints();
+  }
+  populateBomTable();
+}
+
+function focusFilterField() {
+  focusInputField(document.getElementById("filter"));
+}
+
+function focusRefLookupField() {
+  focusInputField(document.getElementById("reflookup"));
+}
+
+function toggleBomCheckbox(bomrowid, checkboxnum) {
+  if (!bomrowid || checkboxnum > settings.checkboxes.length) {
+    return;
+  }
+  var bomrow = document.getElementById(bomrowid);
+  var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
+  checkbox.checked = !checkbox.checked;
+  checkbox.indeterminate = false;
+  checkbox.onchange();
+}
+
+function checkBomCheckbox(bomrowid, checkboxname) {
+  var checkboxnum = 0;
+  while (checkboxnum < settings.checkboxes.length &&
+    settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
+    checkboxnum++;
+  }
+  if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
+    return;
+  }
+  var bomrow = document.getElementById(bomrowid);
+  var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
+  checkbox.checked = true;
+  checkbox.indeterminate = false;
+  checkbox.onchange();
+}
+
+function setBomCheckboxes(value) {
+  writeStorage("bomCheckboxes", value);
+  settings.checkboxes = value.split(",").map((e) => e.trim()).filter((e) => e);
+  prepCheckboxes();
+  populateMarkWhenCheckedOptions();
+  setMarkWhenChecked(settings.markWhenChecked);
+}
+
+function setMarkWhenChecked(value) {
+  writeStorage("markWhenChecked", value);
+  settings.markWhenChecked = value;
+  markedFootprints.clear();
+  for (var ref of (value ? getStoredCheckboxRefs(value) : [])) {
+    markedFootprints.add(ref);
+  }
+  populateBomTable();
+  drawHighlights();
+}
+
+function prepCheckboxes() {
+  var table = document.getElementById("checkbox-stats");
+  while (table.childElementCount > 1) {
+    table.removeChild(table.lastChild);
+  }
+  if (settings.checkboxes.length) {
+    table.style.display = "";
+  } else {
+    table.style.display = "none";
+  }
+  for (var checkbox of settings.checkboxes) {
+    var tr = document.createElement("TR");
+    var td = document.createElement("TD");
+    td.innerHTML = checkbox;
+    tr.appendChild(td);
+    td = document.createElement("TD");
+    td.id = "checkbox-stats-" + checkbox;
+    var progressbar = document.createElement("div");
+    progressbar.classList.add("bar");
+    td.appendChild(progressbar);
+    var text = document.createElement("div");
+    text.classList.add("text");
+    td.appendChild(text);
+    tr.appendChild(td);
+    table.appendChild(tr);
+    updateCheckboxStats(checkbox);
+  }
+}
+
+function populateMarkWhenCheckedOptions() {
+  var container = document.getElementById("markWhenCheckedContainer");
+
+  if (settings.checkboxes.length == 0) {
+    container.parentElement.style.display = "none";
+    return;
+  }
+
+  container.innerHTML = '';
+  container.parentElement.style.display = "inline-block";
+
+  function createOption(name, displayName) {
+    var id = "markWhenChecked-" + name;
+
+    var div = document.createElement("div");
+    div.classList.add("radio-container");
+
+    var input = document.createElement("input");
+    input.type = "radio";
+    input.name = "markWhenChecked";
+    input.value = name;
+    input.id = id;
+    input.onchange = () => setMarkWhenChecked(name);
+    div.appendChild(input);
+
+    // Preserve the selected element when the checkboxes change
+    if (name == settings.markWhenChecked) {
+      input.checked = true;
+    }
+
+    var label = document.createElement("label");
+    label.innerHTML = displayName;
+    label.htmlFor = id;
+    div.appendChild(label);
+
+    container.appendChild(div);
+  }
+  createOption("", "None");
+  for (var checkbox of settings.checkboxes) {
+    createOption(checkbox, checkbox);
+  }
+}
+
+function updateCheckboxStats(checkbox) {
+  var checked = getStoredCheckboxRefs(checkbox).size;
+  var total = pcbdata.footprints.length - pcbdata.bom.skipped.length;
+  var percent = checked * 100.0 / total;
+  var td = document.getElementById("checkbox-stats-" + checkbox);
+  td.firstChild.style.width = percent + "%";
+  td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
+}
+
+function constrain(number, min, max) {
+  return Math.min(Math.max(parseInt(number), min), max);
+}
+
+document.onkeydown = function (e) {
+  switch (e.key) {
+    case "n":
+      if (document.activeElement.type == "text") {
+        return;
+      }
+      if (currentHighlightedRowId !== null) {
+        checkBomCheckbox(currentHighlightedRowId, "placed");
+        highlightNextRow();
+        e.preventDefault();
+      }
+      break;
+    case "ArrowUp":
+      highlightPreviousRow();
+      e.preventDefault();
+      break;
+    case "ArrowDown":
+      highlightNextRow();
+      e.preventDefault();
+      break;
+    case "ArrowLeft":
+    case "ArrowRight":
+      if (document.activeElement.type != "text") {
+        e.preventDefault();
+        let boardRotationElement = document.getElementById("boardRotation")
+        settings.boardRotation = parseInt(boardRotationElement.value);  // degrees / 5
+        if (e.key == "ArrowLeft") {
+          settings.boardRotation += 3;  // 15 degrees
+        }
+        else {
+          settings.boardRotation -= 3;
+        }
+        settings.boardRotation = constrain(settings.boardRotation, boardRotationElement.min, boardRotationElement.max);
+        boardRotationElement.value = settings.boardRotation
+        setBoardRotation(settings.boardRotation);
+      }
+      break;
+    default:
+      break;
+  }
+  if (e.altKey) {
+    switch (e.key) {
+      case "f":
+        focusFilterField();
+        e.preventDefault();
+        break;
+      case "r":
+        focusRefLookupField();
+        e.preventDefault();
+        break;
+      case "z":
+        changeBomLayout("bom-only");
+        e.preventDefault();
+        break;
+      case "x":
+        changeBomLayout("left-right");
+        e.preventDefault();
+        break;
+      case "c":
+        changeBomLayout("top-bottom");
+        e.preventDefault();
+        break;
+      case "v":
+        changeCanvasLayout("F");
+        e.preventDefault();
+        break;
+      case "b":
+        changeCanvasLayout("FB");
+        e.preventDefault();
+        break;
+      case "n":
+        changeCanvasLayout("B");
+        e.preventDefault();
+        break;
+      default:
+        break;
+    }
+    if (e.key >= '1' && e.key <= '9') {
+      toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key));
+      e.preventDefault();
+    }
+  }
+}
+
+function hideNetlistButton() {
+  document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
+  document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
+  document.getElementById("bom-netlist-btn").style.display = "none";
+}
+
+function topToggle() {
+  var top = document.getElementById("top");
+  var toptoggle = document.getElementById("toptoggle");
+  if (top.style.display === "none") {
+    top.style.display = "flex";
+    toptoggle.classList.remove("flipped");
+  } else {
+    top.style.display = "none";
+    toptoggle.classList.add("flipped");
+  }
+}
+
+window.onload = function (e) {
+  initUtils();
+  initRender();
+  initStorage();
+  initDefaults();
+  cleanGutters();
+  populateMetadata();
+  dbgdiv = document.getElementById("dbg");
+  bom = document.getElementById("bombody");
+  bomhead = document.getElementById("bomhead");
+  filter = "";
+  reflookup = "";
+  if (!("nets" in pcbdata)) {
+    hideNetlistButton();
+  }
+  initDone = true;
+  setBomCheckboxes(document.getElementById("bomCheckboxes").value);
+  // Triggers render
+  changeBomLayout(settings.bomlayout);
+
+  // Users may leave fullscreen without touching the checkbox. Uncheck.
+  document.addEventListener('fullscreenchange', () => {
+    if (!document.fullscreenElement)
+      document.getElementById('fullscreenCheckbox').checked = false;
+  });
+}
+
+window.onresize = resizeAll;
+window.matchMedia("print").addListener(resizeAll);
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+// EventHandler.registerCallback(IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, () => {
+//     for(var tr of bom.childNodes) {
+//         tr.onclick = tr.onmousemove;
+//         tr.onmousemove = null;
+//     };
+// });
+
+///////////////////////////////////////////////
+  </script>
+</head>
+
+<body>
+
+<div id="topmostdiv" class="topmostdiv">
+  <div id="top">
+    <div id="fileinfodiv">
+      <table class="fileinfo">
+        <tbody>
+          <tr>
+            <td id="title" class="title" style="width: 70%">
+              Title
+            </td>
+            <td id="revision" class="title" style="width: 30%">
+              Revision
+            </td>
+          </tr>
+          <tr>
+            <td id="company">
+              Company
+            </td>
+            <td id="filedate">
+              Date
+            </td>
+          </tr>
+        </tbody>
+      </table>
+    </div>
+    <div id="bomcontrols">
+      <div class="hideonprint menu">
+        <button class="menubtn"></button>
+        <div class="menu-content">
+          <label class="menu-label menu-label-top" style="width: calc(50% - 18px)">
+            <input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
+            Dark mode
+          </label><!-- This comment eats space! All of it!
+          --><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
+            <input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
+            Full Screen
+          </label>
+          <label class="menu-label" style="width: calc(50% - 18px)">
+            <input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
+            Fab layer
+          </label><!-- This comment eats space! All of it!
+          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
+            <input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
+            Silkscreen
+          </label>
+          <label class="menu-label" style="width: calc(50% - 18px)">
+            <input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
+            References
+          </label><!-- This comment eats space! All of it!
+          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
+            <input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
+            Values
+          </label>
+          <div id="tracksAndZonesCheckboxes">
+            <label class="menu-label" style="width: calc(50% - 18px)">
+              <input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
+              Tracks
+            </label><!-- This comment eats space! All of it!
+            --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
+              <input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
+              Zones
+            </label>
+          </div>
+          <label class="menu-label" style="width: calc(50% - 18px)">
+            <input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
+            Pads
+          </label><!-- This comment eats space! All of it!
+          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
+            <input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
+            DNP outlined
+          </label>
+          <label class="menu-label">
+            <input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
+            Continuous redraw on drag
+          </label>
+          <label class="menu-label">
+            Highlight first pin
+            <form id="highlightpin1">
+              <div class="flexbox">
+                <label>
+                  <input type="radio" name="highlightpin1" value="none" onchange="setHighlightPin1('none')">
+                  None
+                </label>
+                <label>
+                  <input type="radio" name="highlightpin1" value="all" onchange="setHighlightPin1('all')">
+                  All
+                </label>
+                <label>
+                  <input type="radio" name="highlightpin1" value="selected" onchange="setHighlightPin1('selected')">
+                  Selected
+                </label>
+              </div>
+            </form>
+          </label>
+          <label class="menu-label">
+            <span>Board rotation</span>
+            <span style="float: right"><span id="rotationDegree">0</span>&#176;</span>
+            <input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
+          </label>
+          <label class="menu-label">
+            <input id="offsetBackRotationCheckbox" type="checkbox" onchange="setOffsetBackRotation(this.checked)">
+            Offset back rotation
+          </label>
+          <label class="menu-label">
+            <div style="margin-left: 5px">Bom checkboxes</div>
+            <input id="bomCheckboxes" class="menu-textbox" type=text
+                   oninput="setBomCheckboxes(this.value)">
+          </label>
+          <label class="menu-label">
+            <div style="margin-left: 5px">Mark when checked</div>
+            <div id="markWhenCheckedContainer"></div>
+          </label>
+          <label class="menu-label">
+            <span class="shameless-plug">
+              <span>Created using</span>
+              <a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
+              <a target="blank" title="Mouse and keyboard help" href="https://github.com/openscopeproject/InteractiveHtmlBom/wiki/Usage#bom-page-mouse-actions" style="text-decoration: none;"><label class="help-link">?</label></a>
+            </span>
+          </label>
+        </div>
+      </div>
+      <div class="button-container hideonprint">
+        <button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')"
+                title="Front only">F
+        </button>
+        <button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')"
+                title="Front and Back">FB
+        </button>
+        <button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')"
+                title="Back only">B
+        </button>
+      </div>
+      <div class="button-container hideonprint">
+        <button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')"
+                title="BOM only"></button>
+        <button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')"
+                title="BOM left, drawings right"></button>
+        <button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')"
+                title="BOM top, drawings bot"></button>
+      </div>
+      <div class="button-container hideonprint">
+        <button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')"
+                title="Grouped BOM"></button>
+        <button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')"
+                title="Ungrouped BOM"></button>
+        <button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')"
+                title="Netlist"></button>
+      </div>
+      <div class="hideonprint menu">
+        <button class="statsbtn"></button>
+        <div class="menu-content">
+          <table class="stats">
+            <tbody>
+              <tr>
+                <td width="40%">Board stats</td>
+                <td>Front</td>
+                <td>Back</td>
+                <td>Total</td>
+              </tr>
+              <tr>
+                <td>Components</td>
+                <td id="stats-components-front">~</td>
+                <td id="stats-components-back">~</td>
+                <td id="stats-components-total">~</td>
+              </tr>
+              <tr>
+                <td>Groups</td>
+                <td id="stats-groups-front">~</td>
+                <td id="stats-groups-back">~</td>
+                <td id="stats-groups-total">~</td>
+              </tr>
+              <tr>
+                <td>SMD pads</td>
+                <td id="stats-smd-pads-front">~</td>
+                <td id="stats-smd-pads-back">~</td>
+                <td id="stats-smd-pads-total">~</td>
+              </tr>
+              <tr>
+                <td>TH pads</td>
+                <td colspan=3 id="stats-th-pads">~</td>
+              </tr>
+            </tbody>
+          </table>
+          <table class="stats">
+            <col width="40%"/><col />
+            <tbody id="checkbox-stats">
+              <tr>
+                <td colspan=2 style="border-top: 0">Checkboxes</td>
+              </tr>
+            </tbody>
+          </table>
+        </div>
+      </div>
+      <div class="hideonprint menu">
+        <button class="iobtn"></button>
+        <div class="menu-content">
+          <div class="menu-label menu-label-top">
+            <div style="margin-left: 5px;">Save board image</div>
+            <div class="flexbox">
+              <input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
+                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
+              <span>X</span>
+              <input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
+                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
+            </div>
+            <label>
+              <input id="render-save-transparent" type="checkbox">
+              Transparent background
+            </label>
+            <div class="flexbox">
+              <button class="savebtn" onclick="saveImage('F')">Front</button>
+              <button class="savebtn" onclick="saveImage('B')">Back</button>
+            </div>
+          </div>
+          <div class="menu-label">
+            <span style="margin-left: 5px;">Config and checkbox state</span>
+            <div class="flexbox">
+              <button class="savebtn" onclick="saveSettings()">Export</button>
+              <button class="savebtn" onclick="loadSettings()">Import</button>
+              <button class="savebtn" onclick="resetSettings()">Reset</button>
+            </div>
+          </div>
+          <div class="menu-label">
+            <span style="margin-left: 5px;">Save bom table as</span>
+            <div class="flexbox">
+              <button class="savebtn" onclick="saveBomTable('csv')">csv</button>
+              <button class="savebtn" onclick="saveBomTable('txt')">txt</button>
+            </div>
+          </div>
+        </div>
+      </div>
+    </div>
+  </div>
+  <div id="topdivider">
+    <div class="hideonprint">
+      <div id="toptoggle" onclick="topToggle()">︽</div>
+    </div>
+  </div>
+  <div id="bot" class="split" style="flex: 1 1">
+    <div id="bomdiv" class="split split-horizontal">
+      <div style="width: 100%">
+        <input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup"
+               oninput="updateRefLookup(this.value)">
+        <input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter"
+               oninput="updateFilter(this.value)">
+        <div class="button-container hideonprint" style="float: left; margin: 0;">
+          <button id="copy" title="Copy bom table to clipboard"
+               onclick="saveBomTable('clipboard')"></button>
+        </div>
+      </div>
+      <div id="dbg"></div>
+      <table class="bom" id="bomtable">
+        <thead id="bomhead">
+        </thead>
+        <tbody id="bombody">
+        </tbody>
+      </table>
+    </div>
+    <div id="canvasdiv" class="split split-horizontal">
+      <div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden">
+        <div style="position: relative; width: 100%; height: 100%;">
+          <canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
+          <canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
+          <canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
+          <canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
+        </div>
+      </div>
+      <div id="backcanvas" class="split" touch-action="none" style="overflow: hidden">
+        <div style="position: relative; width: 100%; height: 100%;">
+          <canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
+          <canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
+          <canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
+          <canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
+        </div>
+      </div>
+    </div>
+  </div>
+</div>
+
+</body>
+
+</html>
diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-3mm.zip b/RGB-Panel/JLCPCB-Panel-Gerbers-3mm.zip
deleted file mode 100644
index 0d10bfc..0000000
Binary files a/RGB-Panel/JLCPCB-Panel-Gerbers-3mm.zip and /dev/null differ
diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3.zip b/RGB-Panel/JLCPCB-Panel-Gerbers-V3.zip
new file mode 100644
index 0000000..d07d092
Binary files /dev/null and b/RGB-Panel/JLCPCB-Panel-Gerbers-V3.zip differ
diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3/BOM/RGB-LED-BOM_JLCSMT.xls b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/BOM/RGB-LED-BOM_JLCSMT.xls
new file mode 100644
index 0000000..2230c64
Binary files /dev/null and b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/BOM/RGB-LED-BOM_JLCSMT.xls differ
diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3/BOM/RGB-LED-BOM_JLCSMT.xlsx b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/BOM/RGB-LED-BOM_JLCSMT.xlsx
new file mode 100644
index 0000000..7944d1f
Binary files /dev/null and b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/BOM/RGB-LED-BOM_JLCSMT.xlsx differ
diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3/BOM/RGB-Panel.csv b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/BOM/RGB-Panel.csv
new file mode 100644
index 0000000..dca3de6
--- /dev/null
+++ b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/BOM/RGB-Panel.csv
@@ -0,0 +1,21 @@
+"Id";"Designator";"Footprint";"Quantity";"Designation";"Supplier and ref";
+1;"C15,C15,C16,C17,C18,C16,C17,C18";"C_0603_1608Metric";8;"10uF";;;
+2;"Y1,Y1";"Crystal_SMD_3225-4Pin_3.2x2.5mm";2;"12.000MHz";;;
+3;"U4,U4,U3,U3";"QFN50P300X250X100-15N";4;"74AHC125BQ_115";;;
+4;"F2,F2";"R_1206_3216Metric";2;"Polyfuse 200mA";;;
+5;"R1,R3,R1,R3";"R_0402_1005Metric";4;"1k";;;
+6;"D2,D1,D3,D2,D3,D5,D4,D4,D1,D5";"D_0402_1005Metric";10;"D_TVS";;;
+7;"R7,R7";"R_0402_1005Metric";2;"180k";;;
+8;"SW1,SW1";"SW_A6H-2101_OMR";2;"A6H-2101";;;
+9;"J2,J2";"HRS_FH34SRJ-12S-0.5SH_50_";2;"FH34SRJ-12S-0.5SH_50_";;;
+10;"R5,R6,R6,R5";"R_0402_1005Metric";4;"27";;;
+11;"C5,C5,C10,C7,C9,C13,C12,C12,C9,C14,C11,C10,C13,C3,C7,C4,C14,C11,C3,C4";"C_0402_1005Metric";20;"100nF";;;
+12;"C1,C2,C1,C2";"C_0402_1005Metric";4;"15pF";;;
+13;"U1,U1";"SON-8-1EP_3x2mm_P0.5mm_EP0.2x1.6mm";2;"W25Q16JVUXIQ ";;;
+14;"C6,C8,C6,C8";"C_0402_1005Metric";4;"1uF";;;
+15;"KiKit_FID_B_4,KiKit_FID_B_2,KiKit_FID_B_1,KiKit_FID_B_3,KiKit_FID_T_3,KiKit_FID_T_1,KiKit_FID_T_2,KiKit_FID_T_4";"Fiducial";8;"Fiducial";;;
+16;"U2,U2";"QFN-56-1EP_7x7mm_P0.4mm_EP3.2x3.2mm";2;"RP2040";;;
+17;"F1,F1";"R_1206_3216Metric";2;"Polyfuse 600mA";;;
+18;"N13,N117,N168,N184,N66,N53,N282,N68,N104,N122,N273,N173,N41,N72,N153,N175,N255,N138,N174,N240,N180,N16,N7,N96,N148,N260,N83,N267,N132,N280,N144,N225,N240,N205,N267,N101,N139,N160,N179,N112,N48,N154,N231,N65,N189,N95,N180,N29,N81,N182,N47,N105,N40,N243,N213,N150,N162,N253,N221,N206,N26,N216,N27,N131,N222,N184,N6,N189,N142,N248,N31,N3,N121,N132,N210,N272,N18,N127,N55,N268,N108,N164,N145,N46,N10,N258,N60,N61,N52,N115,N34,N61,N230,N276,N123,N185,N116,N212,N90,N252,N64,N204,N251,N157,N113,N34,N123,N54,N268,N191,N133,N278,N274,N182,N50,N70,N226,N44,N69,N41,N30,N54,N24,N8,N114,N168,N279,N266,N165,N170,N247,N32,N279,N262,N239,N43,N125,N181,N214,N152,N262,N178,N159,N203,N28,N11,N235,N201,N163,N49,N190,N110,N71,N176,N217,N26,N45,N242,N143,N80,N225,N144,N43,N274,N9,N64,N195,N158,N69,N161,N211,N70,N232,N51,N15,N71,N93,N82,N120,N214,N66,N103,N140,N48,N44,N129,N85,N102,N50,N62,N241,N120,N63,N244,N137,N87,N271,N228,N227,N33,N222,N85,N231,N73,N1,N39,N107,N57,N210,N215,N36,N79,N93,N197,N254,N94,N248,N152,N237,N94,N20,N117,N55,N108,N223,N8,N237,N19,N136,N30,N247,N192,N273,N206,N266,N217,N89,N218,N83,N130,N285,N286,N77,N128,N232,N146,N167,N242,N12,N196,N167,N275,N88,N235,N177,N5,N19,N158,N5,N198,N106,N11,N134,N99,N35,N183,N2,N81,N288,N124,N97,N116,N211,N88,N74,N56,N99,N89,N245,N233,N126,N105,N103,N234,N86,N269,N141,N286,N21,N166,N73,N22,N104,N134,N151,N265,N141,N124,N218,N205,N219,N159,N233,N145,N257,N118,N252,N146,N58,N59,N52,N245,N13,N4,N169,N118,N51,N97,N40,N229,N181,N156,N276,N202,N14,N188,N198,N220,N284,N257,N10,N186,N154,N20,N250,N33,N121,N14,N194,N129,N142,N160,N278,N72,N238,N53,N75,N111,N161,N135,N263,N95,N228,N280,N178,N281,N227,N65,N84,N16,N67,N238,N208,N17,N86,N25,N107,N207,N149,N163,N166,N223,N185,N187,N135,N131,N256,N109,N220,N63,N57,N200,N122,N283,N277,N243,N271,N9,N188,N91,N191,N265,N46,N47,N251,N162,N15,N174,N119,N150,N246,N172,N270,N193,N7,N236,N256,N193,N110,N17,N264,N259,N219,N82,N261,N209,N60,N67,N147,N236,N270,N74,N24,N139,N155,N288,N42,N183,N101,N241,N138,N264,N221,N155,N283,N258,N212,N23,N224,N287,N2,N23,N35,N151,N275,N6,N147,N114,N153,N22,N49,N111,N195,N172,N39,N102,N244,N249,N192,N287,N140,N143,N18,N91,N190,N1,N96,N79,N201,N125,N282,N209,N4,N173,N269,N68,N112,N92,N216,N106,N100,N42,N133,N62,N213,N177,N78,N31,N157,N38,N77,N230,N127,N21,N170,N200,N76,N76,N98,N239,N224,N100,N148,N186,N119,N253,N25,N37,N203,N250,N28,N75,N196,N277,N171,N56,N246,N263,N194,N204,N126,N12,N260,N38,N136,N58,N80,N199,N197,N284,N208,N249,N164,N171,N92,N78,N149,N59,N84,N113,N255,N202,N45,N128,N32,N37,N234,N3,N261,N254,N215,N87,N199,N272,N29,N165,N229,N137,N169,N179,N90,N176,N285,N187,N207,N27,N259,N115,N281,N109,N156,N130,N226,N36,N175,N98";"SK6805-EC14";576;"~";;;
+19;"KiKit_MB_13_3,KiKit_MB_31_3,KiKit_MB_15_4,KiKit_MB_38_2,KiKit_MB_19_4,KiKit_MB_40_1,KiKit_MB_47_6,KiKit_MB_39_1,KiKit_MB_8_3,KiKit_MB_4_1,KiKit_MB_8_1,KiKit_MB_21_3,KiKit_MB_40_2,KiKit_MB_43_2,KiKit_MB_41_4,KiKit_MB_9_1,KiKit_MB_43_6,KiKit_MB_4_4,KiKit_MB_12_2,KiKit_MB_44_2,KiKit_TO_1,KiKit_MB_15_3,KiKit_MB_1_3,KiKit_MB_25_3,KiKit_MB_12_1,KiKit_MB_25_1,KiKit_MB_32_2,KiKit_MB_34_1,KiKit_MB_28_2,KiKit_MB_14_1,KiKit_MB_11_4,KiKit_MB_43_4,KiKit_MB_6_4,KiKit_MB_3_3,KiKit_MB_19_1,KiKit_MB_7_1,KiKit_MB_5_1,KiKit_MB_12_4,KiKit_MB_48_6,KiKit_MB_6_3,KiKit_MB_3_4,KiKit_MB_1_4,KiKit_MB_30_2,KiKit_MB_5_4,KiKit_MB_46_1,KiKit_MB_24_3,KiKit_MB_45_3,KiKit_MB_40_3,KiKit_MB_7_2,KiKit_MB_8_4,KiKit_MB_22_1,KiKit_MB_9_3,KiKit_MB_41_2,KiKit_MB_17_1,KiKit_MB_46_7,KiKit_MB_35_1,KiKit_MB_48_1,KiKit_MB_27_2,KiKit_MB_17_3,KiKit_MB_43_3,KiKit_MB_18_4,KiKit_MB_36_3,KiKit_MB_43_1,KiKit_MB_7_4,KiKit_MB_27_1,KiKit_MB_16_4,KiKit_MB_35_3,KiKit_MB_48_3,KiKit_MB_39_2,KiKit_MB_43_5,KiKit_MB_10_4,KiKit_MB_21_2,KiKit_MB_44_6,KiKit_MB_1_1,KiKit_MB_22_3,KiKit_MB_10_1,KiKit_MB_37_1,KiKit_MB_36_2,KiKit_MB_34_4,KiKit_MB_3_1,KiKit_MB_28_4,KiKit_MB_31_2,KiKit_MB_26_1,KiKit_MB_31_4,KiKit_MB_17_4,KiKit_MB_23_2,KiKit_MB_47_7,KiKit_MB_38_1,KiKit_MB_22_2,KiKit_MB_2_4,KiKit_MB_29_2,KiKit_MB_36_1,KiKit_MB_19_2,KiKit_MB_5_3,KiKit_MB_30_1,KiKit_MB_9_4,KiKit_MB_4_3,KiKit_MB_17_2,KiKit_MB_11_3,KiKit_MB_18_2,KiKit_MB_46_6,KiKit_MB_2_2,KiKit_MB_41_3,KiKit_MB_26_2,KiKit_MB_43_7,KiKit_MB_36_4,KiKit_MB_37_2,KiKit_MB_29_3,KiKit_MB_42_2,KiKit_TO_2,KiKit_MB_42_5,KiKit_MB_12_3,KiKit_MB_47_2,KiKit_MB_16_3,KiKit_MB_41_6,KiKit_MB_38_3,KiKit_MB_9_2,KiKit_MB_13_4,KiKit_MB_45_7,KiKit_MB_47_1,KiKit_MB_33_2,KiKit_MB_21_4,KiKit_MB_15_1,KiKit_MB_13_2,KiKit_MB_29_4,KiKit_MB_24_2,KiKit_MB_13_1,KiKit_MB_45_5,KiKit_MB_46_2,KiKit_MB_47_5,KiKit_MB_45_2,KiKit_MB_24_4,KiKit_MB_23_1,KiKit_MB_37_4,KiKit_MB_42_3,KiKit_MB_2_1,KiKit_MB_4_2,KiKit_MB_46_5,KiKit_MB_25_4,KiKit_MB_2_3,KiKit_MB_34_2,KiKit_MB_47_4,KiKit_MB_23_3,KiKit_MB_11_2,KiKit_MB_44_5,KiKit_MB_21_1,KiKit_MB_14_2,KiKit_MB_5_2,KiKit_MB_27_3,KiKit_MB_8_2,KiKit_MB_42_7,KiKit_MB_24_1,KiKit_MB_47_3,KiKit_TO_3,KiKit_MB_42_4,KiKit_MB_35_2,KiKit_MB_16_2,KiKit_MB_6_1,KiKit_MB_19_3,KiKit_MB_25_2,KiKit_MB_11_1,KiKit_MB_18_1,KiKit_MB_29_1,KiKit_MB_23_4,KiKit_MB_44_4,KiKit_MB_26_3,KiKit_MB_34_3,KiKit_MB_1_2,KiKit_MB_39_4,KiKit_MB_42_6,KiKit_MB_28_1,KiKit_MB_45_6,KiKit_MB_33_3,KiKit_MB_44_3,KiKit_MB_42_1,KiKit_MB_44_1,KiKit_MB_41_1,KiKit_MB_28_3,KiKit_MB_20_3,KiKit_MB_6_2,KiKit_MB_44_7,KiKit_MB_20_4,KiKit_MB_16_1,KiKit_MB_46_4,KiKit_MB_30_3,KiKit_MB_32_1,KiKit_MB_37_3,KiKit_MB_22_4,KiKit_MB_27_4,KiKit_MB_35_4,KiKit_MB_20_2,KiKit_MB_38_4,KiKit_TO_4,KiKit_MB_48_5,KiKit_MB_45_4,KiKit_MB_48_7,KiKit_MB_32_4,KiKit_MB_3_2,KiKit_MB_41_5,KiKit_MB_10_3,KiKit_MB_31_1,KiKit_MB_40_4,KiKit_MB_46_3,KiKit_MB_32_3,KiKit_MB_33_4,KiKit_MB_45_1,KiKit_MB_33_1,KiKit_MB_48_2,KiKit_MB_30_4,KiKit_MB_41_7,KiKit_MB_14_3,KiKit_MB_18_3,KiKit_MB_15_2,KiKit_MB_26_4,KiKit_MB_14_4,KiKit_MB_39_3,KiKit_MB_7_3,KiKit_MB_20_1,KiKit_MB_48_4,KiKit_MB_10_2";"NPTH";220;"NPTH";;;
+20;",,,,,";"";6;"";;;
diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3/Placement/RGB-Panel-all-pos.csv b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/Placement/RGB-Panel-all-pos.csv
new file mode 100644
index 0000000..7b9d125
--- /dev/null
+++ b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/Placement/RGB-Panel-all-pos.csv
@@ -0,0 +1,693 @@
+Designator,Val,Package,Mid X,Mid Y,Rotation,Layer
+C1,15pF,C_0402_1005Metric,56.580009,-99.8,180,bottom
+C1,15pF,C_0402_1005Metric,21.580009,-99.8,180,bottom
+C2,15pF,C_0402_1005Metric,54.420009,-96.35,0,bottom
+C2,15pF,C_0402_1005Metric,19.420009,-96.35,0,bottom
+C3,100nF,C_0402_1005Metric,70.100009,-103.184,-90,bottom
+C3,100nF,C_0402_1005Metric,35.100009,-103.184,-90,bottom
+C4,100nF,C_0402_1005Metric,21.780009,-96.625,180,bottom
+C4,100nF,C_0402_1005Metric,56.780009,-96.625,180,bottom
+C5,100nF,C_0402_1005Metric,33.380009,-98.315,0,bottom
+C5,100nF,C_0402_1005Metric,68.380009,-98.315,0,bottom
+C6,1uF,C_0402_1005Metric,32.880009,-95.9,0,bottom
+C6,1uF,C_0402_1005Metric,67.880009,-95.9,0,bottom
+C7,100nF,C_0402_1005Metric,31.520009,-93.643,180,bottom
+C7,100nF,C_0402_1005Metric,66.520009,-93.643,180,bottom
+C8,1uF,C_0402_1005Metric,67.880009,-94.893,0,bottom
+C8,1uF,C_0402_1005Metric,32.880009,-94.893,0,bottom
+C9,100nF,C_0402_1005Metric,35.320009,-97.743,0,bottom
+C9,100nF,C_0402_1005Metric,70.320009,-97.743,0,bottom
+C10,100nF,C_0402_1005Metric,67.100009,-102.58,-90,bottom
+C10,100nF,C_0402_1005Metric,32.100009,-102.58,-90,bottom
+C11,100nF,C_0402_1005Metric,29.600009,-93.55,180,bottom
+C11,100nF,C_0402_1005Metric,64.600009,-93.55,180,bottom
+C12,100nF,C_0402_1005Metric,61.652902,-103.199892,0,bottom
+C12,100nF,C_0402_1005Metric,26.652902,-103.199892,0,bottom
+C13,100nF,C_0402_1005Metric,62.000009,-93.55,0,bottom
+C13,100nF,C_0402_1005Metric,27.000009,-93.55,0,bottom
+C14,100nF,C_0402_1005Metric,21.780009,-97.6,180,bottom
+C14,100nF,C_0402_1005Metric,56.780009,-97.6,180,bottom
+C15,10uF,C_0603_1608Metric,26.000009,-106.7,0,bottom
+C15,10uF,C_0603_1608Metric,61.000009,-106.7,0,bottom
+C16,10uF,C_0603_1608Metric,50.947902,-107.459892,0,bottom
+C16,10uF,C_0603_1608Metric,15.947902,-107.459892,0,bottom
+C17,10uF,C_0603_1608Metric,8.600009,-97.475,-90,bottom
+C17,10uF,C_0603_1608Metric,43.600009,-97.475,-90,bottom
+C18,10uF,C_0603_1608Metric,43.370008,-103.57,-90,bottom
+C18,10uF,C_0603_1608Metric,8.370008,-103.57,-90,bottom
+D1,D_TVS,D_0402_1005Metric,47.622902,-109.194892,-90,bottom
+D1,D_TVS,D_0402_1005Metric,12.622902,-109.194892,-90,bottom
+D2,D_TVS,D_0402_1005Metric,25.500009,-105.5,180,bottom
+D2,D_TVS,D_0402_1005Metric,60.500009,-105.5,180,bottom
+D3,D_TVS,D_0402_1005Metric,71.299955,-110.242839,45,bottom
+D3,D_TVS,D_0402_1005Metric,36.299955,-110.242839,45,bottom
+D4,D_TVS,D_0402_1005Metric,71.392902,-108.234892,-90,bottom
+D4,D_TVS,D_0402_1005Metric,36.392902,-108.234892,-90,bottom
+D5,D_TVS,D_0402_1005Metric,63.032902,-105.854892,-90,bottom
+D5,D_TVS,D_0402_1005Metric,28.032902,-105.854892,-90,bottom
+F1,Polyfuse 600mA,R_1206_3216Metric,57.200009,-106.36,180,bottom
+F1,Polyfuse 600mA,R_1206_3216Metric,22.200009,-106.36,180,bottom
+F2,Polyfuse 200mA,R_1206_3216Metric,50.470402,-109.389892,180,bottom
+F2,Polyfuse 200mA,R_1206_3216Metric,15.470402,-109.389892,180,bottom
+J2,FH34SRJ-12S-0.5SH_50_,HRS_FH34SRJ-12S-0.5SH_50_,22.500009,-109.75,180,bottom
+J2,FH34SRJ-12S-0.5SH_50_,HRS_FH34SRJ-12S-0.5SH_50_,57.500009,-109.75,180,bottom
+KiKit_FID_B_1,Fiducial,Fiducial,3,-16.5,0,bottom
+KiKit_FID_B_2,Fiducial,Fiducial,77.000006,-16.5,0,bottom
+KiKit_FID_B_3,Fiducial,Fiducial,3,-108.899995,0,bottom
+KiKit_FID_B_4,Fiducial,Fiducial,77.000006,-108.899995,0,bottom
+R1,1k,R_0402_1005Metric,32.620009,-104.02,0,bottom
+R1,1k,R_0402_1005Metric,67.620009,-104.02,0,bottom
+R2,10k,R_0402_1005Metric,68.710009,-102.684,180,bottom
+R2,10k,R_0402_1005Metric,33.710009,-102.684,180,bottom
+R3,1k,R_0402_1005Metric,21.800009,-98.625,0,bottom
+R3,1k,R_0402_1005Metric,56.800009,-98.625,0,bottom
+R4,10k,R_0402_1005Metric,22.900009,-94.19,-90,bottom
+R4,10k,R_0402_1005Metric,57.900009,-94.19,-90,bottom
+R5,27,R_0402_1005Metric,35.370009,-96.223,180,bottom
+R5,27,R_0402_1005Metric,70.370009,-96.223,180,bottom
+R6,27,R_0402_1005Metric,69.830009,-95.173,180,bottom
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+N277,~,SK6805-EC14,29.346009,-112.333,0,top
+N277,~,SK6805-EC14,64.346009,-112.333,0,top
+N278,~,SK6805-EC14,67.769009,-112.333,0,top
+N278,~,SK6805-EC14,32.769009,-112.333,0,top
+N279,~,SK6805-EC14,71.192009,-112.333,0,top
+N279,~,SK6805-EC14,36.192009,-112.333,0,top
+N280,~,SK6805-EC14,8.808009,-115.756,0,top
+N280,~,SK6805-EC14,43.808009,-115.756,0,top
+N281,~,SK6805-EC14,47.231009,-115.756,0,top
+N281,~,SK6805-EC14,12.231009,-115.756,0,top
+N282,~,SK6805-EC14,15.654009,-115.756,0,top
+N282,~,SK6805-EC14,50.654009,-115.756,0,top
+N283,~,SK6805-EC14,54.077009,-115.756,0,top
+N283,~,SK6805-EC14,19.077009,-115.756,0,top
+N284,~,SK6805-EC14,57.500009,-115.756,0,top
+N284,~,SK6805-EC14,22.500009,-115.756,0,top
+N285,~,SK6805-EC14,25.923009,-115.756,0,top
+N285,~,SK6805-EC14,60.923009,-115.756,0,top
+N286,~,SK6805-EC14,29.346009,-115.756,0,top
+N286,~,SK6805-EC14,64.346009,-115.756,0,top
+N287,~,SK6805-EC14,32.769009,-115.756,0,top
+N287,~,SK6805-EC14,67.769009,-115.756,0,top
+N288,~,SK6805-EC14,71.192009,-115.756,0,top
+N288,~,SK6805-EC14,36.192009,-115.756,0,top
diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3/Placement/RGB-Panel-all-pos.xls b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/Placement/RGB-Panel-all-pos.xls
new file mode 100644
index 0000000..d047ea1
Binary files /dev/null and b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/Placement/RGB-Panel-all-pos.xls differ
diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3/Placement/RGB-Panel-all-pos.xlsx b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/Placement/RGB-Panel-all-pos.xlsx
new file mode 100644
index 0000000..69656cf
Binary files /dev/null and b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/Placement/RGB-Panel-all-pos.xlsx differ
diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3/Placement/RGB-Panel-bottom-pos.csv b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/Placement/RGB-Panel-bottom-pos.csv
new file mode 100644
index 0000000..e8152da
--- /dev/null
+++ b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/Placement/RGB-Panel-bottom-pos.csv
@@ -0,0 +1,103 @@
+Ref,Val,Package,PosX,PosY,Rot,Side
+"C1","15pF","C_0402_1005Metric",56.580009,-99.800000,180.000000,bottom
+"C1","15pF","C_0402_1005Metric",21.580009,-99.800000,180.000000,bottom
+"C2","15pF","C_0402_1005Metric",54.420009,-96.350000,0.000000,bottom
+"C2","15pF","C_0402_1005Metric",19.420009,-96.350000,0.000000,bottom
+"C3","100nF","C_0402_1005Metric",35.100009,-103.184000,-90.000000,bottom
+"C3","100nF","C_0402_1005Metric",70.100009,-103.184000,-90.000000,bottom
+"C4","100nF","C_0402_1005Metric",21.780009,-96.625000,180.000000,bottom
+"C4","100nF","C_0402_1005Metric",56.780009,-96.625000,180.000000,bottom
+"C5","100nF","C_0402_1005Metric",68.380009,-98.315000,0.000000,bottom
+"C5","100nF","C_0402_1005Metric",33.380009,-98.315000,0.000000,bottom
+"C6","1uF","C_0402_1005Metric",67.880009,-95.900000,0.000000,bottom
+"C6","1uF","C_0402_1005Metric",32.880009,-95.900000,0.000000,bottom
+"C7","100nF","C_0402_1005Metric",31.520009,-93.643000,180.000000,bottom
+"C7","100nF","C_0402_1005Metric",66.520009,-93.643000,180.000000,bottom
+"C8","1uF","C_0402_1005Metric",32.880009,-94.893000,0.000000,bottom
+"C8","1uF","C_0402_1005Metric",67.880009,-94.893000,0.000000,bottom
+"C9","100nF","C_0402_1005Metric",70.320009,-97.743000,0.000000,bottom
+"C9","100nF","C_0402_1005Metric",35.320009,-97.743000,0.000000,bottom
+"C10","100nF","C_0402_1005Metric",67.100009,-102.580000,-90.000000,bottom
+"C10","100nF","C_0402_1005Metric",32.100009,-102.580000,-90.000000,bottom
+"C11","100nF","C_0402_1005Metric",64.600009,-93.550000,180.000000,bottom
+"C11","100nF","C_0402_1005Metric",29.600009,-93.550000,180.000000,bottom
+"C12","100nF","C_0402_1005Metric",26.652902,-103.199892,0.000000,bottom
+"C12","100nF","C_0402_1005Metric",61.652902,-103.199892,0.000000,bottom
+"C13","100nF","C_0402_1005Metric",62.000009,-93.550000,0.000000,bottom
+"C13","100nF","C_0402_1005Metric",27.000009,-93.550000,0.000000,bottom
+"C14","100nF","C_0402_1005Metric",21.780009,-97.600000,180.000000,bottom
+"C14","100nF","C_0402_1005Metric",56.780009,-97.600000,180.000000,bottom
+"C15","10uF","C_0603_1608Metric",61.000009,-106.700000,0.000000,bottom
+"C15","10uF","C_0603_1608Metric",26.000009,-106.700000,0.000000,bottom
+"C16","10uF","C_0603_1608Metric",50.947902,-107.459892,0.000000,bottom
+"C16","10uF","C_0603_1608Metric",15.947902,-107.459892,0.000000,bottom
+"C17","10uF","C_0603_1608Metric",43.600009,-97.475000,-90.000000,bottom
+"C17","10uF","C_0603_1608Metric",8.600009,-97.475000,-90.000000,bottom
+"C18","10uF","C_0603_1608Metric",8.370008,-103.570000,-90.000000,bottom
+"C18","10uF","C_0603_1608Metric",43.370008,-103.570000,-90.000000,bottom
+"D1","D_TVS","D_0402_1005Metric",47.622902,-109.194892,-90.000000,bottom
+"D1","D_TVS","D_0402_1005Metric",12.622902,-109.194892,-90.000000,bottom
+"D2","D_TVS","D_0402_1005Metric",25.500009,-105.500000,180.000000,bottom
+"D2","D_TVS","D_0402_1005Metric",60.500009,-105.500000,180.000000,bottom
+"D3","D_TVS","D_0402_1005Metric",36.299955,-110.242839,45.000000,bottom
+"D3","D_TVS","D_0402_1005Metric",71.299955,-110.242839,45.000000,bottom
+"D4","D_TVS","D_0402_1005Metric",71.392902,-108.234892,-90.000000,bottom
+"D4","D_TVS","D_0402_1005Metric",36.392902,-108.234892,-90.000000,bottom
+"D5","D_TVS","D_0402_1005Metric",63.032902,-105.854892,-90.000000,bottom
+"D5","D_TVS","D_0402_1005Metric",28.032902,-105.854892,-90.000000,bottom
+"F1","Polyfuse 600mA","R_1206_3216Metric",22.200009,-106.360000,180.000000,bottom
+"F1","Polyfuse 600mA","R_1206_3216Metric",57.200009,-106.360000,180.000000,bottom
+"F2","Polyfuse 200mA","R_1206_3216Metric",15.470402,-109.389892,180.000000,bottom
+"F2","Polyfuse 200mA","R_1206_3216Metric",50.470402,-109.389892,180.000000,bottom
+"J2","FH34SRJ-12S-0.5SH_50_","HRS_FH34SRJ-12S-0.5SH_50_",57.500009,-109.750000,180.000000,bottom
+"J2","FH34SRJ-12S-0.5SH_50_","HRS_FH34SRJ-12S-0.5SH_50_",22.500009,-109.750000,180.000000,bottom
+"KiKit_FID_B_1","Fiducial","Fiducial",3.000000,-16.500000,0.000000,bottom
+"KiKit_FID_B_2","Fiducial","Fiducial",77.000006,-16.500000,0.000000,bottom
+"KiKit_FID_B_3","Fiducial","Fiducial",3.000000,-108.899995,0.000000,bottom
+"KiKit_FID_B_4","Fiducial","Fiducial",77.000006,-108.899995,0.000000,bottom
+"R1","1k","R_0402_1005Metric",67.620009,-104.020000,0.000000,bottom
+"R1","1k","R_0402_1005Metric",32.620009,-104.020000,0.000000,bottom
+"R2","10k","R_0402_1005Metric",33.710009,-102.684000,180.000000,bottom
+"R2","10k","R_0402_1005Metric",68.710009,-102.684000,180.000000,bottom
+"R3","1k","R_0402_1005Metric",21.800009,-98.625000,0.000000,bottom
+"R3","1k","R_0402_1005Metric",56.800009,-98.625000,0.000000,bottom
+"R4","10k","R_0402_1005Metric",57.900009,-94.190000,-90.000000,bottom
+"R4","10k","R_0402_1005Metric",22.900009,-94.190000,-90.000000,bottom
+"R5","27","R_0402_1005Metric",70.370009,-96.223000,180.000000,bottom
+"R5","27","R_0402_1005Metric",35.370009,-96.223000,180.000000,bottom
+"R6","27","R_0402_1005Metric",34.830009,-95.173000,180.000000,bottom
+"R6","27","R_0402_1005Metric",69.830009,-95.173000,180.000000,bottom
+"R7","180k","R_0402_1005Metric",52.232902,-111.049892,180.000000,bottom
+"R7","180k","R_0402_1005Metric",17.232902,-111.049892,180.000000,bottom
+"R8","10k","R_0402_1005Metric",10.042902,-104.909892,90.000000,bottom
+"R8","10k","R_0402_1005Metric",45.042902,-104.909892,90.000000,bottom
+"R9","470","R_0402_1005Metric",45.390009,-93.500000,180.000000,bottom
+"R9","470","R_0402_1005Metric",10.390009,-93.500000,180.000000,bottom
+"R10","470","R_0402_1005Metric",15.350009,-93.903000,90.000000,bottom
+"R10","470","R_0402_1005Metric",50.350009,-93.903000,90.000000,bottom
+"R11","470","R_0402_1005Metric",14.100008,-96.909999,-90.000000,bottom
+"R11","470","R_0402_1005Metric",49.100008,-96.909999,-90.000000,bottom
+"R12","470","R_0402_1005Metric",10.950009,-98.320000,180.000000,bottom
+"R12","470","R_0402_1005Metric",45.950009,-98.320000,180.000000,bottom
+"R13","470","R_0402_1005Metric",10.152902,-99.719892,180.000000,bottom
+"R13","470","R_0402_1005Metric",45.152902,-99.719892,180.000000,bottom
+"R14","470","R_0402_1005Metric",48.970008,-100.585000,90.000000,bottom
+"R14","470","R_0402_1005Metric",13.970008,-100.585000,90.000000,bottom
+"R15","470","R_0402_1005Metric",13.970008,-103.005000,-90.000000,bottom
+"R15","470","R_0402_1005Metric",48.970008,-103.005000,-90.000000,bottom
+"R16","470","R_0402_1005Metric",47.692902,-104.989892,-90.000000,bottom
+"R16","470","R_0402_1005Metric",12.692902,-104.989892,-90.000000,bottom
+"R24","10k","R_0402_1005Metric",9.882902,-91.879892,180.000000,bottom
+"R24","10k","R_0402_1005Metric",44.882902,-91.879892,180.000000,bottom
+"SW1","A6H-2101","SW_A6H-2101_OMR",66.667902,-108.514892,180.000000,bottom
+"SW1","A6H-2101","SW_A6H-2101_OMR",31.667902,-108.514892,180.000000,bottom
+"U1","W25Q16JVUXIQ ","SON-8-1EP_3x2mm_P0.5mm_EP0.2x1.6mm",69.407509,-100.643000,0.000000,bottom
+"U1","W25Q16JVUXIQ ","SON-8-1EP_3x2mm_P0.5mm_EP0.2x1.6mm",34.407509,-100.643000,0.000000,bottom
+"U2","RP2040","QFN-56-1EP_7x7mm_P0.4mm_EP3.2x3.2mm",27.500009,-98.300000,90.000000,bottom
+"U2","RP2040","QFN-56-1EP_7x7mm_P0.4mm_EP3.2x3.2mm",62.500009,-98.300000,90.000000,bottom
+"U3","74AHC125BQ_115","QFN50P300X250X100-15N",11.500009,-95.900000,-90.000000,bottom
+"U3","74AHC125BQ_115","QFN50P300X250X100-15N",46.500009,-95.900000,-90.000000,bottom
+"U4","74AHC125BQ_115","QFN50P300X250X100-15N",11.300009,-102.095000,-90.000000,bottom
+"U4","74AHC125BQ_115","QFN50P300X250X100-15N",46.300009,-102.095000,-90.000000,bottom
+"Y1","12.000MHz","Crystal_SMD_3225-4Pin_3.2x2.5mm",53.864009,-98.935000,-90.000000,bottom
+"Y1","12.000MHz","Crystal_SMD_3225-4Pin_3.2x2.5mm",18.864009,-98.935000,-90.000000,bottom
diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3/Placement/RGB-Panel-top-pos.csv b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/Placement/RGB-Panel-top-pos.csv
new file mode 100644
index 0000000..6d50ade
--- /dev/null
+++ b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/Placement/RGB-Panel-top-pos.csv
@@ -0,0 +1,591 @@
+Ref,Val,Package,PosX,PosY,Rot,Side
+"","","",67.692902,-49.749892,0.000000,top
+"","","",67.892902,-17.049892,0.000000,top
+"","","",32.892902,-17.049892,0.000000,top
+"","","",46.592902,-17.049892,0.000000,top
+"","","",11.592902,-17.049892,0.000000,top
+"","","",32.692902,-49.749892,0.000000,top
+"KiKit_FID_T_1","Fiducial","Fiducial",3.000000,-16.500000,0.000000,top
+"KiKit_FID_T_2","Fiducial","Fiducial",77.000006,-16.500000,0.000000,top
+"KiKit_FID_T_3","Fiducial","Fiducial",3.000000,-108.899995,0.000000,top
+"KiKit_FID_T_4","Fiducial","Fiducial",77.000006,-108.899995,0.000000,top
+"KiKit_TO_1","NPTH","NPTH",3.000000,-3.000000,0.000000,top
+"KiKit_TO_2","NPTH","NPTH",77.000006,-3.000000,0.000000,top
+"KiKit_TO_3","NPTH","NPTH",3.000000,-122.399995,0.000000,top
+"KiKit_TO_4","NPTH","NPTH",77.000006,-122.399995,0.000000,top
+"N1","~","SK6805-EC14",8.808009,-9.643000,0.000000,top
+"N1","~","SK6805-EC14",43.808009,-9.643000,0.000000,top
+"N2","~","SK6805-EC14",12.231009,-9.643000,0.000000,top
+"N2","~","SK6805-EC14",47.231009,-9.643000,0.000000,top
+"N3","~","SK6805-EC14",50.654009,-9.643000,0.000000,top
+"N3","~","SK6805-EC14",15.654009,-9.643000,0.000000,top
+"N4","~","SK6805-EC14",54.077009,-9.643000,0.000000,top
+"N4","~","SK6805-EC14",19.077009,-9.643000,0.000000,top
+"N5","~","SK6805-EC14",22.500009,-9.643000,0.000000,top
+"N5","~","SK6805-EC14",57.500009,-9.643000,0.000000,top
+"N6","~","SK6805-EC14",25.923009,-9.643000,0.000000,top
+"N6","~","SK6805-EC14",60.923009,-9.643000,0.000000,top
+"N7","~","SK6805-EC14",64.346009,-9.643000,0.000000,top
+"N7","~","SK6805-EC14",29.346009,-9.643000,0.000000,top
+"N8","~","SK6805-EC14",67.769009,-9.643000,0.000000,top
+"N8","~","SK6805-EC14",32.769009,-9.643000,0.000000,top
+"N9","~","SK6805-EC14",71.192009,-9.643000,0.000000,top
+"N9","~","SK6805-EC14",36.192009,-9.643000,0.000000,top
+"N10","~","SK6805-EC14",8.808009,-13.066000,0.000000,top
+"N10","~","SK6805-EC14",43.808009,-13.066000,0.000000,top
+"N11","~","SK6805-EC14",12.231009,-13.066000,0.000000,top
+"N11","~","SK6805-EC14",47.231009,-13.066000,0.000000,top
+"N12","~","SK6805-EC14",15.654009,-13.066000,0.000000,top
+"N12","~","SK6805-EC14",50.654009,-13.066000,0.000000,top
+"N13","~","SK6805-EC14",19.077009,-13.066000,0.000000,top
+"N13","~","SK6805-EC14",54.077009,-13.066000,0.000000,top
+"N14","~","SK6805-EC14",22.500009,-13.066000,0.000000,top
+"N14","~","SK6805-EC14",57.500009,-13.066000,0.000000,top
+"N15","~","SK6805-EC14",25.923009,-13.066000,0.000000,top
+"N15","~","SK6805-EC14",60.923009,-13.066000,0.000000,top
+"N16","~","SK6805-EC14",29.346009,-13.066000,0.000000,top
+"N16","~","SK6805-EC14",64.346009,-13.066000,0.000000,top
+"N17","~","SK6805-EC14",32.769009,-13.066000,0.000000,top
+"N17","~","SK6805-EC14",67.769009,-13.066000,0.000000,top
+"N18","~","SK6805-EC14",36.192009,-13.066000,0.000000,top
+"N18","~","SK6805-EC14",71.192009,-13.066000,0.000000,top
+"N19","~","SK6805-EC14",8.808009,-16.489000,0.000000,top
+"N19","~","SK6805-EC14",43.808009,-16.489000,0.000000,top
+"N20","~","SK6805-EC14",12.231009,-16.489000,0.000000,top
+"N20","~","SK6805-EC14",47.231009,-16.489000,0.000000,top
+"N21","~","SK6805-EC14",15.654009,-16.489000,0.000000,top
+"N21","~","SK6805-EC14",50.654009,-16.489000,0.000000,top
+"N22","~","SK6805-EC14",54.077009,-16.489000,0.000000,top
+"N22","~","SK6805-EC14",19.077009,-16.489000,0.000000,top
+"N23","~","SK6805-EC14",22.500009,-16.489000,0.000000,top
+"N23","~","SK6805-EC14",57.500009,-16.489000,0.000000,top
+"N24","~","SK6805-EC14",25.923009,-16.489000,0.000000,top
+"N24","~","SK6805-EC14",60.923009,-16.489000,0.000000,top
+"N25","~","SK6805-EC14",64.346009,-16.489000,0.000000,top
+"N25","~","SK6805-EC14",29.346009,-16.489000,0.000000,top
+"N26","~","SK6805-EC14",67.769009,-16.489000,0.000000,top
+"N26","~","SK6805-EC14",32.769009,-16.489000,0.000000,top
+"N27","~","SK6805-EC14",36.192009,-16.489000,0.000000,top
+"N27","~","SK6805-EC14",71.192009,-16.489000,0.000000,top
+"N28","~","SK6805-EC14",8.808009,-19.912000,0.000000,top
+"N28","~","SK6805-EC14",43.808009,-19.912000,0.000000,top
+"N29","~","SK6805-EC14",47.231009,-19.912000,0.000000,top
+"N29","~","SK6805-EC14",12.231009,-19.912000,0.000000,top
+"N30","~","SK6805-EC14",50.654009,-19.912000,0.000000,top
+"N30","~","SK6805-EC14",15.654009,-19.912000,0.000000,top
+"N31","~","SK6805-EC14",19.077009,-19.912000,0.000000,top
+"N31","~","SK6805-EC14",54.077009,-19.912000,0.000000,top
+"N32","~","SK6805-EC14",22.500009,-19.912000,0.000000,top
+"N32","~","SK6805-EC14",57.500009,-19.912000,0.000000,top
+"N33","~","SK6805-EC14",25.923009,-19.912000,0.000000,top
+"N33","~","SK6805-EC14",60.923009,-19.912000,0.000000,top
+"N34","~","SK6805-EC14",29.346009,-19.912000,0.000000,top
+"N34","~","SK6805-EC14",64.346009,-19.912000,0.000000,top
+"N35","~","SK6805-EC14",67.769009,-19.912000,0.000000,top
+"N35","~","SK6805-EC14",32.769009,-19.912000,0.000000,top
+"N36","~","SK6805-EC14",36.192009,-19.912000,0.000000,top
+"N36","~","SK6805-EC14",71.192009,-19.912000,0.000000,top
+"N37","~","SK6805-EC14",8.808009,-23.335000,0.000000,top
+"N37","~","SK6805-EC14",43.808009,-23.335000,0.000000,top
+"N38","~","SK6805-EC14",12.231009,-23.335000,0.000000,top
+"N38","~","SK6805-EC14",47.231009,-23.335000,0.000000,top
+"N39","~","SK6805-EC14",50.654009,-23.335000,0.000000,top
+"N39","~","SK6805-EC14",15.654009,-23.335000,0.000000,top
+"N40","~","SK6805-EC14",19.077009,-23.335000,0.000000,top
+"N40","~","SK6805-EC14",54.077009,-23.335000,0.000000,top
+"N41","~","SK6805-EC14",57.500009,-23.335000,0.000000,top
+"N41","~","SK6805-EC14",22.500009,-23.335000,0.000000,top
+"N42","~","SK6805-EC14",60.923009,-23.335000,0.000000,top
+"N42","~","SK6805-EC14",25.923009,-23.335000,0.000000,top
+"N43","~","SK6805-EC14",29.346009,-23.335000,0.000000,top
+"N43","~","SK6805-EC14",64.346009,-23.335000,0.000000,top
+"N44","~","SK6805-EC14",67.769009,-23.335000,0.000000,top
+"N44","~","SK6805-EC14",32.769009,-23.335000,0.000000,top
+"N45","~","SK6805-EC14",71.192009,-23.335000,0.000000,top
+"N45","~","SK6805-EC14",36.192009,-23.335000,0.000000,top
+"N46","~","SK6805-EC14",43.808009,-26.758000,0.000000,top
+"N46","~","SK6805-EC14",8.808009,-26.758000,0.000000,top
+"N47","~","SK6805-EC14",12.231009,-26.758000,0.000000,top
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diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-B_Cu.gbl b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-B_Cu.gbl
new file mode 100644
index 0000000..4cad350
--- /dev/null
+++ b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-B_Cu.gbl
@@ -0,0 +1,19671 @@
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*
+G04 #@! TF.CreationDate,2024-03-31T21:58:01-04:00*
+G04 #@! TF.ProjectId,RGB-Panel,5247422d-5061-46e6-956c-2e6b69636164,V3.0*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Copper,L2,Bot*
+G04 #@! TF.FilePolarity,Positive*
+%FSLAX46Y46*%
+G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
+G04 Created by KiCad (PCBNEW 8.0.1) date 2024-03-31 21:58:01*
+%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*
+G04 #@! TA.AperFunction,SMDPad,CuDef*
+%ADD10RoundRect,0.225000X-0.225000X-0.250000X0.225000X-0.250000X0.225000X0.250000X-0.225000X0.250000X0*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,SMDPad,CuDef*
+%ADD11RoundRect,0.135000X0.185000X-0.135000X0.185000X0.135000X-0.185000X0.135000X-0.185000X-0.135000X0*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,SMDPad,CuDef*
+%ADD12R,1.200000X1.400000*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,SMDPad,CuDef*
+%ADD13RoundRect,0.007800X0.422200X0.122200X-0.422200X0.122200X-0.422200X-0.122200X0.422200X-0.122200X0*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,SMDPad,CuDef*
+%ADD14RoundRect,0.007800X-0.122200X0.422200X-0.122200X-0.422200X0.122200X-0.422200X0.122200X0.422200X0*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,SMDPad,CuDef*
+%ADD15RoundRect,0.250000X0.312500X0.625000X-0.312500X0.625000X-0.312500X-0.625000X0.312500X-0.625000X0*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,SMDPad,CuDef*
+%ADD16RoundRect,0.135000X-0.135000X-0.185000X0.135000X-0.185000X0.135000X0.185000X-0.135000X0.185000X0*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,SMDPad,CuDef*
+%ADD17RoundRect,0.147500X0.147500X0.172500X-0.147500X0.172500X-0.147500X-0.172500X0.147500X-0.172500X0*%
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diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-B_Mask.gbs b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-B_Mask.gbs
new file mode 100644
index 0000000..8076501
--- /dev/null
+++ b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-B_Mask.gbs
@@ -0,0 +1,846 @@
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+G04 #@! TF.CreationDate,2024-03-31T21:58:01-04:00*
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+0 Add a 4 corners polygon primitive as box body*
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+G04 Aperture macros list end*
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new file mode 100644
index 0000000..743066c
--- /dev/null
+++ b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-B_Paste.gbp
@@ -0,0 +1,872 @@
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diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-B_Silkscreen.gbo b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-B_Silkscreen.gbo
new file mode 100644
index 0000000..348c516
--- /dev/null
+++ b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-B_Silkscreen.gbo
@@ -0,0 +1,44087 @@
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+G04 #@! TF.FilePolarity,Positive*
+%FSLAX46Y46*%
+G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
+G04 Created by KiCad (PCBNEW 8.0.1) date 2024-03-31 21:58:01*
+%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*
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+G04 Aperture macros list end*
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+G04 APERTURE END LIST*
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new file mode 100644
index 0000000..8ef8a2f
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new file mode 100644
index 0000000..e9df34d
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index 0000000..17f7669
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diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-F_Paste.gtp b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-F_Paste.gtp
new file mode 100644
index 0000000..ddf6845
--- /dev/null
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diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-F_Silkscreen.gto b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-F_Silkscreen.gto
new file mode 100644
index 0000000..83afb2c
--- /dev/null
+++ b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-F_Silkscreen.gto
@@ -0,0 +1,8957 @@
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*
+G04 #@! TF.CreationDate,2024-03-31T21:58:01-04:00*
+G04 #@! TF.ProjectId,RGB-Panel,5247422d-5061-46e6-956c-2e6b69636164,V3.0*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Legend,Top*
+G04 #@! TF.FilePolarity,Positive*
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diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-NPTH-drl_map.gbr b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-NPTH-drl_map.gbr
new file mode 100644
index 0000000..6822035
--- /dev/null
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new file mode 100644
index 0000000..565d78b
--- /dev/null
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diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-PTH-drl_map.gbr b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-PTH-drl_map.gbr
new file mode 100644
index 0000000..6cac840
--- /dev/null
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diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-PTH.drl b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-PTH.drl
new file mode 100644
index 0000000..55064e9
--- /dev/null
+++ b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-PTH.drl
@@ -0,0 +1,773 @@
+M48
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+; #@! TF.GenerationSoftware,Kicad,Pcbnew,8.0.1
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+; #@! TA.AperFunction,Plated,PTH,ViaDrill
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diff --git a/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-drl.rpt b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-drl.rpt
new file mode 100644
index 0000000..4bb8beb
--- /dev/null
+++ b/RGB-Panel/JLCPCB-Panel-Gerbers-V3/RGB-Panel-drl.rpt
@@ -0,0 +1,24 @@
+Drill report for RGB-Panel.kicad_pcb
+Created on 2024-03-31T21:58:20-0400
+
+Copper Layer Stackup:
+    =============================================================
+    L1 :  F.Cu                      front
+    L2 :  B.Cu                      back
+
+
+Drill file 'RGB-Panel-PTH.drl' contains
+    plated through holes:
+    =============================================================
+    T1  0.300mm  0.0118"  (758 holes)
+
+    Total plated holes count 758
+
+
+Drill file 'RGB-Panel-NPTH.drl' contains
+    unplated through holes:
+    =============================================================
+    T1  0.500mm  0.0197"  (216 holes)
+    T2  1.152mm  0.0454"  (4 holes)
+
+    Total unplated holes count 220
diff --git a/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-B_Cu.gbr b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-B_Cu.gbr
new file mode 100644
index 0000000..0abee3b
--- /dev/null
+++ b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-B_Cu.gbr
@@ -0,0 +1,26069 @@
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+G04 #@! TD.AperFunction*
+M02*
diff --git a/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-B_Mask.gbr b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-B_Mask.gbr
new file mode 100644
index 0000000..55736c8
--- /dev/null
+++ b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-B_Mask.gbr
@@ -0,0 +1,813 @@
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,7.0.9*
+G04 #@! TF.CreationDate,2024-01-30T21:21:20-05:00*
+G04 #@! TF.ProjectId,RGB-Panel,5247422d-5061-46e6-956c-2e6b69636164,V2.6*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Soldermask,Bot*
+G04 #@! TF.FilePolarity,Negative*
+%FSLAX46Y46*%
+G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
+G04 Created by KiCad (PCBNEW 7.0.9) date 2024-01-30 21:21:20*
+%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*
+%ADD10C,0.500000*%
+%ADD11C,3.000000*%
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+G04 APERTURE END LIST*
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diff --git a/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-B_Paste.gbr b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-B_Paste.gbr
new file mode 100644
index 0000000..f1695ed
--- /dev/null
+++ b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-B_Paste.gbr
@@ -0,0 +1,873 @@
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new file mode 100644
index 0000000..014d8aa
--- /dev/null
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diff --git a/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-Edge_Cuts.gbr b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-Edge_Cuts.gbr
new file mode 100644
index 0000000..7b7d180
--- /dev/null
+++ b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-Edge_Cuts.gbr
@@ -0,0 +1,894 @@
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,7.0.9*
+G04 #@! TF.CreationDate,2024-01-30T21:21:20-05:00*
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+G04 Created by KiCad (PCBNEW 7.0.9) date 2024-01-30 21:21:20*
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+G01*
+G04 APERTURE LIST*
+G04 #@! TA.AperFunction,Profile*
+%ADD10C,0.100000*%
+G04 #@! TD*
+G04 APERTURE END LIST*
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diff --git a/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-F_Cu.gbr b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-F_Cu.gbr
new file mode 100644
index 0000000..9ab3148
--- /dev/null
+++ b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-F_Cu.gbr
@@ -0,0 +1,72385 @@
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,7.0.9*
+G04 #@! TF.CreationDate,2024-01-30T21:21:20-05:00*
+G04 #@! TF.ProjectId,RGB-Panel,5247422d-5061-46e6-956c-2e6b69636164,V2.6*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Copper,L1,Top*
+G04 #@! TF.FilePolarity,Positive*
+%FSLAX46Y46*%
+G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
+G04 Created by KiCad (PCBNEW 7.0.9) date 2024-01-30 21:21:20*
+%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*
+G04 #@! TA.AperFunction,SMDPad,CuDef*
+%ADD10R,0.500000X0.500000*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,SMDPad,CuDef*
+%ADD11RoundRect,0.225000X-0.250000X0.225000X-0.250000X-0.225000X0.250000X-0.225000X0.250000X0.225000X0*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,SMDPad,CuDef*
+%ADD12C,1.000000*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,SMDPad,CuDef*
+%ADD13RoundRect,0.135000X-0.135000X-0.185000X0.135000X-0.185000X0.135000X0.185000X-0.135000X0.185000X0*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ViaPad*
+%ADD14C,0.500000*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,Conductor*
+%ADD15C,0.152400*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,Conductor*
+%ADD16C,0.304800*%
+G04 #@! TD*
+G04 APERTURE END LIST*
+D10*
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+G04 #@! TA.AperFunction,Conductor*
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diff --git a/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-F_Mask.gbr b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-F_Mask.gbr
new file mode 100644
index 0000000..ff8f89b
--- /dev/null
+++ b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-F_Mask.gbr
@@ -0,0 +1,3045 @@
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,7.0.9*
+G04 #@! TF.CreationDate,2024-01-30T21:21:20-05:00*
+G04 #@! TF.ProjectId,RGB-Panel,5247422d-5061-46e6-956c-2e6b69636164,V2.6*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Soldermask,Top*
+G04 #@! TF.FilePolarity,Negative*
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+G04 Created by KiCad (PCBNEW 7.0.9) date 2024-01-30 21:21:20*
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+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*
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+0 Add four circle primitives for the rounded corners*
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+G04 Aperture macros list end*
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diff --git a/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-F_Paste.gbr b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-F_Paste.gbr
new file mode 100644
index 0000000..36f15ea
--- /dev/null
+++ b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-F_Paste.gbr
@@ -0,0 +1,2530 @@
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,7.0.9*
+G04 #@! TF.CreationDate,2024-01-30T21:21:20-05:00*
+G04 #@! TF.ProjectId,RGB-Panel,5247422d-5061-46e6-956c-2e6b69636164,V2.6*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Paste,Top*
+G04 #@! TF.FilePolarity,Positive*
+%FSLAX46Y46*%
+G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
+G04 Created by KiCad (PCBNEW 7.0.9) date 2024-01-30 21:21:20*
+%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*
+%ADD10R,0.500000X0.500000*%
+%ADD11RoundRect,0.225000X-0.250000X0.225000X-0.250000X-0.225000X0.250000X-0.225000X0.250000X0.225000X0*%
+%ADD12C,3.000000*%
+%ADD13RoundRect,0.135000X-0.135000X-0.185000X0.135000X-0.185000X0.135000X0.185000X-0.135000X0.185000X0*%
+G04 APERTURE END LIST*
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diff --git a/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-F_Silkscreen.gbr b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-F_Silkscreen.gbr
new file mode 100644
index 0000000..538d42b
--- /dev/null
+++ b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-F_Silkscreen.gbr
@@ -0,0 +1,6338 @@
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,7.0.9*
+G04 #@! TF.CreationDate,2024-01-30T21:21:20-05:00*
+G04 #@! TF.ProjectId,RGB-Panel,5247422d-5061-46e6-956c-2e6b69636164,V2.6*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Legend,Top*
+G04 #@! TF.FilePolarity,Positive*
+%FSLAX46Y46*%
+G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
+G04 Created by KiCad (PCBNEW 7.0.9) date 2024-01-30 21:21:20*
+%MOMM*%
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+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*
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+1,1,$1+$1,$6,$7*
+1,1,$1+$1,$8,$9*
+0 Add four rect primitives between the rounded corners*
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+G04 Aperture macros list end*
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+T0
+M30
diff --git a/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-drl.rpt b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-drl.rpt
new file mode 100644
index 0000000..0a8d4dc
--- /dev/null
+++ b/RGB-Panel/PCBWAY-Panel-Gerbers/RGB-Panel-drl.rpt
@@ -0,0 +1,24 @@
+Drill report for RGB-Panel.kicad_pcb
+Created on 1/30/2024 21:21:44
+
+Copper Layer Stackup:
+    =============================================================
+    L1 :  F.Cu                      front
+    L2 :  B.Cu                      back
+
+
+Drill file 'RGB-Panel-PTH.drl' contains
+    plated through holes:
+    =============================================================
+    T1  0.300mm  0.0118"  (758 holes)
+
+    Total plated holes count 758
+
+
+Drill file 'RGB-Panel-NPTH.drl' contains
+    unplated through holes:
+    =============================================================
+    T1  0.500mm  0.0197"  (216 holes)
+    T2  3.000mm  0.1181"  (4 holes)
+
+    Total unplated holes count 220
diff --git a/RGB-Panel/Placement/RGB-Panel-bottom.pos b/RGB-Panel/Placement/RGB-Panel-bottom.pos
new file mode 100644
index 0000000..ce9681b
--- /dev/null
+++ b/RGB-Panel/Placement/RGB-Panel-bottom.pos
@@ -0,0 +1,108 @@
+### Footprint positions - created on Fri Dec  8 16:07:26 2023 ###
+### Printed by KiCad version 7.0.9
+## Unit = mm, Angle = deg.
+## Side : bottom
+# Ref          Val                    Package                                   PosX       PosY       Rot  Side
+C1             15pF                   C_0402_1005Metric                      56.5800   -99.8000  180.0000  bottom
+C1             15pF                   C_0402_1005Metric                      21.5800   -99.8000  180.0000  bottom
+C2             15pF                   C_0402_1005Metric                      19.4200   -96.3500    0.0000  bottom
+C2             15pF                   C_0402_1005Metric                      54.4200   -96.3500    0.0000  bottom
+C3             100nF                  C_0402_1005Metric                      70.1000  -103.1840  -90.0000  bottom
+C3             100nF                  C_0402_1005Metric                      35.1000  -103.1840  -90.0000  bottom
+C4             100nF                  C_0402_1005Metric                      56.7800   -96.6250  180.0000  bottom
+C4             100nF                  C_0402_1005Metric                      21.7800   -96.6250  180.0000  bottom
+C5             100nF                  C_0402_1005Metric                      33.3800   -98.3150    0.0000  bottom
+C5             100nF                  C_0402_1005Metric                      68.3800   -98.3150    0.0000  bottom
+C6             1uF                    C_0402_1005Metric                      67.8800   -95.9000    0.0000  bottom
+C6             1uF                    C_0402_1005Metric                      32.8800   -95.9000    0.0000  bottom
+C7             100nF                  C_0402_1005Metric                      66.5200   -93.6430  180.0000  bottom
+C7             100nF                  C_0402_1005Metric                      31.5200   -93.6430  180.0000  bottom
+C8             1uF                    C_0402_1005Metric                      67.8800   -94.8930    0.0000  bottom
+C8             1uF                    C_0402_1005Metric                      32.8800   -94.8930    0.0000  bottom
+C9             100nF                  C_0402_1005Metric                      35.3200   -97.7430    0.0000  bottom
+C9             100nF                  C_0402_1005Metric                      70.3200   -97.7430    0.0000  bottom
+C10            100nF                  C_0402_1005Metric                      32.1000  -102.5800  -90.0000  bottom
+C10            100nF                  C_0402_1005Metric                      67.1000  -102.5800  -90.0000  bottom
+C11            100nF                  C_0402_1005Metric                      29.6000   -93.5500  180.0000  bottom
+C11            100nF                  C_0402_1005Metric                      64.6000   -93.5500  180.0000  bottom
+C12            100nF                  C_0402_1005Metric                      26.6529  -103.1999    0.0000  bottom
+C12            100nF                  C_0402_1005Metric                      61.6529  -103.1999    0.0000  bottom
+C13            100nF                  C_0402_1005Metric                      27.0000   -93.5500    0.0000  bottom
+C13            100nF                  C_0402_1005Metric                      62.0000   -93.5500    0.0000  bottom
+C14            100nF                  C_0402_1005Metric                      21.7800   -97.6000  180.0000  bottom
+C14            100nF                  C_0402_1005Metric                      56.7800   -97.6000  180.0000  bottom
+C15            10uF                   C_0603_1608Metric                      61.0000  -106.7000    0.0000  bottom
+C15            10uF                   C_0603_1608Metric                      26.0000  -106.7000    0.0000  bottom
+C16            10uF                   C_0603_1608Metric                      50.9479  -107.4599    0.0000  bottom
+C16            10uF                   C_0603_1608Metric                      15.9479  -107.4599    0.0000  bottom
+C17            10uF                   C_0603_1608Metric                      43.6000   -97.4750  -90.0000  bottom
+C17            10uF                   C_0603_1608Metric                       8.6000   -97.4750  -90.0000  bottom
+C18            10uF                   C_0603_1608Metric                      43.3700  -103.5700  -90.0000  bottom
+C18            10uF                   C_0603_1608Metric                       8.3700  -103.5700  -90.0000  bottom
+D1             D_TVS                  D_0402_1005Metric                      47.6229  -109.1949  -90.0000  bottom
+D1             D_TVS                  D_0402_1005Metric                      12.6229  -109.1949  -90.0000  bottom
+D2             D_TVS                  D_0402_1005Metric                      25.5000  -105.5000  180.0000  bottom
+D2             D_TVS                  D_0402_1005Metric                      60.5000  -105.5000  180.0000  bottom
+D3             D_TVS                  D_0402_1005Metric                      36.3000  -110.2428   45.0000  bottom
+D3             D_TVS                  D_0402_1005Metric                      71.3000  -110.2428   45.0000  bottom
+D4             D_TVS                  D_0402_1005Metric                      71.3929  -108.2349  -90.0000  bottom
+D4             D_TVS                  D_0402_1005Metric                      36.3929  -108.2349  -90.0000  bottom
+D5             D_TVS                  D_0402_1005Metric                      63.0329  -105.8549  -90.0000  bottom
+D5             D_TVS                  D_0402_1005Metric                      28.0329  -105.8549  -90.0000  bottom
+F1             Polyfuse_600mA         R_1206_3216Metric                      57.2000  -106.3600  180.0000  bottom
+F1             Polyfuse_600mA         R_1206_3216Metric                      22.2000  -106.3600  180.0000  bottom
+F2             Polyfuse_200mA         R_1206_3216Metric                      15.4704  -109.3899  180.0000  bottom
+F2             Polyfuse_200mA         R_1206_3216Metric                      50.4704  -109.3899  180.0000  bottom
+J2             FH34SRJ-12S-0.5SH_50_  HRS_FH34SRJ-12S-0.5SH_50_              22.5000  -109.7500  180.0000  bottom
+J2             FH34SRJ-12S-0.5SH_50_  HRS_FH34SRJ-12S-0.5SH_50_              57.5000  -109.7500  180.0000  bottom
+KiKit_FID_B_1  Fiducial               Fiducial                                3.0000   -16.5000    0.0000  bottom
+KiKit_FID_B_2  Fiducial               Fiducial                               77.0000   -16.5000    0.0000  bottom
+KiKit_FID_B_3  Fiducial               Fiducial                                3.0000  -108.9000    0.0000  bottom
+KiKit_FID_B_4  Fiducial               Fiducial                               77.0000  -108.9000    0.0000  bottom
+R1             1k                     R_0402_1005Metric                      32.6200  -104.0200    0.0000  bottom
+R1             1k                     R_0402_1005Metric                      67.6200  -104.0200    0.0000  bottom
+R2             10k                    R_0402_1005Metric                      33.7100  -102.6840  180.0000  bottom
+R2             10k                    R_0402_1005Metric                      68.7100  -102.6840  180.0000  bottom
+R3             1k                     R_0402_1005Metric                      21.8000   -98.6250    0.0000  bottom
+R3             1k                     R_0402_1005Metric                      56.8000   -98.6250    0.0000  bottom
+R4             10k                    R_0402_1005Metric                      57.9000   -94.1900  -90.0000  bottom
+R4             10k                    R_0402_1005Metric                      22.9000   -94.1900  -90.0000  bottom
+R5             27                     R_0402_1005Metric                      70.3700   -96.2230  180.0000  bottom
+R5             27                     R_0402_1005Metric                      35.3700   -96.2230  180.0000  bottom
+R6             27                     R_0402_1005Metric                      34.8300   -95.1730  180.0000  bottom
+R6             27                     R_0402_1005Metric                      69.8300   -95.1730  180.0000  bottom
+R7             180k                   R_0402_1005Metric                      17.2329  -111.0499  180.0000  bottom
+R7             180k                   R_0402_1005Metric                      52.2329  -111.0499  180.0000  bottom
+R8             10k                    R_0402_1005Metric                      10.0429  -104.9099   90.0000  bottom
+R8             10k                    R_0402_1005Metric                      45.0429  -104.9099   90.0000  bottom
+R9             470                    R_0402_1005Metric                      45.3900   -93.5000  180.0000  bottom
+R9             470                    R_0402_1005Metric                      10.3900   -93.5000  180.0000  bottom
+R10            470                    R_0402_1005Metric                      15.3500   -93.9030   90.0000  bottom
+R10            470                    R_0402_1005Metric                      50.3500   -93.9030   90.0000  bottom
+R11            470                    R_0402_1005Metric                      14.1000   -96.9100  -90.0000  bottom
+R11            470                    R_0402_1005Metric                      49.1000   -96.9100  -90.0000  bottom
+R12            470                    R_0402_1005Metric                      45.9500   -98.3200  180.0000  bottom
+R12            470                    R_0402_1005Metric                      10.9500   -98.3200  180.0000  bottom
+R13            470                    R_0402_1005Metric                      10.1529   -99.7199  180.0000  bottom
+R13            470                    R_0402_1005Metric                      45.1529   -99.7199  180.0000  bottom
+R14            470                    R_0402_1005Metric                      48.9700  -100.5850   90.0000  bottom
+R14            470                    R_0402_1005Metric                      13.9700  -100.5850   90.0000  bottom
+R15            470                    R_0402_1005Metric                      48.9700  -103.0050  -90.0000  bottom
+R15            470                    R_0402_1005Metric                      13.9700  -103.0050  -90.0000  bottom
+R16            470                    R_0402_1005Metric                      12.6929  -104.9899  -90.0000  bottom
+R16            470                    R_0402_1005Metric                      47.6929  -104.9899  -90.0000  bottom
+R24            10k                    R_0402_1005Metric                       9.8829   -91.8799  180.0000  bottom
+R24            10k                    R_0402_1005Metric                      44.8829   -91.8799  180.0000  bottom
+SW1            A6H-2101               SW_A6H-2101_OMR                        31.6679  -108.5149  180.0000  bottom
+SW1            A6H-2101               SW_A6H-2101_OMR                        66.6679  -108.5149  180.0000  bottom
+U1             W25Q16JVUXIQ_          SON-8-1EP_3x2mm_P0.5mm_EP0.2x1.6mm     34.4075  -100.6430    0.0000  bottom
+U1             W25Q16JVUXIQ_          SON-8-1EP_3x2mm_P0.5mm_EP0.2x1.6mm     69.4075  -100.6430    0.0000  bottom
+U2             RP2040                 QFN-56-1EP_7x7mm_P0.4mm_EP3.2x3.2mm    27.5000   -98.3000   90.0000  bottom
+U2             RP2040                 QFN-56-1EP_7x7mm_P0.4mm_EP3.2x3.2mm    62.5000   -98.3000   90.0000  bottom
+U3             74AHC125BQ_115         QFN50P300X250X100-15N                  11.5000   -95.9000  -90.0000  bottom
+U3             74AHC125BQ_115         QFN50P300X250X100-15N                  46.5000   -95.9000  -90.0000  bottom
+U4             74AHC125BQ_115         QFN50P300X250X100-15N                  11.3000  -102.0950  -90.0000  bottom
+U4             74AHC125BQ_115         QFN50P300X250X100-15N                  46.3000  -102.0950  -90.0000  bottom
+Y1             12.000MHz              Crystal_SMD_3225-4Pin_3.2x2.5mm        18.8640   -98.9350  -90.0000  bottom
+Y1             12.000MHz              Crystal_SMD_3225-4Pin_3.2x2.5mm        53.8640   -98.9350  -90.0000  bottom
+## End
diff --git a/RGB-Panel/Placement/RGB-Panel-top.pos b/RGB-Panel/Placement/RGB-Panel-top.pos
new file mode 100644
index 0000000..00beb4b
--- /dev/null
+++ b/RGB-Panel/Placement/RGB-Panel-top.pos
@@ -0,0 +1,852 @@
+### Footprint positions - created on Fri Dec  8 16:07:26 2023 ###
+### Printed by KiCad version 7.0.9
+## Unit = mm, Angle = deg.
+## Side : top
+# Ref          Val       Package                 PosX       PosY       Rot  Side
+C21            10uF      C_0603_1608Metric    20.7179   -11.3679  -90.0000  top
+C21            10uF      C_0603_1608Metric    55.7179   -11.3679  -90.0000  top
+C22            10uF      C_0603_1608Metric    20.7179   -18.2139  -90.0000  top
+C22            10uF      C_0603_1608Metric    55.7179   -18.2139  -90.0000  top
+C23            10uF      C_0603_1608Metric    20.7179   -25.0599  -90.0000  top
+C23            10uF      C_0603_1608Metric    55.7179   -25.0599  -90.0000  top
+C24            10uF      C_0603_1608Metric    55.7179   -31.9059  -90.0000  top
+C24            10uF      C_0603_1608Metric    20.7179   -31.9059  -90.0000  top
+C25            10uF      C_0603_1608Metric    20.7179   -38.7519  -90.0000  top
+C25            10uF      C_0603_1608Metric    55.7179   -38.7519  -90.0000  top
+C26            10uF      C_0603_1608Metric    55.7179   -45.5979  -90.0000  top
+C26            10uF      C_0603_1608Metric    20.7179   -45.5979  -90.0000  top
+C27            10uF      C_0603_1608Metric    55.7179   -52.4439  -90.0000  top
+C27            10uF      C_0603_1608Metric    20.7179   -52.4439  -90.0000  top
+C28            10uF      C_0603_1608Metric    55.7179   -59.2899  -90.0000  top
+C28            10uF      C_0603_1608Metric    20.7179   -59.2899  -90.0000  top
+C29            10uF      C_0603_1608Metric    20.7179   -66.1359  -90.0000  top
+C29            10uF      C_0603_1608Metric    55.7179   -66.1359  -90.0000  top
+C30            10uF      C_0603_1608Metric    20.7179   -72.9819  -90.0000  top
+C30            10uF      C_0603_1608Metric    55.7179   -72.9819  -90.0000  top
+C31            10uF      C_0603_1608Metric    20.7179   -79.8279  -90.0000  top
+C31            10uF      C_0603_1608Metric    55.7179   -79.8279  -90.0000  top
+C32            10uF      C_0603_1608Metric    20.7179   -86.6739  -90.0000  top
+C32            10uF      C_0603_1608Metric    55.7179   -86.6739  -90.0000  top
+C33            10uF      C_0603_1608Metric    20.7179   -93.5199  -90.0000  top
+C33            10uF      C_0603_1608Metric    55.7179   -93.5199  -90.0000  top
+C34            10uF      C_0603_1608Metric    20.7179  -100.3659  -90.0000  top
+C34            10uF      C_0603_1608Metric    55.7179  -100.3659  -90.0000  top
+C35            10uF      C_0603_1608Metric    20.7179  -107.2119  -90.0000  top
+C35            10uF      C_0603_1608Metric    55.7179  -107.2119  -90.0000  top
+C36            10uF      C_0603_1608Metric    20.7179  -114.0579  -90.0000  top
+C36            10uF      C_0603_1608Metric    55.7179  -114.0579  -90.0000  top
+KiKit_FID_T_1  Fiducial  Fiducial              3.0000   -16.5000    0.0000  top
+KiKit_FID_T_2  Fiducial  Fiducial             77.0000   -16.5000    0.0000  top
+KiKit_FID_T_3  Fiducial  Fiducial              3.0000  -108.9000    0.0000  top
+KiKit_FID_T_4  Fiducial  Fiducial             77.0000  -108.9000    0.0000  top
+KiKit_MB_1_1   NPTH      NPTH                  7.0000   -20.8778    0.0000  top
+KiKit_MB_1_2   NPTH      NPTH                  7.0000   -19.8778    0.0000  top
+KiKit_MB_1_3   NPTH      NPTH                  7.0000   -18.8778    0.0000  top
+KiKit_MB_1_4   NPTH      NPTH                  7.0000   -17.8778    0.0000  top
+KiKit_MB_2_1   NPTH      NPTH                  7.0000   -33.2556    0.0000  top
+KiKit_MB_2_2   NPTH      NPTH                  7.0000   -32.2556    0.0000  top
+KiKit_MB_2_3   NPTH      NPTH                  7.0000   -31.2556    0.0000  top
+KiKit_MB_2_4   NPTH      NPTH                  7.0000   -30.2556    0.0000  top
+KiKit_MB_3_1   NPTH      NPTH                  7.0000   -45.6333    0.0000  top
+KiKit_MB_3_2   NPTH      NPTH                  7.0000   -44.6333    0.0000  top
+KiKit_MB_3_3   NPTH      NPTH                  7.0000   -43.6333    0.0000  top
+KiKit_MB_3_4   NPTH      NPTH                  7.0000   -42.6333    0.0000  top
+KiKit_MB_4_1   NPTH      NPTH                  7.0000   -58.0111    0.0000  top
+KiKit_MB_4_2   NPTH      NPTH                  7.0000   -57.0111    0.0000  top
+KiKit_MB_4_3   NPTH      NPTH                  7.0000   -56.0111    0.0000  top
+KiKit_MB_4_4   NPTH      NPTH                  7.0000   -55.0111    0.0000  top
+KiKit_MB_5_1   NPTH      NPTH                  7.0000   -70.3889    0.0000  top
+KiKit_MB_5_2   NPTH      NPTH                  7.0000   -69.3889    0.0000  top
+KiKit_MB_5_3   NPTH      NPTH                  7.0000   -68.3889    0.0000  top
+KiKit_MB_5_4   NPTH      NPTH                  7.0000   -67.3889    0.0000  top
+KiKit_MB_6_1   NPTH      NPTH                  7.0000   -82.7667    0.0000  top
+KiKit_MB_6_2   NPTH      NPTH                  7.0000   -81.7667    0.0000  top
+KiKit_MB_6_3   NPTH      NPTH                  7.0000   -80.7667    0.0000  top
+KiKit_MB_6_4   NPTH      NPTH                  7.0000   -79.7667    0.0000  top
+KiKit_MB_7_1   NPTH      NPTH                  7.0000   -95.1444    0.0000  top
+KiKit_MB_7_2   NPTH      NPTH                  7.0000   -94.1444    0.0000  top
+KiKit_MB_7_3   NPTH      NPTH                  7.0000   -93.1444    0.0000  top
+KiKit_MB_7_4   NPTH      NPTH                  7.0000   -92.1444    0.0000  top
+KiKit_MB_8_1   NPTH      NPTH                  7.0000  -107.5222    0.0000  top
+KiKit_MB_8_2   NPTH      NPTH                  7.0000  -106.5222    0.0000  top
+KiKit_MB_8_3   NPTH      NPTH                  7.0000  -105.5222    0.0000  top
+KiKit_MB_8_4   NPTH      NPTH                  7.0000  -104.5222    0.0000  top
+KiKit_MB_9_1   NPTH      NPTH                 38.0000   -17.8778    0.0000  top
+KiKit_MB_9_2   NPTH      NPTH                 38.0000   -18.8778    0.0000  top
+KiKit_MB_9_3   NPTH      NPTH                 38.0000   -19.8778    0.0000  top
+KiKit_MB_9_4   NPTH      NPTH                 38.0000   -20.8778    0.0000  top
+KiKit_MB_10_1  NPTH      NPTH                 38.0000   -30.2556    0.0000  top
+KiKit_MB_10_2  NPTH      NPTH                 38.0000   -31.2556    0.0000  top
+KiKit_MB_10_3  NPTH      NPTH                 38.0000   -32.2556    0.0000  top
+KiKit_MB_10_4  NPTH      NPTH                 38.0000   -33.2556    0.0000  top
+KiKit_MB_11_1  NPTH      NPTH                 38.0000   -42.6333    0.0000  top
+KiKit_MB_11_2  NPTH      NPTH                 38.0000   -43.6333    0.0000  top
+KiKit_MB_11_3  NPTH      NPTH                 38.0000   -44.6333    0.0000  top
+KiKit_MB_11_4  NPTH      NPTH                 38.0000   -45.6333    0.0000  top
+KiKit_MB_12_1  NPTH      NPTH                 38.0000   -55.0111    0.0000  top
+KiKit_MB_12_2  NPTH      NPTH                 38.0000   -56.0111    0.0000  top
+KiKit_MB_12_3  NPTH      NPTH                 38.0000   -57.0111    0.0000  top
+KiKit_MB_12_4  NPTH      NPTH                 38.0000   -58.0111    0.0000  top
+KiKit_MB_13_1  NPTH      NPTH                 38.0000   -67.3889    0.0000  top
+KiKit_MB_13_2  NPTH      NPTH                 38.0000   -68.3889    0.0000  top
+KiKit_MB_13_3  NPTH      NPTH                 38.0000   -69.3889    0.0000  top
+KiKit_MB_13_4  NPTH      NPTH                 38.0000   -70.3889    0.0000  top
+KiKit_MB_14_1  NPTH      NPTH                 38.0000   -79.7667    0.0000  top
+KiKit_MB_14_2  NPTH      NPTH                 38.0000   -80.7667    0.0000  top
+KiKit_MB_14_3  NPTH      NPTH                 38.0000   -81.7667    0.0000  top
+KiKit_MB_14_4  NPTH      NPTH                 38.0000   -82.7667    0.0000  top
+KiKit_MB_15_1  NPTH      NPTH                 38.0000   -92.1444    0.0000  top
+KiKit_MB_15_2  NPTH      NPTH                 38.0000   -93.1444    0.0000  top
+KiKit_MB_15_3  NPTH      NPTH                 38.0000   -94.1444    0.0000  top
+KiKit_MB_15_4  NPTH      NPTH                 38.0000   -95.1444    0.0000  top
+KiKit_MB_16_1  NPTH      NPTH                 38.0000  -104.5222    0.0000  top
+KiKit_MB_16_2  NPTH      NPTH                 38.0000  -105.5222    0.0000  top
+KiKit_MB_16_3  NPTH      NPTH                 38.0000  -106.5222    0.0000  top
+KiKit_MB_16_4  NPTH      NPTH                 38.0000  -107.5222    0.0000  top
+KiKit_MB_17_1  NPTH      NPTH                 15.8333    -7.0000    0.0000  top
+KiKit_MB_17_2  NPTH      NPTH                 16.8333    -7.0000    0.0000  top
+KiKit_MB_17_3  NPTH      NPTH                 17.8333    -7.0000    0.0000  top
+KiKit_MB_17_4  NPTH      NPTH                 18.8333    -7.0000    0.0000  top
+KiKit_MB_18_1  NPTH      NPTH                 26.1667    -7.0000    0.0000  top
+KiKit_MB_18_2  NPTH      NPTH                 27.1667    -7.0000    0.0000  top
+KiKit_MB_18_3  NPTH      NPTH                 28.1667    -7.0000    0.0000  top
+KiKit_MB_18_4  NPTH      NPTH                 29.1667    -7.0000    0.0000  top
+KiKit_MB_19_1  NPTH      NPTH                 18.8333  -118.4000    0.0000  top
+KiKit_MB_19_2  NPTH      NPTH                 17.8333  -118.4000    0.0000  top
+KiKit_MB_19_3  NPTH      NPTH                 16.8333  -118.4000    0.0000  top
+KiKit_MB_19_4  NPTH      NPTH                 15.8333  -118.4000    0.0000  top
+KiKit_MB_20_1  NPTH      NPTH                 29.1667  -118.4000    0.0000  top
+KiKit_MB_20_2  NPTH      NPTH                 28.1667  -118.4000    0.0000  top
+KiKit_MB_20_3  NPTH      NPTH                 27.1667  -118.4000    0.0000  top
+KiKit_MB_20_4  NPTH      NPTH                 26.1667  -118.4000    0.0000  top
+KiKit_MB_21_1  NPTH      NPTH                 42.0000   -20.8778    0.0000  top
+KiKit_MB_21_2  NPTH      NPTH                 42.0000   -19.8778    0.0000  top
+KiKit_MB_21_3  NPTH      NPTH                 42.0000   -18.8778    0.0000  top
+KiKit_MB_21_4  NPTH      NPTH                 42.0000   -17.8778    0.0000  top
+KiKit_MB_22_1  NPTH      NPTH                 42.0000   -33.2556    0.0000  top
+KiKit_MB_22_2  NPTH      NPTH                 42.0000   -32.2556    0.0000  top
+KiKit_MB_22_3  NPTH      NPTH                 42.0000   -31.2556    0.0000  top
+KiKit_MB_22_4  NPTH      NPTH                 42.0000   -30.2556    0.0000  top
+KiKit_MB_23_1  NPTH      NPTH                 42.0000   -45.6333    0.0000  top
+KiKit_MB_23_2  NPTH      NPTH                 42.0000   -44.6333    0.0000  top
+KiKit_MB_23_3  NPTH      NPTH                 42.0000   -43.6333    0.0000  top
+KiKit_MB_23_4  NPTH      NPTH                 42.0000   -42.6333    0.0000  top
+KiKit_MB_24_1  NPTH      NPTH                 42.0000   -58.0111    0.0000  top
+KiKit_MB_24_2  NPTH      NPTH                 42.0000   -57.0111    0.0000  top
+KiKit_MB_24_3  NPTH      NPTH                 42.0000   -56.0111    0.0000  top
+KiKit_MB_24_4  NPTH      NPTH                 42.0000   -55.0111    0.0000  top
+KiKit_MB_25_1  NPTH      NPTH                 42.0000   -70.3889    0.0000  top
+KiKit_MB_25_2  NPTH      NPTH                 42.0000   -69.3889    0.0000  top
+KiKit_MB_25_3  NPTH      NPTH                 42.0000   -68.3889    0.0000  top
+KiKit_MB_25_4  NPTH      NPTH                 42.0000   -67.3889    0.0000  top
+KiKit_MB_26_1  NPTH      NPTH                 42.0000   -82.7667    0.0000  top
+KiKit_MB_26_2  NPTH      NPTH                 42.0000   -81.7667    0.0000  top
+KiKit_MB_26_3  NPTH      NPTH                 42.0000   -80.7667    0.0000  top
+KiKit_MB_26_4  NPTH      NPTH                 42.0000   -79.7667    0.0000  top
+KiKit_MB_27_1  NPTH      NPTH                 42.0000   -95.1444    0.0000  top
+KiKit_MB_27_2  NPTH      NPTH                 42.0000   -94.1444    0.0000  top
+KiKit_MB_27_3  NPTH      NPTH                 42.0000   -93.1444    0.0000  top
+KiKit_MB_27_4  NPTH      NPTH                 42.0000   -92.1444    0.0000  top
+KiKit_MB_28_1  NPTH      NPTH                 42.0000  -107.5222    0.0000  top
+KiKit_MB_28_2  NPTH      NPTH                 42.0000  -106.5222    0.0000  top
+KiKit_MB_28_3  NPTH      NPTH                 42.0000  -105.5222    0.0000  top
+KiKit_MB_28_4  NPTH      NPTH                 42.0000  -104.5222    0.0000  top
+KiKit_MB_29_1  NPTH      NPTH                 73.0000   -17.8778    0.0000  top
+KiKit_MB_29_2  NPTH      NPTH                 73.0000   -18.8778    0.0000  top
+KiKit_MB_29_3  NPTH      NPTH                 73.0000   -19.8778    0.0000  top
+KiKit_MB_29_4  NPTH      NPTH                 73.0000   -20.8778    0.0000  top
+KiKit_MB_30_1  NPTH      NPTH                 73.0000   -30.2556    0.0000  top
+KiKit_MB_30_2  NPTH      NPTH                 73.0000   -31.2556    0.0000  top
+KiKit_MB_30_3  NPTH      NPTH                 73.0000   -32.2556    0.0000  top
+KiKit_MB_30_4  NPTH      NPTH                 73.0000   -33.2556    0.0000  top
+KiKit_MB_31_1  NPTH      NPTH                 73.0000   -42.6333    0.0000  top
+KiKit_MB_31_2  NPTH      NPTH                 73.0000   -43.6333    0.0000  top
+KiKit_MB_31_3  NPTH      NPTH                 73.0000   -44.6333    0.0000  top
+KiKit_MB_31_4  NPTH      NPTH                 73.0000   -45.6333    0.0000  top
+KiKit_MB_32_1  NPTH      NPTH                 73.0000   -55.0111    0.0000  top
+KiKit_MB_32_2  NPTH      NPTH                 73.0000   -56.0111    0.0000  top
+KiKit_MB_32_3  NPTH      NPTH                 73.0000   -57.0111    0.0000  top
+KiKit_MB_32_4  NPTH      NPTH                 73.0000   -58.0111    0.0000  top
+KiKit_MB_33_1  NPTH      NPTH                 73.0000   -67.3889    0.0000  top
+KiKit_MB_33_2  NPTH      NPTH                 73.0000   -68.3889    0.0000  top
+KiKit_MB_33_3  NPTH      NPTH                 73.0000   -69.3889    0.0000  top
+KiKit_MB_33_4  NPTH      NPTH                 73.0000   -70.3889    0.0000  top
+KiKit_MB_34_1  NPTH      NPTH                 73.0000   -79.7667    0.0000  top
+KiKit_MB_34_2  NPTH      NPTH                 73.0000   -80.7667    0.0000  top
+KiKit_MB_34_3  NPTH      NPTH                 73.0000   -81.7667    0.0000  top
+KiKit_MB_34_4  NPTH      NPTH                 73.0000   -82.7667    0.0000  top
+KiKit_MB_35_1  NPTH      NPTH                 73.0000   -92.1444    0.0000  top
+KiKit_MB_35_2  NPTH      NPTH                 73.0000   -93.1444    0.0000  top
+KiKit_MB_35_3  NPTH      NPTH                 73.0000   -94.1444    0.0000  top
+KiKit_MB_35_4  NPTH      NPTH                 73.0000   -95.1444    0.0000  top
+KiKit_MB_36_1  NPTH      NPTH                 73.0000  -104.5222    0.0000  top
+KiKit_MB_36_2  NPTH      NPTH                 73.0000  -105.5222    0.0000  top
+KiKit_MB_36_3  NPTH      NPTH                 73.0000  -106.5222    0.0000  top
+KiKit_MB_36_4  NPTH      NPTH                 73.0000  -107.5222    0.0000  top
+KiKit_MB_37_1  NPTH      NPTH                 50.8333    -7.0000    0.0000  top
+KiKit_MB_37_2  NPTH      NPTH                 51.8333    -7.0000    0.0000  top
+KiKit_MB_37_3  NPTH      NPTH                 52.8333    -7.0000    0.0000  top
+KiKit_MB_37_4  NPTH      NPTH                 53.8333    -7.0000    0.0000  top
+KiKit_MB_38_1  NPTH      NPTH                 61.1667    -7.0000    0.0000  top
+KiKit_MB_38_2  NPTH      NPTH                 62.1667    -7.0000    0.0000  top
+KiKit_MB_38_3  NPTH      NPTH                 63.1667    -7.0000    0.0000  top
+KiKit_MB_38_4  NPTH      NPTH                 64.1667    -7.0000    0.0000  top
+KiKit_MB_39_1  NPTH      NPTH                 53.8333  -118.4000    0.0000  top
+KiKit_MB_39_2  NPTH      NPTH                 52.8333  -118.4000    0.0000  top
+KiKit_MB_39_3  NPTH      NPTH                 51.8333  -118.4000    0.0000  top
+KiKit_MB_39_4  NPTH      NPTH                 50.8333  -118.4000    0.0000  top
+KiKit_MB_40_1  NPTH      NPTH                 64.1667  -118.4000    0.0000  top
+KiKit_MB_40_2  NPTH      NPTH                 63.1667  -118.4000    0.0000  top
+KiKit_MB_40_3  NPTH      NPTH                 62.1667  -118.4000    0.0000  top
+KiKit_MB_40_4  NPTH      NPTH                 61.1667  -118.4000    0.0000  top
+KiKit_MB_41_1  NPTH      NPTH                  7.0000     0.0000    0.0000  top
+KiKit_MB_41_2  NPTH      NPTH                  7.0000    -0.8333    0.0000  top
+KiKit_MB_41_3  NPTH      NPTH                  7.0000    -1.6667    0.0000  top
+KiKit_MB_41_4  NPTH      NPTH                  7.0000    -2.5000    0.0000  top
+KiKit_MB_41_5  NPTH      NPTH                  7.0000    -3.3333    0.0000  top
+KiKit_MB_41_6  NPTH      NPTH                  7.0000    -4.1667    0.0000  top
+KiKit_MB_41_7  NPTH      NPTH                  7.0000    -5.0000    0.0000  top
+KiKit_MB_42_1  NPTH      NPTH                 73.0000     0.0000    0.0000  top
+KiKit_MB_42_2  NPTH      NPTH                 73.0000    -0.8333    0.0000  top
+KiKit_MB_42_3  NPTH      NPTH                 73.0000    -1.6667    0.0000  top
+KiKit_MB_42_4  NPTH      NPTH                 73.0000    -2.5000    0.0000  top
+KiKit_MB_42_5  NPTH      NPTH                 73.0000    -3.3333    0.0000  top
+KiKit_MB_42_6  NPTH      NPTH                 73.0000    -4.1667    0.0000  top
+KiKit_MB_42_7  NPTH      NPTH                 73.0000    -5.0000    0.0000  top
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+KiKit_MB_43_2  NPTH      NPTH                  7.0000  -121.2333    0.0000  top
+KiKit_MB_43_3  NPTH      NPTH                  7.0000  -122.0667    0.0000  top
+KiKit_MB_43_4  NPTH      NPTH                  7.0000  -122.9000    0.0000  top
+KiKit_MB_43_5  NPTH      NPTH                  7.0000  -123.7333    0.0000  top
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+KiKit_MB_43_7  NPTH      NPTH                  7.0000  -125.4000    0.0000  top
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+KiKit_MB_44_2  NPTH      NPTH                 73.0000  -121.2333    0.0000  top
+KiKit_MB_44_3  NPTH      NPTH                 73.0000  -122.0667    0.0000  top
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+KiKit_MB_44_5  NPTH      NPTH                 73.0000  -123.7333    0.0000  top
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+KiKit_MB_45_2  NPTH      NPTH                  0.8333    -7.0000    0.0000  top
+KiKit_MB_45_3  NPTH      NPTH                  1.6667    -7.0000    0.0000  top
+KiKit_MB_45_4  NPTH      NPTH                  2.5000    -7.0000    0.0000  top
+KiKit_MB_45_5  NPTH      NPTH                  3.3333    -7.0000    0.0000  top
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+KiKit_MB_46_2  NPTH      NPTH                  0.8333  -118.4000    0.0000  top
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+KiKit_MB_46_4  NPTH      NPTH                  2.5000  -118.4000    0.0000  top
+KiKit_MB_46_5  NPTH      NPTH                  3.3333  -118.4000    0.0000  top
+KiKit_MB_46_6  NPTH      NPTH                  4.1667  -118.4000    0.0000  top
+KiKit_MB_46_7  NPTH      NPTH                  5.0000  -118.4000    0.0000  top
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+KiKit_MB_47_2  NPTH      NPTH                 75.8333    -7.0000    0.0000  top
+KiKit_MB_47_3  NPTH      NPTH                 76.6667    -7.0000    0.0000  top
+KiKit_MB_47_4  NPTH      NPTH                 77.5000    -7.0000    0.0000  top
+KiKit_MB_47_5  NPTH      NPTH                 78.3333    -7.0000    0.0000  top
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+KiKit_MB_48_4  NPTH      NPTH                 77.5000  -118.4000    0.0000  top
+KiKit_MB_48_5  NPTH      NPTH                 78.3333  -118.4000    0.0000  top
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+KiKit_TO_3     NPTH      NPTH                  3.0000  -122.4000    0.0000  top
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+N1             ~         SK6805-EC14          43.8080    -9.6430    0.0000  top
+N1             ~         SK6805-EC14           8.8080    -9.6430    0.0000  top
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+N3             ~         SK6805-EC14          50.6540    -9.6430    0.0000  top
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+N4             ~         SK6805-EC14          54.0770    -9.6430    0.0000  top
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+N5             ~         SK6805-EC14          22.5000    -9.6430    0.0000  top
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+N9             ~         SK6805-EC14          36.1920    -9.6430    0.0000  top
+N9             ~         SK6805-EC14          71.1920    -9.6430    0.0000  top
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+N13            ~         SK6805-EC14          19.0770   -13.0660    0.0000  top
+N14            ~         SK6805-EC14          57.5000   -13.0660    0.0000  top
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+N15            ~         SK6805-EC14          60.9230   -13.0660    0.0000  top
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+N17            ~         SK6805-EC14          67.7690   -13.0660    0.0000  top
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+N25            ~         SK6805-EC14          29.3460   -16.4890    0.0000  top
+N26            ~         SK6805-EC14          67.7690   -16.4890    0.0000  top
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+N27            ~         SK6805-EC14          36.1920   -16.4890    0.0000  top
+N27            ~         SK6805-EC14          71.1920   -16.4890    0.0000  top
+N28            ~         SK6805-EC14          43.8080   -19.9120    0.0000  top
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+N31            ~         SK6805-EC14          19.0770   -19.9120    0.0000  top
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+N32            ~         SK6805-EC14          57.5000   -19.9120    0.0000  top
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+N34            ~         SK6805-EC14          64.3460   -19.9120    0.0000  top
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+N35            ~         SK6805-EC14          32.7690   -19.9120    0.0000  top
+N35            ~         SK6805-EC14          67.7690   -19.9120    0.0000  top
+N36            ~         SK6805-EC14          71.1920   -19.9120    0.0000  top
+N36            ~         SK6805-EC14          36.1920   -19.9120    0.0000  top
+N37            ~         SK6805-EC14           8.8080   -23.3350    0.0000  top
+N37            ~         SK6805-EC14          43.8080   -23.3350    0.0000  top
+N38            ~         SK6805-EC14          12.2310   -23.3350    0.0000  top
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+N39            ~         SK6805-EC14          15.6540   -23.3350    0.0000  top
+N40            ~         SK6805-EC14          19.0770   -23.3350    0.0000  top
+N40            ~         SK6805-EC14          54.0770   -23.3350    0.0000  top
+N41            ~         SK6805-EC14          57.5000   -23.3350    0.0000  top
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+N42            ~         SK6805-EC14          60.9230   -23.3350    0.0000  top
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+N43            ~         SK6805-EC14          29.3460   -23.3350    0.0000  top
+N44            ~         SK6805-EC14          32.7690   -23.3350    0.0000  top
+N44            ~         SK6805-EC14          67.7690   -23.3350    0.0000  top
+N45            ~         SK6805-EC14          71.1920   -23.3350    0.0000  top
+N45            ~         SK6805-EC14          36.1920   -23.3350    0.0000  top
+N46            ~         SK6805-EC14          43.8080   -26.7580    0.0000  top
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+N49            ~         SK6805-EC14          19.0770   -26.7580    0.0000  top
+N49            ~         SK6805-EC14          54.0770   -26.7580    0.0000  top
+N50            ~         SK6805-EC14          22.5000   -26.7580    0.0000  top
+N50            ~         SK6805-EC14          57.5000   -26.7580    0.0000  top
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+N51            ~         SK6805-EC14          25.9230   -26.7580    0.0000  top
+N52            ~         SK6805-EC14          29.3460   -26.7580    0.0000  top
+N52            ~         SK6805-EC14          64.3460   -26.7580    0.0000  top
+N53            ~         SK6805-EC14          67.7690   -26.7580    0.0000  top
+N53            ~         SK6805-EC14          32.7690   -26.7580    0.0000  top
+N54            ~         SK6805-EC14          71.1920   -26.7580    0.0000  top
+N54            ~         SK6805-EC14          36.1920   -26.7580    0.0000  top
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+R17            0         R_0402_1005Metric    71.5100   -18.5430    0.0000  top
+R17            0         R_0402_1005Metric    36.5100   -18.5430    0.0000  top
+R18            0         R_0402_1005Metric    36.5100   -32.1495    0.0000  top
+R18            0         R_0402_1005Metric    71.5100   -32.1495    0.0000  top
+R19            0         R_0402_1005Metric    71.6029   -45.9424    0.0000  top
+R19            0         R_0402_1005Metric    36.6029   -45.9424    0.0000  top
+R20            0         R_0402_1005Metric    36.5029   -59.6424    0.0000  top
+R20            0         R_0402_1005Metric    71.5029   -59.6424    0.0000  top
+R21            0         R_0402_1005Metric    36.4829   -73.3434    0.0000  top
+R21            0         R_0402_1005Metric    71.4829   -73.3434    0.0000  top
+R22            0         R_0402_1005Metric    71.4829   -87.0434    0.0000  top
+R22            0         R_0402_1005Metric    36.4829   -87.0434    0.0000  top
+R23            0         R_0402_1005Metric    71.4829  -100.7434    0.0000  top
+R23            0         R_0402_1005Metric    36.4829  -100.7434    0.0000  top
+## End
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-  (net 248 "Board_0-Net-(N268-DOUT)")
-  (net 249 "Board_0-Net-(N269-DOUT)")
-  (net 250 "Board_0-Net-(N27-DOUT)")
-  (net 251 "Board_0-Net-(N271-DOUT)")
-  (net 252 "Board_0-Net-(N272-DOUT)")
-  (net 253 "Board_0-Net-(N273-DOUT)")
-  (net 254 "Board_0-Net-(N274-DOUT)")
-  (net 255 "Board_0-Net-(N275-DOUT)")
-  (net 256 "Board_0-Net-(N276-DOUT)")
-  (net 257 "Board_0-Net-(N277-DOUT)")
-  (net 258 "Board_0-Net-(N278-DOUT)")
-  (net 259 "Board_0-Net-(N279-DOUT)")
-  (net 260 "Board_0-Net-(N28-DOUT)")
-  (net 261 "Board_0-Net-(N280-DOUT)")
-  (net 262 "Board_0-Net-(N281-DOUT)")
-  (net 263 "Board_0-Net-(N282-DOUT)")
-  (net 264 "Board_0-Net-(N283-DOUT)")
-  (net 265 "Board_0-Net-(N284-DOUT)")
-  (net 266 "Board_0-Net-(N285-DOUT)")
-  (net 267 "Board_0-Net-(N286-DOUT)")
-  (net 268 "Board_0-Net-(N287-DOUT)")
-  (net 269 "Board_0-Net-(N29-DOUT)")
-  (net 270 "Board_0-Net-(N3-DOUT)")
-  (net 271 "Board_0-Net-(N30-DOUT)")
-  (net 272 "Board_0-Net-(N31-DOUT)")
-  (net 273 "Board_0-Net-(N32-DOUT)")
-  (net 274 "Board_0-Net-(N33-DOUT)")
-  (net 275 "Board_0-Net-(N34-DOUT)")
-  (net 276 "Board_0-Net-(N35-DOUT)")
-  (net 277 "Board_0-Net-(N37-DOUT)")
-  (net 278 "Board_0-Net-(N38-DOUT)")
-  (net 279 "Board_0-Net-(N39-DOUT)")
-  (net 280 "Board_0-Net-(N4-DOUT)")
-  (net 281 "Board_0-Net-(N40-DOUT)")
-  (net 282 "Board_0-Net-(N41-DOUT)")
-  (net 283 "Board_0-Net-(N42-DOUT)")
-  (net 284 "Board_0-Net-(N43-DOUT)")
-  (net 285 "Board_0-Net-(N44-DOUT)")
-  (net 286 "Board_0-Net-(N45-DOUT)")
-  (net 287 "Board_0-Net-(N46-DOUT)")
-  (net 288 "Board_0-Net-(N47-DOUT)")
-  (net 289 "Board_0-Net-(N48-DOUT)")
-  (net 290 "Board_0-Net-(N49-DOUT)")
-  (net 291 "Board_0-Net-(N5-DOUT)")
-  (net 292 "Board_0-Net-(N50-DOUT)")
-  (net 293 "Board_0-Net-(N51-DOUT)")
-  (net 294 "Board_0-Net-(N52-DOUT)")
-  (net 295 "Board_0-Net-(N53-DOUT)")
-  (net 296 "Board_0-Net-(N55-DOUT)")
-  (net 297 "Board_0-Net-(N56-DOUT)")
-  (net 298 "Board_0-Net-(N57-DOUT)")
-  (net 299 "Board_0-Net-(N58-DOUT)")
-  (net 300 "Board_0-Net-(N59-DOUT)")
-  (net 301 "Board_0-Net-(N6-DOUT)")
-  (net 302 "Board_0-Net-(N60-DOUT)")
-  (net 303 "Board_0-Net-(N61-DOUT)")
-  (net 304 "Board_0-Net-(N62-DOUT)")
-  (net 305 "Board_0-Net-(N63-DOUT)")
-  (net 306 "Board_0-Net-(N64-DOUT)")
-  (net 307 "Board_0-Net-(N65-DOUT)")
-  (net 308 "Board_0-Net-(N66-DOUT)")
-  (net 309 "Board_0-Net-(N67-DOUT)")
-  (net 310 "Board_0-Net-(N68-DOUT)")
-  (net 311 "Board_0-Net-(N69-DOUT)")
-  (net 312 "Board_0-Net-(N7-DOUT)")
-  (net 313 "Board_0-Net-(N70-DOUT)")
-  (net 314 "Board_0-Net-(N71-DOUT)")
-  (net 315 "Board_0-Net-(N73-DOUT)")
-  (net 316 "Board_0-Net-(N74-DOUT)")
-  (net 317 "Board_0-Net-(N75-DOUT)")
-  (net 318 "Board_0-Net-(N76-DOUT)")
-  (net 319 "Board_0-Net-(N77-DOUT)")
-  (net 320 "Board_0-Net-(N78-DOUT)")
-  (net 321 "Board_0-Net-(N79-DOUT)")
-  (net 322 "Board_0-Net-(N8-DOUT)")
-  (net 323 "Board_0-Net-(N80-DOUT)")
-  (net 324 "Board_0-Net-(N81-DOUT)")
-  (net 325 "Board_0-Net-(N82-DOUT)")
-  (net 326 "Board_0-Net-(N83-DOUT)")
-  (net 327 "Board_0-Net-(N84-DOUT)")
-  (net 328 "Board_0-Net-(N85-DOUT)")
-  (net 329 "Board_0-Net-(N86-DOUT)")
-  (net 330 "Board_0-Net-(N87-DOUT)")
-  (net 331 "Board_0-Net-(N88-DOUT)")
-  (net 332 "Board_0-Net-(N89-DOUT)")
-  (net 333 "Board_0-Net-(N91-DOUT)")
-  (net 334 "Board_0-Net-(N92-DOUT)")
-  (net 335 "Board_0-Net-(N93-DOUT)")
-  (net 336 "Board_0-Net-(N94-DOUT)")
-  (net 337 "Board_0-Net-(N95-DOUT)")
-  (net 338 "Board_0-Net-(N96-DOUT)")
-  (net 339 "Board_0-Net-(N97-DOUT)")
-  (net 340 "Board_0-Net-(N98-DOUT)")
-  (net 341 "Board_0-Net-(U2-USB_DM)")
-  (net 342 "Board_0-Net-(U2-USB_DP)")
-  (net 343 "Board_0-Net-(U3-1Y)")
-  (net 344 "Board_0-Net-(U3-2Y)")
-  (net 345 "Board_0-Net-(U3-3Y)")
-  (net 346 "Board_0-Net-(U3-4Y)")
-  (net 347 "Board_0-Net-(U4-1Y)")
-  (net 348 "Board_0-Net-(U4-2Y)")
-  (net 349 "Board_0-Net-(U4-3Y)")
-  (net 350 "Board_0-Net-(U4-4Y)")
-  (net 351 "Board_0-unconnected-(U2-GPIO16-Pad27)")
-  (net 352 "Board_0-unconnected-(U2-GPIO21-Pad32)")
-  (net 353 "Board_0-unconnected-(U2-GPIO22-Pad34)")
-  (net 354 "Board_0-unconnected-(U2-GPIO23-Pad35)")
-  (net 355 "Board_0-unconnected-(U2-GPIO24-Pad36)")
-  (net 356 "Board_0-unconnected-(U2-GPIO25-Pad37)")
-  (net 357 "Board_0-unconnected-(U2-GPIO6-Pad8)")
-  (net 358 "Board_0-~{RESET}")
-  (net 359 "Board_1-+1V1")
-  (net 360 "Board_1-+3V3")
-  (net 361 "Board_1-+5V")
-  (net 362 "Board_1-/A0")
-  (net 363 "Board_1-/A1")
-  (net 364 "Board_1-/A2")
-  (net 365 "Board_1-/A3")
-  (net 366 "Board_1-/BOARD_ID")
-  (net 367 "Board_1-/D10")
-  (net 368 "Board_1-/D11")
-  (net 369 "Board_1-/D12")
-  (net 370 "Board_1-/D13")
-  (net 371 "Board_1-/D14")
-  (net 372 "Board_1-/D15")
-  (net 373 "Board_1-/D7")
-  (net 374 "Board_1-/D8")
-  (net 375 "Board_1-/D9")
-  (net 376 "Board_1-/MISO")
-  (net 377 "Board_1-/MOSI")
-  (net 378 "Board_1-/NeopixelMatrix/END-STRIP1")
-  (net 379 "Board_1-/NeopixelMatrix/END-STRIP10")
-  (net 380 "Board_1-/NeopixelMatrix/END-STRIP11")
-  (net 381 "Board_1-/NeopixelMatrix/END-STRIP12")
-  (net 382 "Board_1-/NeopixelMatrix/END-STRIP13")
-  (net 383 "Board_1-/NeopixelMatrix/END-STRIP14")
-  (net 384 "Board_1-/NeopixelMatrix/END-STRIP15")
-  (net 385 "Board_1-/NeopixelMatrix/END-STRIP16")
-  (net 386 "Board_1-/NeopixelMatrix/END-STRIP19")
-  (net 387 "Board_1-/NeopixelMatrix/END-STRIP2")
-  (net 388 "Board_1-/NeopixelMatrix/END-STRIP3")
-  (net 389 "Board_1-/NeopixelMatrix/END-STRIP4")
-  (net 390 "Board_1-/NeopixelMatrix/END-STRIP5")
-  (net 391 "Board_1-/NeopixelMatrix/END-STRIP6")
-  (net 392 "Board_1-/NeopixelMatrix/END-STRIP7")
-  (net 393 "Board_1-/NeopixelMatrix/END-STRIP8")
-  (net 394 "Board_1-/NeopixelMatrix/STRIP1")
-  (net 395 "Board_1-/NeopixelMatrix/STRIP11")
-  (net 396 "Board_1-/NeopixelMatrix/STRIP13")
-  (net 397 "Board_1-/NeopixelMatrix/STRIP15")
-  (net 398 "Board_1-/NeopixelMatrix/STRIP3")
-  (net 399 "Board_1-/NeopixelMatrix/STRIP5")
-  (net 400 "Board_1-/NeopixelMatrix/STRIP7")
-  (net 401 "Board_1-/NeopixelMatrix/STRIP9")
-  (net 402 "Board_1-/QSPI_SCLK")
-  (net 403 "Board_1-/QSPI_SD0")
-  (net 404 "Board_1-/QSPI_SD1")
-  (net 405 "Board_1-/QSPI_SD2")
-  (net 406 "Board_1-/QSPI_SD3")
-  (net 407 "Board_1-/QSPI_SS")
-  (net 408 "Board_1-/RX")
-  (net 409 "Board_1-/SCK")
-  (net 410 "Board_1-/SCL")
-  (net 411 "Board_1-/SDA")
-  (net 412 "Board_1-/SWCLK")
-  (net 413 "Board_1-/SWD")
-  (net 414 "Board_1-/TX")
-  (net 415 "Board_1-/USB_DN")
-  (net 416 "Board_1-/USB_DP")
-  (net 417 "Board_1-/XIN")
-  (net 418 "Board_1-/XOUT")
-  (net 419 "Board_1-/~{DEBUG}")
-  (net 420 "Board_1-/~{OE1}")
-  (net 421 "Board_1-/~{SLEEP}")
-  (net 422 "Board_1-BOOTSEL")
-  (net 423 "Board_1-GND")
-  (net 424 "Board_1-Net-(C2-Pad2)")
-  (net 425 "Board_1-Net-(F1-Pad2)")
-  (net 426 "Board_1-Net-(F2-Pad1)")
-  (net 427 "Board_1-Net-(N1-DOUT)")
-  (net 428 "Board_1-Net-(N10-DIN)")
-  (net 429 "Board_1-Net-(N10-DOUT)")
-  (net 430 "Board_1-Net-(N100-DIN)")
-  (net 431 "Board_1-Net-(N100-DOUT)")
-  (net 432 "Board_1-Net-(N101-DOUT)")
-  (net 433 "Board_1-Net-(N102-DOUT)")
-  (net 434 "Board_1-Net-(N103-DOUT)")
-  (net 435 "Board_1-Net-(N104-DOUT)")
-  (net 436 "Board_1-Net-(N105-DOUT)")
-  (net 437 "Board_1-Net-(N106-DOUT)")
-  (net 438 "Board_1-Net-(N107-DOUT)")
-  (net 439 "Board_1-Net-(N109-DOUT)")
-  (net 440 "Board_1-Net-(N11-DOUT)")
-  (net 441 "Board_1-Net-(N110-DOUT)")
-  (net 442 "Board_1-Net-(N111-DOUT)")
-  (net 443 "Board_1-Net-(N112-DOUT)")
-  (net 444 "Board_1-Net-(N113-DOUT)")
-  (net 445 "Board_1-Net-(N114-DOUT)")
-  (net 446 "Board_1-Net-(N115-DOUT)")
-  (net 447 "Board_1-Net-(N116-DOUT)")
-  (net 448 "Board_1-Net-(N117-DOUT)")
-  (net 449 "Board_1-Net-(N118-DOUT)")
-  (net 450 "Board_1-Net-(N119-DOUT)")
-  (net 451 "Board_1-Net-(N12-DOUT)")
-  (net 452 "Board_1-Net-(N120-DOUT)")
-  (net 453 "Board_1-Net-(N121-DOUT)")
-  (net 454 "Board_1-Net-(N122-DOUT)")
-  (net 455 "Board_1-Net-(N123-DOUT)")
-  (net 456 "Board_1-Net-(N124-DOUT)")
-  (net 457 "Board_1-Net-(N125-DOUT)")
-  (net 458 "Board_1-Net-(N127-DOUT)")
-  (net 459 "Board_1-Net-(N128-DOUT)")
-  (net 460 "Board_1-Net-(N129-DOUT)")
-  (net 461 "Board_1-Net-(N13-DOUT)")
-  (net 462 "Board_1-Net-(N130-DOUT)")
-  (net 463 "Board_1-Net-(N131-DOUT)")
-  (net 464 "Board_1-Net-(N132-DOUT)")
-  (net 465 "Board_1-Net-(N133-DOUT)")
-  (net 466 "Board_1-Net-(N134-DOUT)")
-  (net 467 "Board_1-Net-(N135-DOUT)")
-  (net 468 "Board_1-Net-(N136-DOUT)")
-  (net 469 "Board_1-Net-(N137-DOUT)")
-  (net 470 "Board_1-Net-(N138-DOUT)")
-  (net 471 "Board_1-Net-(N139-DOUT)")
-  (net 472 "Board_1-Net-(N14-DOUT)")
-  (net 473 "Board_1-Net-(N140-DOUT)")
-  (net 474 "Board_1-Net-(N141-DOUT)")
-  (net 475 "Board_1-Net-(N142-DOUT)")
-  (net 476 "Board_1-Net-(N143-DOUT)")
-  (net 477 "Board_1-Net-(N145-DOUT)")
-  (net 478 "Board_1-Net-(N146-DOUT)")
-  (net 479 "Board_1-Net-(N147-DOUT)")
-  (net 480 "Board_1-Net-(N148-DOUT)")
-  (net 481 "Board_1-Net-(N149-DOUT)")
-  (net 482 "Board_1-Net-(N15-DOUT)")
-  (net 483 "Board_1-Net-(N150-DOUT)")
-  (net 484 "Board_1-Net-(N151-DOUT)")
-  (net 485 "Board_1-Net-(N152-DOUT)")
-  (net 486 "Board_1-Net-(N153-DOUT)")
-  (net 487 "Board_1-Net-(N154-DOUT)")
-  (net 488 "Board_1-Net-(N155-DOUT)")
-  (net 489 "Board_1-Net-(N156-DOUT)")
-  (net 490 "Board_1-Net-(N157-DOUT)")
-  (net 491 "Board_1-Net-(N158-DOUT)")
-  (net 492 "Board_1-Net-(N159-DOUT)")
-  (net 493 "Board_1-Net-(N16-DOUT)")
-  (net 494 "Board_1-Net-(N160-DOUT)")
-  (net 495 "Board_1-Net-(N161-DOUT)")
-  (net 496 "Board_1-Net-(N163-DOUT)")
-  (net 497 "Board_1-Net-(N164-DOUT)")
-  (net 498 "Board_1-Net-(N165-DOUT)")
-  (net 499 "Board_1-Net-(N166-DOUT)")
-  (net 500 "Board_1-Net-(N167-DOUT)")
-  (net 501 "Board_1-Net-(N168-DOUT)")
-  (net 502 "Board_1-Net-(N169-DOUT)")
-  (net 503 "Board_1-Net-(N17-DOUT)")
-  (net 504 "Board_1-Net-(N170-DOUT)")
-  (net 505 "Board_1-Net-(N171-DOUT)")
-  (net 506 "Board_1-Net-(N172-DOUT)")
-  (net 507 "Board_1-Net-(N173-DOUT)")
-  (net 508 "Board_1-Net-(N174-DOUT)")
-  (net 509 "Board_1-Net-(N175-DOUT)")
-  (net 510 "Board_1-Net-(N176-DOUT)")
-  (net 511 "Board_1-Net-(N177-DOUT)")
-  (net 512 "Board_1-Net-(N178-DOUT)")
-  (net 513 "Board_1-Net-(N179-DOUT)")
-  (net 514 "Board_1-Net-(N181-DOUT)")
-  (net 515 "Board_1-Net-(N182-DOUT)")
-  (net 516 "Board_1-Net-(N183-DOUT)")
-  (net 517 "Board_1-Net-(N184-DOUT)")
-  (net 518 "Board_1-Net-(N185-DOUT)")
-  (net 519 "Board_1-Net-(N186-DOUT)")
-  (net 520 "Board_1-Net-(N187-DOUT)")
-  (net 521 "Board_1-Net-(N188-DOUT)")
-  (net 522 "Board_1-Net-(N189-DOUT)")
-  (net 523 "Board_1-Net-(N19-DOUT)")
-  (net 524 "Board_1-Net-(N190-DOUT)")
-  (net 525 "Board_1-Net-(N191-DOUT)")
-  (net 526 "Board_1-Net-(N192-DOUT)")
-  (net 527 "Board_1-Net-(N193-DOUT)")
-  (net 528 "Board_1-Net-(N194-DOUT)")
-  (net 529 "Board_1-Net-(N195-DOUT)")
-  (net 530 "Board_1-Net-(N196-DOUT)")
-  (net 531 "Board_1-Net-(N197-DOUT)")
-  (net 532 "Board_1-Net-(N199-DOUT)")
-  (net 533 "Board_1-Net-(N2-DOUT)")
-  (net 534 "Board_1-Net-(N20-DOUT)")
-  (net 535 "Board_1-Net-(N200-DOUT)")
-  (net 536 "Board_1-Net-(N201-DOUT)")
-  (net 537 "Board_1-Net-(N202-DOUT)")
-  (net 538 "Board_1-Net-(N203-DOUT)")
-  (net 539 "Board_1-Net-(N204-DOUT)")
-  (net 540 "Board_1-Net-(N205-DOUT)")
-  (net 541 "Board_1-Net-(N206-DOUT)")
-  (net 542 "Board_1-Net-(N207-DOUT)")
-  (net 543 "Board_1-Net-(N208-DOUT)")
-  (net 544 "Board_1-Net-(N209-DOUT)")
-  (net 545 "Board_1-Net-(N21-DOUT)")
-  (net 546 "Board_1-Net-(N210-DOUT)")
-  (net 547 "Board_1-Net-(N211-DOUT)")
-  (net 548 "Board_1-Net-(N212-DOUT)")
-  (net 549 "Board_1-Net-(N213-DOUT)")
-  (net 550 "Board_1-Net-(N214-DOUT)")
-  (net 551 "Board_1-Net-(N215-DOUT)")
-  (net 552 "Board_1-Net-(N217-DOUT)")
-  (net 553 "Board_1-Net-(N218-DOUT)")
-  (net 554 "Board_1-Net-(N219-DOUT)")
-  (net 555 "Board_1-Net-(N22-DOUT)")
-  (net 556 "Board_1-Net-(N220-DOUT)")
-  (net 557 "Board_1-Net-(N221-DOUT)")
-  (net 558 "Board_1-Net-(N222-DOUT)")
-  (net 559 "Board_1-Net-(N223-DOUT)")
-  (net 560 "Board_1-Net-(N224-DOUT)")
-  (net 561 "Board_1-Net-(N225-DOUT)")
-  (net 562 "Board_1-Net-(N226-DOUT)")
-  (net 563 "Board_1-Net-(N227-DOUT)")
-  (net 564 "Board_1-Net-(N228-DOUT)")
-  (net 565 "Board_1-Net-(N229-DOUT)")
-  (net 566 "Board_1-Net-(N23-DOUT)")
-  (net 567 "Board_1-Net-(N230-DOUT)")
-  (net 568 "Board_1-Net-(N231-DOUT)")
-  (net 569 "Board_1-Net-(N232-DOUT)")
-  (net 570 "Board_1-Net-(N233-DOUT)")
-  (net 571 "Board_1-Net-(N235-DOUT)")
-  (net 572 "Board_1-Net-(N236-DOUT)")
-  (net 573 "Board_1-Net-(N237-DOUT)")
-  (net 574 "Board_1-Net-(N238-DOUT)")
-  (net 575 "Board_1-Net-(N239-DOUT)")
-  (net 576 "Board_1-Net-(N24-DOUT)")
-  (net 577 "Board_1-Net-(N240-DOUT)")
-  (net 578 "Board_1-Net-(N241-DOUT)")
-  (net 579 "Board_1-Net-(N242-DOUT)")
-  (net 580 "Board_1-Net-(N243-DOUT)")
-  (net 581 "Board_1-Net-(N244-DOUT)")
-  (net 582 "Board_1-Net-(N245-DOUT)")
-  (net 583 "Board_1-Net-(N246-DOUT)")
-  (net 584 "Board_1-Net-(N247-DOUT)")
-  (net 585 "Board_1-Net-(N248-DOUT)")
-  (net 586 "Board_1-Net-(N249-DOUT)")
-  (net 587 "Board_1-Net-(N25-DOUT)")
-  (net 588 "Board_1-Net-(N250-DOUT)")
-  (net 589 "Board_1-Net-(N251-DOUT)")
-  (net 590 "Board_1-Net-(N253-DOUT)")
-  (net 591 "Board_1-Net-(N254-DOUT)")
-  (net 592 "Board_1-Net-(N255-DOUT)")
-  (net 593 "Board_1-Net-(N256-DOUT)")
-  (net 594 "Board_1-Net-(N257-DOUT)")
-  (net 595 "Board_1-Net-(N258-DOUT)")
-  (net 596 "Board_1-Net-(N259-DOUT)")
-  (net 597 "Board_1-Net-(N26-DOUT)")
-  (net 598 "Board_1-Net-(N260-DOUT)")
-  (net 599 "Board_1-Net-(N261-DOUT)")
-  (net 600 "Board_1-Net-(N262-DOUT)")
-  (net 601 "Board_1-Net-(N263-DOUT)")
-  (net 602 "Board_1-Net-(N264-DOUT)")
-  (net 603 "Board_1-Net-(N265-DOUT)")
-  (net 604 "Board_1-Net-(N266-DOUT)")
-  (net 605 "Board_1-Net-(N267-DOUT)")
-  (net 606 "Board_1-Net-(N268-DOUT)")
-  (net 607 "Board_1-Net-(N269-DOUT)")
-  (net 608 "Board_1-Net-(N27-DOUT)")
-  (net 609 "Board_1-Net-(N271-DOUT)")
-  (net 610 "Board_1-Net-(N272-DOUT)")
-  (net 611 "Board_1-Net-(N273-DOUT)")
-  (net 612 "Board_1-Net-(N274-DOUT)")
-  (net 613 "Board_1-Net-(N275-DOUT)")
-  (net 614 "Board_1-Net-(N276-DOUT)")
-  (net 615 "Board_1-Net-(N277-DOUT)")
-  (net 616 "Board_1-Net-(N278-DOUT)")
-  (net 617 "Board_1-Net-(N279-DOUT)")
-  (net 618 "Board_1-Net-(N28-DOUT)")
-  (net 619 "Board_1-Net-(N280-DOUT)")
-  (net 620 "Board_1-Net-(N281-DOUT)")
-  (net 621 "Board_1-Net-(N282-DOUT)")
-  (net 622 "Board_1-Net-(N283-DOUT)")
-  (net 623 "Board_1-Net-(N284-DOUT)")
-  (net 624 "Board_1-Net-(N285-DOUT)")
-  (net 625 "Board_1-Net-(N286-DOUT)")
-  (net 626 "Board_1-Net-(N287-DOUT)")
-  (net 627 "Board_1-Net-(N29-DOUT)")
-  (net 628 "Board_1-Net-(N3-DOUT)")
-  (net 629 "Board_1-Net-(N30-DOUT)")
-  (net 630 "Board_1-Net-(N31-DOUT)")
-  (net 631 "Board_1-Net-(N32-DOUT)")
-  (net 632 "Board_1-Net-(N33-DOUT)")
-  (net 633 "Board_1-Net-(N34-DOUT)")
-  (net 634 "Board_1-Net-(N35-DOUT)")
-  (net 635 "Board_1-Net-(N37-DOUT)")
-  (net 636 "Board_1-Net-(N38-DOUT)")
-  (net 637 "Board_1-Net-(N39-DOUT)")
-  (net 638 "Board_1-Net-(N4-DOUT)")
-  (net 639 "Board_1-Net-(N40-DOUT)")
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-      (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp a61c5850-1501-41f5-a287-d736cf87d1fa))
-    (pad "" smd roundrect (at -0.8 -0.8 90) (size 1.29 1.29) (layers "B.Paste") (roundrect_rratio 0.1937976744) (tstamp 3f103cb8-2bc8-45a1-af22-a9ce9ef65df6))
-    (pad "" smd roundrect (at -0.8 0.8 90) (size 1.29 1.29) (layers "B.Paste") (roundrect_rratio 0.1937976744) (tstamp cb0ee617-8f51-4690-a861-dc3562600ce4))
-    (pad "" smd roundrect (at 0.8 -0.8 90) (size 1.29 1.29) (layers "B.Paste") (roundrect_rratio 0.1937976744) (tstamp 179597f2-aa61-4322-be63-fbc52546fde8))
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-      (net 2 "Board_0-+3V3") (pinfunction "IOVDD") (pintype "power_in") (tstamp cd382ce5-646b-4be1-ae14-c7d28ccfd0e6))
-    (pad "2" smd roundrect (at -3.4375 2.2 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 56 "Board_0-/TX") (pinfunction "GPIO0") (pintype "bidirectional") (tstamp 16ffcf3f-da47-49be-ae27-0a7af02a701c))
-    (pad "3" smd roundrect (at -3.4375 1.8 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 50 "Board_0-/RX") (pinfunction "GPIO1") (pintype "bidirectional") (tstamp c2690828-5d6e-40f7-ac88-7ebb4359a4e7))
-    (pad "4" smd roundrect (at -3.4375 1.4 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 53 "Board_0-/SDA") (pinfunction "GPIO2") (pintype "bidirectional") (tstamp 8ef8a4a6-4107-44a5-836b-6d891542ec42))
-    (pad "5" smd roundrect (at -3.4375 1 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 52 "Board_0-/SCL") (pinfunction "GPIO3") (pintype "bidirectional") (tstamp 0e5548d9-60e2-4893-8fd2-094335db6b2e))
-    (pad "6" smd roundrect (at -3.4375 0.6 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 63 "Board_0-/~{SLEEP}") (pinfunction "GPIO4") (pintype "bidirectional") (tstamp 25049e6f-c783-418f-9be8-4e6bb5a48138))
-    (pad "7" smd roundrect (at -3.4375 0.2 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 61 "Board_0-/~{DEBUG}") (pinfunction "GPIO5") (pintype "bidirectional") (tstamp 166e858c-7c4d-40f2-a8ce-f6de881bb6b3))
-    (pad "8" smd roundrect (at -3.4375 -0.2 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 357 "Board_0-unconnected-(U2-GPIO6-Pad8)") (pinfunction "GPIO6") (pintype "bidirectional") (tstamp e5df8080-61e4-43a5-b80e-93f24f2fce39))
-    (pad "9" smd roundrect (at -3.4375 -0.6 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 15 "Board_0-/D7") (pinfunction "GPIO7") (pintype "bidirectional") (tstamp 2e257f22-5a97-4775-b8c8-0af85ba63ff5))
-    (pad "10" smd roundrect (at -3.4375 -1 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 2 "Board_0-+3V3") (pinfunction "IOVDD") (pintype "passive") (tstamp 672a9f83-d647-4c11-9ff7-ce44ae48800e))
-    (pad "11" smd roundrect (at -3.4375 -1.4 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 16 "Board_0-/D8") (pinfunction "GPIO8") (pintype "bidirectional") (tstamp 3368364c-19d4-4402-acfa-e789fe62e571))
-    (pad "12" smd roundrect (at -3.4375 -1.8 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 17 "Board_0-/D9") (pinfunction "GPIO9") (pintype "bidirectional") (tstamp 1f5da0f5-68d4-4ee7-8671-31dbf0e04828))
-    (pad "13" smd roundrect (at -3.4375 -2.2 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 9 "Board_0-/D10") (pinfunction "GPIO10") (pintype "bidirectional") (tstamp f6611136-57d8-4d21-b4f1-07757645bf8a))
-    (pad "14" smd roundrect (at -3.4375 -2.6 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 10 "Board_0-/D11") (pinfunction "GPIO11") (pintype "bidirectional") (tstamp b3edc2ec-00d2-40fa-9058-493c3aaa31a6))
-    (pad "15" smd roundrect (at -2.6 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 11 "Board_0-/D12") (pinfunction "GPIO12") (pintype "bidirectional") (tstamp d01d9151-cfa8-4146-93ef-1bba492f322f))
-    (pad "16" smd roundrect (at -2.2 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 12 "Board_0-/D13") (pinfunction "GPIO13") (pintype "bidirectional") (tstamp 7a5f463b-93fb-4ed5-8847-e7a5b69ab655))
-    (pad "17" smd roundrect (at -1.8 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 13 "Board_0-/D14") (pinfunction "GPIO14") (pintype "bidirectional") (tstamp d4cf64db-c8e3-4dd7-bc7b-7e2e637be878))
-    (pad "18" smd roundrect (at -1.4 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 14 "Board_0-/D15") (pinfunction "GPIO15") (pintype "bidirectional") (tstamp b54e4ab4-1f24-4924-a82a-c539b598660d))
-    (pad "19" smd roundrect (at -1 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 65 "Board_0-GND") (pinfunction "TESTEN") (pintype "input") (tstamp 0e555f44-b117-4ab5-8cfa-67e81965e900))
-    (pad "20" smd roundrect (at -0.6 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 59 "Board_0-/XIN") (pinfunction "XIN") (pintype "input") (tstamp 44ef43a6-b039-4699-9317-3bae302b7ca4))
-    (pad "21" smd roundrect (at -0.2 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 60 "Board_0-/XOUT") (pinfunction "XOUT") (pintype "passive") (tstamp e75087cd-e281-4a83-a07e-7407776ad3ff))
-    (pad "22" smd roundrect (at 0.2 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 2 "Board_0-+3V3") (pinfunction "IOVDD") (pintype "passive") (tstamp 20c5cb96-b474-4e7d-8d5b-92e6144771e6))
-    (pad "23" smd roundrect (at 0.6 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 1 "Board_0-+1V1") (pinfunction "DVDD") (pintype "power_in") (tstamp 0062df52-9044-4daf-a9f5-702a833e7b00))
-    (pad "24" smd roundrect (at 1 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 54 "Board_0-/SWCLK") (pinfunction "SWCLK") (pintype "input") (tstamp 631a6f04-23b5-44bb-9b30-8973b06ea3e2))
-    (pad "25" smd roundrect (at 1.4 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 55 "Board_0-/SWD") (pinfunction "SWD") (pintype "bidirectional") (tstamp eed7706e-662f-4853-873d-ae323fa2863d))
-    (pad "26" smd roundrect (at 1.8 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 358 "Board_0-~{RESET}") (pinfunction "RUN") (pintype "input") (tstamp 42ddfddb-2b15-4dbc-ba02-0e67c0c2821c))
-    (pad "27" smd roundrect (at 2.2 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 351 "Board_0-unconnected-(U2-GPIO16-Pad27)") (pinfunction "GPIO16") (pintype "bidirectional+no_connect") (tstamp b834067f-1d7a-473a-bf1c-8070255edcb0))
-    (pad "28" smd roundrect (at 2.6 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 62 "Board_0-/~{OE1}") (pinfunction "GPIO17") (pintype "bidirectional") (tstamp fa16b10f-0dcd-45e9-a4cf-1b22db2a77fd))
-    (pad "29" smd roundrect (at 3.4375 -2.6 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 51 "Board_0-/SCK") (pinfunction "GPIO18") (pintype "bidirectional") (tstamp 086dda5c-d398-4634-b818-695eb8a708a5))
-    (pad "30" smd roundrect (at 3.4375 -2.2 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 19 "Board_0-/MOSI") (pinfunction "GPIO19") (pintype "bidirectional") (tstamp 7826c877-685b-4362-9378-ed8ee3a4559c))
-    (pad "31" smd roundrect (at 3.4375 -1.8 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 18 "Board_0-/MISO") (pinfunction "GPIO20") (pintype "bidirectional") (tstamp e5216be8-7fa0-43e6-81e5-267928ff9b3e))
-    (pad "32" smd roundrect (at 3.4375 -1.4 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 352 "Board_0-unconnected-(U2-GPIO21-Pad32)") (pinfunction "GPIO21") (pintype "bidirectional+no_connect") (tstamp 22e943cd-e892-4262-a295-6d707ea7681d))
-    (pad "33" smd roundrect (at 3.4375 -1 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 2 "Board_0-+3V3") (pinfunction "IOVDD") (pintype "passive") (tstamp c6839a12-81fe-4f05-bc53-fda47b9285b3))
-    (pad "34" smd roundrect (at 3.4375 -0.6 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 353 "Board_0-unconnected-(U2-GPIO22-Pad34)") (pinfunction "GPIO22") (pintype "bidirectional+no_connect") (tstamp fb4b47f5-be45-49f7-85ff-79a8aa4ff391))
-    (pad "35" smd roundrect (at 3.4375 -0.2 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 354 "Board_0-unconnected-(U2-GPIO23-Pad35)") (pinfunction "GPIO23") (pintype "bidirectional+no_connect") (tstamp aee4fa27-2364-4a40-a84e-0f447be40831))
-    (pad "36" smd roundrect (at 3.4375 0.2 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 355 "Board_0-unconnected-(U2-GPIO24-Pad36)") (pinfunction "GPIO24") (pintype "bidirectional+no_connect") (tstamp b6cea3ac-034e-414c-855f-708c3a61fe6d))
-    (pad "37" smd roundrect (at 3.4375 0.6 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 356 "Board_0-unconnected-(U2-GPIO25-Pad37)") (pinfunction "GPIO25") (pintype "bidirectional+no_connect") (tstamp 280f70b4-ad24-4bf1-b5b8-e841257e6b65))
-    (pad "38" smd roundrect (at 3.4375 1 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 4 "Board_0-/A0") (pinfunction "GPIO26_ADC0") (pintype "bidirectional") (tstamp 0621a0f9-7196-4350-9548-fe0b31c92d86))
-    (pad "39" smd roundrect (at 3.4375 1.4 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 5 "Board_0-/A1") (pinfunction "GPIO27_ADC1") (pintype "bidirectional") (tstamp 95a1af62-7410-45ac-9a0c-dbd76caa992a))
-    (pad "40" smd roundrect (at 3.4375 1.8 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 6 "Board_0-/A2") (pinfunction "GPIO28_ADC2") (pintype "bidirectional") (tstamp 24a060f6-b5e8-4290-8817-b55b2218ba1c))
-    (pad "41" smd roundrect (at 3.4375 2.2 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 7 "Board_0-/A3") (pinfunction "GPIO29_ADC3") (pintype "bidirectional") (tstamp ed18ac5d-4a79-4868-94cf-3e82f19ff52f))
-    (pad "42" smd roundrect (at 3.4375 2.6 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 2 "Board_0-+3V3") (pinfunction "IOVDD") (pintype "passive") (tstamp e745c9d9-13e3-4d4d-a22a-8fe732857fcc))
-    (pad "43" smd roundrect (at 2.6 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 2 "Board_0-+3V3") (pinfunction "ADC_AVDD") (pintype "power_in") (tstamp b1b3fd09-5c26-4ee1-bd44-f9b9f9d15465))
-    (pad "44" smd roundrect (at 2.2 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 2 "Board_0-+3V3") (pinfunction "VREG_IN") (pintype "power_in") (tstamp 11524ad6-7bf0-4ba5-9cfb-214b02e6cffe))
-    (pad "45" smd roundrect (at 1.8 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 1 "Board_0-+1V1") (pinfunction "VREG_VOUT") (pintype "power_out") (tstamp 14683a30-968b-4088-820a-b5e9ba79e81c))
-    (pad "46" smd roundrect (at 1.4 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 341 "Board_0-Net-(U2-USB_DM)") (pinfunction "USB_DM") (pintype "bidirectional") (tstamp 2f63d227-7cc6-48e2-b21d-d616d6589b60))
-    (pad "47" smd roundrect (at 1 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 342 "Board_0-Net-(U2-USB_DP)") (pinfunction "USB_DP") (pintype "bidirectional") (tstamp 79e3e15e-a98e-40a9-ae63-12cdd0cc2da7))
-    (pad "48" smd roundrect (at 0.6 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 2 "Board_0-+3V3") (pinfunction "USB_VDD") (pintype "power_in") (tstamp 8a98ad55-c895-402c-b249-7f17c9a21bab))
-    (pad "49" smd roundrect (at 0.2 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 2 "Board_0-+3V3") (pinfunction "IOVDD") (pintype "passive") (tstamp 801928b7-aab1-46bc-ac7b-0b0b65eed7ee))
-    (pad "50" smd roundrect (at -0.2 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 1 "Board_0-+1V1") (pinfunction "DVDD") (pintype "passive") (tstamp 53506245-8ba9-4cfa-a33f-9e1c23aa978f))
-    (pad "51" smd roundrect (at -0.6 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 48 "Board_0-/QSPI_SD3") (pinfunction "QSPI_SD3") (pintype "bidirectional") (tstamp 16a67462-73d8-43f8-a1fd-3435ebae151e))
-    (pad "52" smd roundrect (at -1 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 44 "Board_0-/QSPI_SCLK") (pinfunction "QSPI_SCLK") (pintype "output") (tstamp 6394ee5b-507a-423b-b004-d47801749335))
-    (pad "53" smd roundrect (at -1.4 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 45 "Board_0-/QSPI_SD0") (pinfunction "QSPI_SD0") (pintype "bidirectional") (tstamp d97f033a-8d5c-41ad-b1e0-6d077d9ffd25))
-    (pad "54" smd roundrect (at -1.8 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 47 "Board_0-/QSPI_SD2") (pinfunction "QSPI_SD2") (pintype "bidirectional") (tstamp ff2eae57-dfd8-4ac8-b4f5-6eed5b6bb0e3))
-    (pad "55" smd roundrect (at -2.2 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 46 "Board_0-/QSPI_SD1") (pinfunction "QSPI_SD1") (pintype "bidirectional") (tstamp 664322d4-3e59-4eab-a69b-cc864161d5b1))
-    (pad "56" smd roundrect (at -2.6 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 49 "Board_0-/QSPI_SS") (pinfunction "QSPI_SS") (pintype "bidirectional") (tstamp d5d6bf88-6cc9-4905-9d68-69b396ef1abc))
-    (pad "57" smd rect (at 0 0 90) (size 3.2 3.2) (layers "B.Cu" "B.Mask")
-      (net 65 "Board_0-GND") (pinfunction "GND") (pintype "power_in") (tstamp eb24c883-5e48-4760-8e68-cc95d7fbb602))
-    (model "${KICAD6_3DMODEL_DIR}/Package_DFN_QFN.3dshapes/QFN-56-1EP_7x7mm_P0.4mm_EP3.2x3.2mm.wrl"
-      (offset (xyz 0 0 0))
-      (scale (xyz 1 1 1))
-      (rotate (xyz 0 0 0))
-    )
-  )
-
-  (footprint "Resistor_SMD:R_0402_1005Metric" (layer "B.Cu")
-    (tstamp 146c2772-0fa7-4760-8f8e-7da102e8a084)
-    (at 135.370006 116.223 180)
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-    (pad "" smd roundrect (at -0.8 -0.8 90) (size 1.29 1.29) (layers "B.Paste") (roundrect_rratio 0.1937976744) (tstamp 9b4be990-4bee-42ff-a55e-a857ab4e5cfa))
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-      (net 360 "Board_1-+3V3") (pinfunction "IOVDD") (pintype "power_in") (tstamp 52a804a6-bd8c-4db5-9528-b4c34ee4e359))
-    (pad "2" smd roundrect (at -3.4375 2.2 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 414 "Board_1-/TX") (pinfunction "GPIO0") (pintype "bidirectional") (tstamp 7fde2b09-74ae-45a4-a76b-9d5e7df8f283))
-    (pad "3" smd roundrect (at -3.4375 1.8 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 408 "Board_1-/RX") (pinfunction "GPIO1") (pintype "bidirectional") (tstamp f8c16805-d294-4b65-b9ec-1857ced5abc3))
-    (pad "4" smd roundrect (at -3.4375 1.4 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 411 "Board_1-/SDA") (pinfunction "GPIO2") (pintype "bidirectional") (tstamp 90bff511-906c-4105-a6c3-0fd048f586f8))
-    (pad "5" smd roundrect (at -3.4375 1 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 410 "Board_1-/SCL") (pinfunction "GPIO3") (pintype "bidirectional") (tstamp 94ee5e81-7e6d-4e53-a584-a136bb7192e5))
-    (pad "6" smd roundrect (at -3.4375 0.6 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 421 "Board_1-/~{SLEEP}") (pinfunction "GPIO4") (pintype "bidirectional") (tstamp 9a556e9d-8a1d-44de-9dc6-a27c2f9e1841))
-    (pad "7" smd roundrect (at -3.4375 0.2 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 419 "Board_1-/~{DEBUG}") (pinfunction "GPIO5") (pintype "bidirectional") (tstamp 03997181-6669-48b3-b219-9034bee27f08))
-    (pad "8" smd roundrect (at -3.4375 -0.2 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 715 "Board_1-unconnected-(U2-GPIO6-Pad8)") (pinfunction "GPIO6") (pintype "bidirectional") (tstamp 3568d771-977f-4644-8605-c0ad0c80b238))
-    (pad "9" smd roundrect (at -3.4375 -0.6 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 373 "Board_1-/D7") (pinfunction "GPIO7") (pintype "bidirectional") (tstamp d30177eb-3959-4bbe-99e5-decb12ecd550))
-    (pad "10" smd roundrect (at -3.4375 -1 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 360 "Board_1-+3V3") (pinfunction "IOVDD") (pintype "passive") (tstamp 46d1da5b-d1c7-493c-ab1a-c4cc76dea6f5))
-    (pad "11" smd roundrect (at -3.4375 -1.4 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 374 "Board_1-/D8") (pinfunction "GPIO8") (pintype "bidirectional") (tstamp b12cfc71-1add-4be8-b36e-50bd245332f4))
-    (pad "12" smd roundrect (at -3.4375 -1.8 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 375 "Board_1-/D9") (pinfunction "GPIO9") (pintype "bidirectional") (tstamp fbf2bb33-8fa3-4587-841d-9833c8fbf2b1))
-    (pad "13" smd roundrect (at -3.4375 -2.2 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 367 "Board_1-/D10") (pinfunction "GPIO10") (pintype "bidirectional") (tstamp ed80942b-5d1b-4cb7-b0f1-0cb7c6f33eec))
-    (pad "14" smd roundrect (at -3.4375 -2.6 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 368 "Board_1-/D11") (pinfunction "GPIO11") (pintype "bidirectional") (tstamp 90200767-db44-4b14-aa2a-3e8d53032410))
-    (pad "15" smd roundrect (at -2.6 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 369 "Board_1-/D12") (pinfunction "GPIO12") (pintype "bidirectional") (tstamp 6b1cb45a-688c-4706-ba3b-b51f5f327244))
-    (pad "16" smd roundrect (at -2.2 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 370 "Board_1-/D13") (pinfunction "GPIO13") (pintype "bidirectional") (tstamp b47df445-47ca-4626-92cb-751eec581f3c))
-    (pad "17" smd roundrect (at -1.8 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 371 "Board_1-/D14") (pinfunction "GPIO14") (pintype "bidirectional") (tstamp ba1fb47f-0a59-45f7-b2c0-6b02a078f44f))
-    (pad "18" smd roundrect (at -1.4 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 372 "Board_1-/D15") (pinfunction "GPIO15") (pintype "bidirectional") (tstamp 80877c1e-f3ab-40ed-a1b8-cdff47006f26))
-    (pad "19" smd roundrect (at -1 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 423 "Board_1-GND") (pinfunction "TESTEN") (pintype "input") (tstamp 075b918e-6f84-41ae-abfc-9352d4a103e4))
-    (pad "20" smd roundrect (at -0.6 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 417 "Board_1-/XIN") (pinfunction "XIN") (pintype "input") (tstamp e008b220-1dba-4240-8df3-305ce9f54a9e))
-    (pad "21" smd roundrect (at -0.2 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 418 "Board_1-/XOUT") (pinfunction "XOUT") (pintype "passive") (tstamp 8d3be907-2b8d-4f3d-b3a7-6ddaafb5f3fc))
-    (pad "22" smd roundrect (at 0.2 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 360 "Board_1-+3V3") (pinfunction "IOVDD") (pintype "passive") (tstamp e7d604e3-aca6-4a4f-990b-72dca57275d1))
-    (pad "23" smd roundrect (at 0.6 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 359 "Board_1-+1V1") (pinfunction "DVDD") (pintype "power_in") (tstamp 03a35523-568e-48b7-a43f-2fcfb101c4ce))
-    (pad "24" smd roundrect (at 1 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 412 "Board_1-/SWCLK") (pinfunction "SWCLK") (pintype "input") (tstamp 29fbc311-ec45-4c7a-bbe8-f24954eb8575))
-    (pad "25" smd roundrect (at 1.4 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 413 "Board_1-/SWD") (pinfunction "SWD") (pintype "bidirectional") (tstamp cca96503-2ca5-4217-b8e3-bf34da7c8d05))
-    (pad "26" smd roundrect (at 1.8 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 716 "Board_1-~{RESET}") (pinfunction "RUN") (pintype "input") (tstamp 1229916b-b149-4db7-bcbe-8bbcb4c92824))
-    (pad "27" smd roundrect (at 2.2 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 709 "Board_1-unconnected-(U2-GPIO16-Pad27)") (pinfunction "GPIO16") (pintype "bidirectional+no_connect") (tstamp 61e16519-ac35-4adf-9598-2b01fd8ddd19))
-    (pad "28" smd roundrect (at 2.6 -3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 420 "Board_1-/~{OE1}") (pinfunction "GPIO17") (pintype "bidirectional") (tstamp e6ac562c-e5ab-40d3-ae62-eb5bc8f11528))
-    (pad "29" smd roundrect (at 3.4375 -2.6 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 409 "Board_1-/SCK") (pinfunction "GPIO18") (pintype "bidirectional") (tstamp de70d6b8-6af3-4560-8869-c53c0e7c8d8c))
-    (pad "30" smd roundrect (at 3.4375 -2.2 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 377 "Board_1-/MOSI") (pinfunction "GPIO19") (pintype "bidirectional") (tstamp cecf9c05-a669-4bd8-bab5-dae24201b3c9))
-    (pad "31" smd roundrect (at 3.4375 -1.8 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 376 "Board_1-/MISO") (pinfunction "GPIO20") (pintype "bidirectional") (tstamp 203a9508-eafe-4d47-80c3-780e646ace6f))
-    (pad "32" smd roundrect (at 3.4375 -1.4 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 710 "Board_1-unconnected-(U2-GPIO21-Pad32)") (pinfunction "GPIO21") (pintype "bidirectional+no_connect") (tstamp 8406111a-16fc-4b7b-880e-2a7f7906874c))
-    (pad "33" smd roundrect (at 3.4375 -1 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 360 "Board_1-+3V3") (pinfunction "IOVDD") (pintype "passive") (tstamp d53d2a88-d7f0-4a33-9276-be622148e4a2))
-    (pad "34" smd roundrect (at 3.4375 -0.6 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 711 "Board_1-unconnected-(U2-GPIO22-Pad34)") (pinfunction "GPIO22") (pintype "bidirectional+no_connect") (tstamp 51063833-d1a7-4836-b569-a5c39aa052a9))
-    (pad "35" smd roundrect (at 3.4375 -0.2 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 712 "Board_1-unconnected-(U2-GPIO23-Pad35)") (pinfunction "GPIO23") (pintype "bidirectional+no_connect") (tstamp 8ad0b6e2-ffda-42f8-afc3-ec2526f1b580))
-    (pad "36" smd roundrect (at 3.4375 0.2 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 713 "Board_1-unconnected-(U2-GPIO24-Pad36)") (pinfunction "GPIO24") (pintype "bidirectional+no_connect") (tstamp f3e5554f-4230-4820-99d5-362a230b308c))
-    (pad "37" smd roundrect (at 3.4375 0.6 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 714 "Board_1-unconnected-(U2-GPIO25-Pad37)") (pinfunction "GPIO25") (pintype "bidirectional+no_connect") (tstamp 7f7aa0b7-bc8b-46dc-bad4-8a1cd0d738be))
-    (pad "38" smd roundrect (at 3.4375 1 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 362 "Board_1-/A0") (pinfunction "GPIO26_ADC0") (pintype "bidirectional") (tstamp aded0d54-79e3-4b48-a218-7c77c40f43a3))
-    (pad "39" smd roundrect (at 3.4375 1.4 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 363 "Board_1-/A1") (pinfunction "GPIO27_ADC1") (pintype "bidirectional") (tstamp 7aaf6b79-4687-4c4c-bccb-40a527879465))
-    (pad "40" smd roundrect (at 3.4375 1.8 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 364 "Board_1-/A2") (pinfunction "GPIO28_ADC2") (pintype "bidirectional") (tstamp c766f40d-8cbe-44b0-8bc8-e140e622e33e))
-    (pad "41" smd roundrect (at 3.4375 2.2 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 365 "Board_1-/A3") (pinfunction "GPIO29_ADC3") (pintype "bidirectional") (tstamp fce744b4-6081-4362-8f53-25d2ca53cea7))
-    (pad "42" smd roundrect (at 3.4375 2.6 90) (size 0.875 0.2) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 360 "Board_1-+3V3") (pinfunction "IOVDD") (pintype "passive") (tstamp de53f4f1-28ee-4639-b5b9-a99efd1500df))
-    (pad "43" smd roundrect (at 2.6 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 360 "Board_1-+3V3") (pinfunction "ADC_AVDD") (pintype "power_in") (tstamp 9fd5d7f9-d8ba-46c7-840b-29f9563a261e))
-    (pad "44" smd roundrect (at 2.2 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 360 "Board_1-+3V3") (pinfunction "VREG_IN") (pintype "power_in") (tstamp 566161f0-3e5e-40c1-93b8-691efcfdf05d))
-    (pad "45" smd roundrect (at 1.8 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 359 "Board_1-+1V1") (pinfunction "VREG_VOUT") (pintype "power_out") (tstamp 805645f4-46be-4474-bf90-33150c186082))
-    (pad "46" smd roundrect (at 1.4 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 699 "Board_1-Net-(U2-USB_DM)") (pinfunction "USB_DM") (pintype "bidirectional") (tstamp 3d74e5ee-a40b-4e4e-9256-c5810ce66898))
-    (pad "47" smd roundrect (at 1 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 700 "Board_1-Net-(U2-USB_DP)") (pinfunction "USB_DP") (pintype "bidirectional") (tstamp f1c05882-4824-4f1d-a937-791645c0cd89))
-    (pad "48" smd roundrect (at 0.6 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 360 "Board_1-+3V3") (pinfunction "USB_VDD") (pintype "power_in") (tstamp e89c484c-ca36-439c-99fc-c742770c9592))
-    (pad "49" smd roundrect (at 0.2 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 360 "Board_1-+3V3") (pinfunction "IOVDD") (pintype "passive") (tstamp d285575e-697e-4eff-88af-1fc255d94ed2))
-    (pad "50" smd roundrect (at -0.2 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 359 "Board_1-+1V1") (pinfunction "DVDD") (pintype "passive") (tstamp 32946c85-70ed-4984-8d8d-939434a48b55))
-    (pad "51" smd roundrect (at -0.6 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 406 "Board_1-/QSPI_SD3") (pinfunction "QSPI_SD3") (pintype "bidirectional") (tstamp f06358c0-318f-46ce-9669-5a645cdaa03c))
-    (pad "52" smd roundrect (at -1 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 402 "Board_1-/QSPI_SCLK") (pinfunction "QSPI_SCLK") (pintype "output") (tstamp fc8c482d-71fe-4545-a0b4-977213766028))
-    (pad "53" smd roundrect (at -1.4 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 403 "Board_1-/QSPI_SD0") (pinfunction "QSPI_SD0") (pintype "bidirectional") (tstamp 0f815e84-447d-47e2-a2bd-d0dc71ff473f))
-    (pad "54" smd roundrect (at -1.8 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
-      (net 405 "Board_1-/QSPI_SD2") (pinfunction "QSPI_SD2") (pintype "bidirectional") (tstamp 692f71f5-d4dd-407c-99c8-2ff2dc625a54))
-    (pad "55" smd roundrect (at -2.2 3.4375 90) (size 0.2 0.875) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25)
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+(kicad_pcb
+	(version 20240108)
+	(generator "pcbnew")
+	(generator_version "8.0")
+	(general
+		(thickness 0.955)
+		(legacy_teardrops no)
+	)
+	(paper "A4")
+	(title_block
+		(title "RGB LED Matrix Input Module")
+		(date "2024-03-31")
+		(rev "V3.0")
+		(company "Joseph Schroedl")
+		(comment 1 "joe.schroedl@outlook.com")
+		(comment 2 "https://github.com/corndog2000")
+	)
+	(layers
+		(0 "F.Cu" signal)
+		(31 "B.Cu" signal)
+		(32 "B.Adhes" user "B.Adhesive")
+		(33 "F.Adhes" user "F.Adhesive")
+		(34 "B.Paste" user)
+		(35 "F.Paste" user)
+		(36 "B.SilkS" user "B.Silkscreen")
+		(37 "F.SilkS" user "F.Silkscreen")
+		(38 "B.Mask" user)
+		(39 "F.Mask" user)
+		(40 "Dwgs.User" user "User.Drawings")
+		(41 "Cmts.User" user "User.Comments")
+		(42 "Eco1.User" user "User.Eco1")
+		(43 "Eco2.User" user "User.Eco2")
+		(44 "Edge.Cuts" user)
+		(45 "Margin" user)
+		(46 "B.CrtYd" user "B.Courtyard")
+		(47 "F.CrtYd" user "F.Courtyard")
+		(48 "B.Fab" user)
+		(49 "F.Fab" user)
+		(50 "User.1" user)
+		(51 "User.2" user)
+		(52 "User.3" user)
+		(53 "User.4" user)
+		(54 "User.5" user)
+		(55 "User.6" user)
+		(56 "User.7" user)
+		(57 "User.8" user)
+		(58 "User.9" user)
+	)
+	(setup
+		(stackup
+			(layer "F.SilkS"
+				(type "Top Silk Screen")
+			)
+			(layer "F.Paste"
+				(type "Top Solder Paste")
+			)
+			(layer "F.Mask"
+				(type "Top Solder Mask")
+				(color "Purple")
+				(thickness 0.0254)
+			)
+			(layer "F.Cu"
+				(type "copper")
+				(thickness 0.0711)
+			)
+			(layer "dielectric 1"
+				(type "core")
+				(thickness 0.762)
+				(material "FR4")
+				(epsilon_r 4.5)
+				(loss_tangent 0.02)
+			)
+			(layer "B.Cu"
+				(type "copper")
+				(thickness 0.0711)
+			)
+			(layer "B.Mask"
+				(type "Bottom Solder Mask")
+				(color "Purple")
+				(thickness 0.0254)
+			)
+			(layer "B.Paste"
+				(type "Bottom Solder Paste")
+			)
+			(layer "B.SilkS"
+				(type "Bottom Silk Screen")
+			)
+			(copper_finish "None")
+			(dielectric_constraints no)
+		)
+		(pad_to_mask_clearance 0)
+		(allow_soldermask_bridges_in_footprints no)
+		(aux_axis_origin 64.999997 20)
+		(grid_origin 64.999997 20)
+		(pcbplotparams
+			(layerselection 0x00010fc_ffffffff)
+			(plot_on_all_layers_selection 0x0000000_00000000)
+			(disableapertmacros no)
+			(usegerberextensions yes)
+			(usegerberattributes no)
+			(usegerberadvancedattributes no)
+			(creategerberjobfile no)
+			(dashed_line_dash_ratio 12.000000)
+			(dashed_line_gap_ratio 3.000000)
+			(svgprecision 4)
+			(plotframeref no)
+			(viasonmask no)
+			(mode 1)
+			(useauxorigin no)
+			(hpglpennumber 1)
+			(hpglpenspeed 20)
+			(hpglpendiameter 15.000000)
+			(pdf_front_fp_property_popups yes)
+			(pdf_back_fp_property_popups yes)
+			(dxfpolygonmode yes)
+			(dxfimperialunits yes)
+			(dxfusepcbnewfont yes)
+			(psnegative no)
+			(psa4output no)
+			(plotreference yes)
+			(plotvalue no)
+			(plotfptext yes)
+			(plotinvisibletext no)
+			(sketchpadsonfab no)
+			(subtractmaskfromsilk yes)
+			(outputformat 1)
+			(mirror no)
+			(drillshape 0)
+			(scaleselection 1)
+			(outputdirectory "JLCPCB-Panel-Gerbers-V3/")
+		)
+	)
+	(net 0 "")
+	(net 1 "+1V1-0")
+	(net 2 "+3V3-0")
+	(net 3 "+5V-0")
+	(net 4 "/A0-0")
+	(net 5 "/A1-0")
+	(net 6 "/A2-0")
+	(net 7 "/A3-0")
+	(net 8 "/BOARD_ID-0")
+	(net 9 "/D10-0")
+	(net 10 "/D11-0")
+	(net 11 "/D12-0")
+	(net 12 "/D13-0")
+	(net 13 "/D14-0")
+	(net 14 "/D15-0")
+	(net 15 "/D7-0")
+	(net 16 "/D8-0")
+	(net 17 "/D9-0")
+	(net 18 "/MISO-0")
+	(net 19 "/MOSI-0")
+	(net 20 "/NeopixelMatrix/END-STRIP1-0")
+	(net 21 "/NeopixelMatrix/END-STRIP10-0")
+	(net 22 "/NeopixelMatrix/END-STRIP11-0")
+	(net 23 "/NeopixelMatrix/END-STRIP12-0")
+	(net 24 "/NeopixelMatrix/END-STRIP13-0")
+	(net 25 "/NeopixelMatrix/END-STRIP14-0")
+	(net 26 "/NeopixelMatrix/END-STRIP15-0")
+	(net 27 "/NeopixelMatrix/END-STRIP16-0")
+	(net 28 "/NeopixelMatrix/END-STRIP19-0")
+	(net 29 "/NeopixelMatrix/END-STRIP2-0")
+	(net 30 "/NeopixelMatrix/END-STRIP3-0")
+	(net 31 "/NeopixelMatrix/END-STRIP4-0")
+	(net 32 "/NeopixelMatrix/END-STRIP5-0")
+	(net 33 "/NeopixelMatrix/END-STRIP6-0")
+	(net 34 "/NeopixelMatrix/END-STRIP7-0")
+	(net 35 "/NeopixelMatrix/END-STRIP8-0")
+	(net 36 "/NeopixelMatrix/STRIP1-0")
+	(net 37 "/NeopixelMatrix/STRIP11-0")
+	(net 38 "/NeopixelMatrix/STRIP13-0")
+	(net 39 "/NeopixelMatrix/STRIP15-0")
+	(net 40 "/NeopixelMatrix/STRIP3-0")
+	(net 41 "/NeopixelMatrix/STRIP5-0")
+	(net 42 "/NeopixelMatrix/STRIP7-0")
+	(net 43 "/NeopixelMatrix/STRIP9-0")
+	(net 44 "/QSPI_SCLK-0")
+	(net 45 "/QSPI_SD0-0")
+	(net 46 "/QSPI_SD1-0")
+	(net 47 "/QSPI_SD2-0")
+	(net 48 "/QSPI_SD3-0")
+	(net 49 "/QSPI_SS-0")
+	(net 50 "/RX-0")
+	(net 51 "/SCK-0")
+	(net 52 "/SCL-0")
+	(net 53 "/SDA-0")
+	(net 54 "/SWCLK-0")
+	(net 55 "/SWD-0")
+	(net 56 "/TX-0")
+	(net 57 "/USB_DN-0")
+	(net 58 "/USB_DP-0")
+	(net 59 "/XIN-0")
+	(net 60 "/XOUT-0")
+	(net 61 "/~{DEBUG}-0")
+	(net 62 "/~{OE1}-0")
+	(net 63 "/~{SLEEP}-0")
+	(net 64 "BOOTSEL-0")
+	(net 65 "GND-0")
+	(net 66 "Net-(C2-Pad2)-0")
+	(net 67 "Net-(F1-Pad2)-0")
+	(net 68 "Net-(F2-Pad1)-0")
+	(net 69 "Net-(N1-DOUT)-0")
+	(net 70 "Net-(N10-DIN)-0")
+	(net 71 "Net-(N10-DOUT)-0")
+	(net 72 "Net-(N100-DIN)-0")
+	(net 73 "Net-(N100-DOUT)-0")
+	(net 74 "Net-(N101-DOUT)-0")
+	(net 75 "Net-(N102-DOUT)-0")
+	(net 76 "Net-(N103-DOUT)-0")
+	(net 77 "Net-(N104-DOUT)-0")
+	(net 78 "Net-(N105-DOUT)-0")
+	(net 79 "Net-(N106-DOUT)-0")
+	(net 80 "Net-(N107-DOUT)-0")
+	(net 81 "Net-(N109-DOUT)-0")
+	(net 82 "Net-(N11-DOUT)-0")
+	(net 83 "Net-(N110-DOUT)-0")
+	(net 84 "Net-(N111-DOUT)-0")
+	(net 85 "Net-(N112-DOUT)-0")
+	(net 86 "Net-(N113-DOUT)-0")
+	(net 87 "Net-(N114-DOUT)-0")
+	(net 88 "Net-(N115-DOUT)-0")
+	(net 89 "Net-(N116-DOUT)-0")
+	(net 90 "Net-(N117-DOUT)-0")
+	(net 91 "Net-(N118-DOUT)-0")
+	(net 92 "Net-(N119-DOUT)-0")
+	(net 93 "Net-(N12-DOUT)-0")
+	(net 94 "Net-(N120-DOUT)-0")
+	(net 95 "Net-(N121-DOUT)-0")
+	(net 96 "Net-(N122-DOUT)-0")
+	(net 97 "Net-(N123-DOUT)-0")
+	(net 98 "Net-(N124-DOUT)-0")
+	(net 99 "Net-(N125-DOUT)-0")
+	(net 100 "Net-(N127-DOUT)-0")
+	(net 101 "Net-(N128-DOUT)-0")
+	(net 102 "Net-(N129-DOUT)-0")
+	(net 103 "Net-(N13-DOUT)-0")
+	(net 104 "Net-(N130-DOUT)-0")
+	(net 105 "Net-(N131-DOUT)-0")
+	(net 106 "Net-(N132-DOUT)-0")
+	(net 107 "Net-(N133-DOUT)-0")
+	(net 108 "Net-(N134-DOUT)-0")
+	(net 109 "Net-(N135-DOUT)-0")
+	(net 110 "Net-(N136-DOUT)-0")
+	(net 111 "Net-(N137-DOUT)-0")
+	(net 112 "Net-(N138-DOUT)-0")
+	(net 113 "Net-(N139-DOUT)-0")
+	(net 114 "Net-(N14-DOUT)-0")
+	(net 115 "Net-(N140-DOUT)-0")
+	(net 116 "Net-(N141-DOUT)-0")
+	(net 117 "Net-(N142-DOUT)-0")
+	(net 118 "Net-(N143-DOUT)-0")
+	(net 119 "Net-(N145-DOUT)-0")
+	(net 120 "Net-(N146-DOUT)-0")
+	(net 121 "Net-(N147-DOUT)-0")
+	(net 122 "Net-(N148-DOUT)-0")
+	(net 123 "Net-(N149-DOUT)-0")
+	(net 124 "Net-(N15-DOUT)-0")
+	(net 125 "Net-(N150-DOUT)-0")
+	(net 126 "Net-(N151-DOUT)-0")
+	(net 127 "Net-(N152-DOUT)-0")
+	(net 128 "Net-(N153-DOUT)-0")
+	(net 129 "Net-(N154-DOUT)-0")
+	(net 130 "Net-(N155-DOUT)-0")
+	(net 131 "Net-(N156-DOUT)-0")
+	(net 132 "Net-(N157-DOUT)-0")
+	(net 133 "Net-(N158-DOUT)-0")
+	(net 134 "Net-(N159-DOUT)-0")
+	(net 135 "Net-(N16-DOUT)-0")
+	(net 136 "Net-(N160-DOUT)-0")
+	(net 137 "Net-(N161-DOUT)-0")
+	(net 138 "Net-(N163-DOUT)-0")
+	(net 139 "Net-(N164-DOUT)-0")
+	(net 140 "Net-(N165-DOUT)-0")
+	(net 141 "Net-(N166-DOUT)-0")
+	(net 142 "Net-(N167-DOUT)-0")
+	(net 143 "Net-(N168-DOUT)-0")
+	(net 144 "Net-(N169-DOUT)-0")
+	(net 145 "Net-(N17-DOUT)-0")
+	(net 146 "Net-(N170-DOUT)-0")
+	(net 147 "Net-(N171-DOUT)-0")
+	(net 148 "Net-(N172-DOUT)-0")
+	(net 149 "Net-(N173-DOUT)-0")
+	(net 150 "Net-(N174-DOUT)-0")
+	(net 151 "Net-(N175-DOUT)-0")
+	(net 152 "Net-(N176-DOUT)-0")
+	(net 153 "Net-(N177-DOUT)-0")
+	(net 154 "Net-(N178-DOUT)-0")
+	(net 155 "Net-(N179-DOUT)-0")
+	(net 156 "Net-(N181-DOUT)-0")
+	(net 157 "Net-(N182-DOUT)-0")
+	(net 158 "Net-(N183-DOUT)-0")
+	(net 159 "Net-(N184-DOUT)-0")
+	(net 160 "Net-(N185-DOUT)-0")
+	(net 161 "Net-(N186-DOUT)-0")
+	(net 162 "Net-(N187-DOUT)-0")
+	(net 163 "Net-(N188-DOUT)-0")
+	(net 164 "Net-(N189-DOUT)-0")
+	(net 165 "Net-(N19-DOUT)-0")
+	(net 166 "Net-(N190-DOUT)-0")
+	(net 167 "Net-(N191-DOUT)-0")
+	(net 168 "Net-(N192-DOUT)-0")
+	(net 169 "Net-(N193-DOUT)-0")
+	(net 170 "Net-(N194-DOUT)-0")
+	(net 171 "Net-(N195-DOUT)-0")
+	(net 172 "Net-(N196-DOUT)-0")
+	(net 173 "Net-(N197-DOUT)-0")
+	(net 174 "Net-(N199-DOUT)-0")
+	(net 175 "Net-(N2-DOUT)-0")
+	(net 176 "Net-(N20-DOUT)-0")
+	(net 177 "Net-(N200-DOUT)-0")
+	(net 178 "Net-(N201-DOUT)-0")
+	(net 179 "Net-(N202-DOUT)-0")
+	(net 180 "Net-(N203-DOUT)-0")
+	(net 181 "Net-(N204-DOUT)-0")
+	(net 182 "Net-(N205-DOUT)-0")
+	(net 183 "Net-(N206-DOUT)-0")
+	(net 184 "Net-(N207-DOUT)-0")
+	(net 185 "Net-(N208-DOUT)-0")
+	(net 186 "Net-(N209-DOUT)-0")
+	(net 187 "Net-(N21-DOUT)-0")
+	(net 188 "Net-(N210-DOUT)-0")
+	(net 189 "Net-(N211-DOUT)-0")
+	(net 190 "Net-(N212-DOUT)-0")
+	(net 191 "Net-(N213-DOUT)-0")
+	(net 192 "Net-(N214-DOUT)-0")
+	(net 193 "Net-(N215-DOUT)-0")
+	(net 194 "Net-(N217-DOUT)-0")
+	(net 195 "Net-(N218-DOUT)-0")
+	(net 196 "Net-(N219-DOUT)-0")
+	(net 197 "Net-(N22-DOUT)-0")
+	(net 198 "Net-(N220-DOUT)-0")
+	(net 199 "Net-(N221-DOUT)-0")
+	(net 200 "Net-(N222-DOUT)-0")
+	(net 201 "Net-(N223-DOUT)-0")
+	(net 202 "Net-(N224-DOUT)-0")
+	(net 203 "Net-(N225-DOUT)-0")
+	(net 204 "Net-(N226-DOUT)-0")
+	(net 205 "Net-(N227-DOUT)-0")
+	(net 206 "Net-(N228-DOUT)-0")
+	(net 207 "Net-(N229-DOUT)-0")
+	(net 208 "Net-(N23-DOUT)-0")
+	(net 209 "Net-(N230-DOUT)-0")
+	(net 210 "Net-(N231-DOUT)-0")
+	(net 211 "Net-(N232-DOUT)-0")
+	(net 212 "Net-(N233-DOUT)-0")
+	(net 213 "Net-(N235-DOUT)-0")
+	(net 214 "Net-(N236-DOUT)-0")
+	(net 215 "Net-(N237-DOUT)-0")
+	(net 216 "Net-(N238-DOUT)-0")
+	(net 217 "Net-(N239-DOUT)-0")
+	(net 218 "Net-(N24-DOUT)-0")
+	(net 219 "Net-(N240-DOUT)-0")
+	(net 220 "Net-(N241-DOUT)-0")
+	(net 221 "Net-(N242-DOUT)-0")
+	(net 222 "Net-(N243-DOUT)-0")
+	(net 223 "Net-(N244-DOUT)-0")
+	(net 224 "Net-(N245-DOUT)-0")
+	(net 225 "Net-(N246-DOUT)-0")
+	(net 226 "Net-(N247-DOUT)-0")
+	(net 227 "Net-(N248-DOUT)-0")
+	(net 228 "Net-(N249-DOUT)-0")
+	(net 229 "Net-(N25-DOUT)-0")
+	(net 230 "Net-(N250-DOUT)-0")
+	(net 231 "Net-(N251-DOUT)-0")
+	(net 232 "Net-(N253-DOUT)-0")
+	(net 233 "Net-(N254-DOUT)-0")
+	(net 234 "Net-(N255-DOUT)-0")
+	(net 235 "Net-(N256-DOUT)-0")
+	(net 236 "Net-(N257-DOUT)-0")
+	(net 237 "Net-(N258-DOUT)-0")
+	(net 238 "Net-(N259-DOUT)-0")
+	(net 239 "Net-(N26-DOUT)-0")
+	(net 240 "Net-(N260-DOUT)-0")
+	(net 241 "Net-(N261-DOUT)-0")
+	(net 242 "Net-(N262-DOUT)-0")
+	(net 243 "Net-(N263-DOUT)-0")
+	(net 244 "Net-(N264-DOUT)-0")
+	(net 245 "Net-(N265-DOUT)-0")
+	(net 246 "Net-(N266-DOUT)-0")
+	(net 247 "Net-(N267-DOUT)-0")
+	(net 248 "Net-(N268-DOUT)-0")
+	(net 249 "Net-(N269-DOUT)-0")
+	(net 250 "Net-(N27-DOUT)-0")
+	(net 251 "Net-(N271-DOUT)-0")
+	(net 252 "Net-(N272-DOUT)-0")
+	(net 253 "Net-(N273-DOUT)-0")
+	(net 254 "Net-(N274-DOUT)-0")
+	(net 255 "Net-(N275-DOUT)-0")
+	(net 256 "Net-(N276-DOUT)-0")
+	(net 257 "Net-(N277-DOUT)-0")
+	(net 258 "Net-(N278-DOUT)-0")
+	(net 259 "Net-(N279-DOUT)-0")
+	(net 260 "Net-(N28-DOUT)-0")
+	(net 261 "Net-(N280-DOUT)-0")
+	(net 262 "Net-(N281-DOUT)-0")
+	(net 263 "Net-(N282-DOUT)-0")
+	(net 264 "Net-(N283-DOUT)-0")
+	(net 265 "Net-(N284-DOUT)-0")
+	(net 266 "Net-(N285-DOUT)-0")
+	(net 267 "Net-(N286-DOUT)-0")
+	(net 268 "Net-(N287-DOUT)-0")
+	(net 269 "Net-(N29-DOUT)-0")
+	(net 270 "Net-(N3-DOUT)-0")
+	(net 271 "Net-(N30-DOUT)-0")
+	(net 272 "Net-(N31-DOUT)-0")
+	(net 273 "Net-(N32-DOUT)-0")
+	(net 274 "Net-(N33-DOUT)-0")
+	(net 275 "Net-(N34-DOUT)-0")
+	(net 276 "Net-(N35-DOUT)-0")
+	(net 277 "Net-(N37-DOUT)-0")
+	(net 278 "Net-(N38-DOUT)-0")
+	(net 279 "Net-(N39-DOUT)-0")
+	(net 280 "Net-(N4-DOUT)-0")
+	(net 281 "Net-(N40-DOUT)-0")
+	(net 282 "Net-(N41-DOUT)-0")
+	(net 283 "Net-(N42-DOUT)-0")
+	(net 284 "Net-(N43-DOUT)-0")
+	(net 285 "Net-(N44-DOUT)-0")
+	(net 286 "Net-(N45-DOUT)-0")
+	(net 287 "Net-(N46-DOUT)-0")
+	(net 288 "Net-(N47-DOUT)-0")
+	(net 289 "Net-(N48-DOUT)-0")
+	(net 290 "Net-(N49-DOUT)-0")
+	(net 291 "Net-(N5-DOUT)-0")
+	(net 292 "Net-(N50-DOUT)-0")
+	(net 293 "Net-(N51-DOUT)-0")
+	(net 294 "Net-(N52-DOUT)-0")
+	(net 295 "Net-(N53-DOUT)-0")
+	(net 296 "Net-(N55-DOUT)-0")
+	(net 297 "Net-(N56-DOUT)-0")
+	(net 298 "Net-(N57-DOUT)-0")
+	(net 299 "Net-(N58-DOUT)-0")
+	(net 300 "Net-(N59-DOUT)-0")
+	(net 301 "Net-(N6-DOUT)-0")
+	(net 302 "Net-(N60-DOUT)-0")
+	(net 303 "Net-(N61-DOUT)-0")
+	(net 304 "Net-(N62-DOUT)-0")
+	(net 305 "Net-(N63-DOUT)-0")
+	(net 306 "Net-(N64-DOUT)-0")
+	(net 307 "Net-(N65-DOUT)-0")
+	(net 308 "Net-(N66-DOUT)-0")
+	(net 309 "Net-(N67-DOUT)-0")
+	(net 310 "Net-(N68-DOUT)-0")
+	(net 311 "Net-(N69-DOUT)-0")
+	(net 312 "Net-(N7-DOUT)-0")
+	(net 313 "Net-(N70-DOUT)-0")
+	(net 314 "Net-(N71-DOUT)-0")
+	(net 315 "Net-(N73-DOUT)-0")
+	(net 316 "Net-(N74-DOUT)-0")
+	(net 317 "Net-(N75-DOUT)-0")
+	(net 318 "Net-(N76-DOUT)-0")
+	(net 319 "Net-(N77-DOUT)-0")
+	(net 320 "Net-(N78-DOUT)-0")
+	(net 321 "Net-(N79-DOUT)-0")
+	(net 322 "Net-(N8-DOUT)-0")
+	(net 323 "Net-(N80-DOUT)-0")
+	(net 324 "Net-(N81-DOUT)-0")
+	(net 325 "Net-(N82-DOUT)-0")
+	(net 326 "Net-(N83-DOUT)-0")
+	(net 327 "Net-(N84-DOUT)-0")
+	(net 328 "Net-(N85-DOUT)-0")
+	(net 329 "Net-(N86-DOUT)-0")
+	(net 330 "Net-(N87-DOUT)-0")
+	(net 331 "Net-(N88-DOUT)-0")
+	(net 332 "Net-(N89-DOUT)-0")
+	(net 333 "Net-(N91-DOUT)-0")
+	(net 334 "Net-(N92-DOUT)-0")
+	(net 335 "Net-(N93-DOUT)-0")
+	(net 336 "Net-(N94-DOUT)-0")
+	(net 337 "Net-(N95-DOUT)-0")
+	(net 338 "Net-(N96-DOUT)-0")
+	(net 339 "Net-(N97-DOUT)-0")
+	(net 340 "Net-(N98-DOUT)-0")
+	(net 341 "Net-(U2-USB_DM)-0")
+	(net 342 "Net-(U2-USB_DP)-0")
+	(net 343 "Net-(U3-1Y)-0")
+	(net 344 "Net-(U3-2Y)-0")
+	(net 345 "Net-(U3-3Y)-0")
+	(net 346 "Net-(U3-4Y)-0")
+	(net 347 "Net-(U4-1Y)-0")
+	(net 348 "Net-(U4-2Y)-0")
+	(net 349 "Net-(U4-3Y)-0")
+	(net 350 "Net-(U4-4Y)-0")
+	(net 351 "unconnected-(U2-GPIO16-Pad27)-0")
+	(net 352 "unconnected-(U2-GPIO21-Pad32)-0")
+	(net 353 "unconnected-(U2-GPIO22-Pad34)-0")
+	(net 354 "unconnected-(U2-GPIO23-Pad35)-0")
+	(net 355 "unconnected-(U2-GPIO24-Pad36)-0")
+	(net 356 "unconnected-(U2-GPIO25-Pad37)-0")
+	(net 357 "unconnected-(U2-GPIO6-Pad8)-0")
+	(net 358 "~{RESET}-0")
+	(net 359 "+1V1-1")
+	(net 360 "+3V3-1")
+	(net 361 "+5V-1")
+	(net 362 "/A0-1")
+	(net 363 "/A1-1")
+	(net 364 "/A2-1")
+	(net 365 "/A3-1")
+	(net 366 "/BOARD_ID-1")
+	(net 367 "/D10-1")
+	(net 368 "/D11-1")
+	(net 369 "/D12-1")
+	(net 370 "/D13-1")
+	(net 371 "/D14-1")
+	(net 372 "/D15-1")
+	(net 373 "/D7-1")
+	(net 374 "/D8-1")
+	(net 375 "/D9-1")
+	(net 376 "/MISO-1")
+	(net 377 "/MOSI-1")
+	(net 378 "/NeopixelMatrix/END-STRIP1-1")
+	(net 379 "/NeopixelMatrix/END-STRIP10-1")
+	(net 380 "/NeopixelMatrix/END-STRIP11-1")
+	(net 381 "/NeopixelMatrix/END-STRIP12-1")
+	(net 382 "/NeopixelMatrix/END-STRIP13-1")
+	(net 383 "/NeopixelMatrix/END-STRIP14-1")
+	(net 384 "/NeopixelMatrix/END-STRIP15-1")
+	(net 385 "/NeopixelMatrix/END-STRIP16-1")
+	(net 386 "/NeopixelMatrix/END-STRIP19-1")
+	(net 387 "/NeopixelMatrix/END-STRIP2-1")
+	(net 388 "/NeopixelMatrix/END-STRIP3-1")
+	(net 389 "/NeopixelMatrix/END-STRIP4-1")
+	(net 390 "/NeopixelMatrix/END-STRIP5-1")
+	(net 391 "/NeopixelMatrix/END-STRIP6-1")
+	(net 392 "/NeopixelMatrix/END-STRIP7-1")
+	(net 393 "/NeopixelMatrix/END-STRIP8-1")
+	(net 394 "/NeopixelMatrix/STRIP1-1")
+	(net 395 "/NeopixelMatrix/STRIP11-1")
+	(net 396 "/NeopixelMatrix/STRIP13-1")
+	(net 397 "/NeopixelMatrix/STRIP15-1")
+	(net 398 "/NeopixelMatrix/STRIP3-1")
+	(net 399 "/NeopixelMatrix/STRIP5-1")
+	(net 400 "/NeopixelMatrix/STRIP7-1")
+	(net 401 "/NeopixelMatrix/STRIP9-1")
+	(net 402 "/QSPI_SCLK-1")
+	(net 403 "/QSPI_SD0-1")
+	(net 404 "/QSPI_SD1-1")
+	(net 405 "/QSPI_SD2-1")
+	(net 406 "/QSPI_SD3-1")
+	(net 407 "/QSPI_SS-1")
+	(net 408 "/RX-1")
+	(net 409 "/SCK-1")
+	(net 410 "/SCL-1")
+	(net 411 "/SDA-1")
+	(net 412 "/SWCLK-1")
+	(net 413 "/SWD-1")
+	(net 414 "/TX-1")
+	(net 415 "/USB_DN-1")
+	(net 416 "/USB_DP-1")
+	(net 417 "/XIN-1")
+	(net 418 "/XOUT-1")
+	(net 419 "/~{DEBUG}-1")
+	(net 420 "/~{OE1}-1")
+	(net 421 "/~{SLEEP}-1")
+	(net 422 "BOOTSEL-1")
+	(net 423 "GND-1")
+	(net 424 "Net-(C2-Pad2)-1")
+	(net 425 "Net-(F1-Pad2)-1")
+	(net 426 "Net-(F2-Pad1)-1")
+	(net 427 "Net-(N1-DOUT)-1")
+	(net 428 "Net-(N10-DIN)-1")
+	(net 429 "Net-(N10-DOUT)-1")
+	(net 430 "Net-(N100-DIN)-1")
+	(net 431 "Net-(N100-DOUT)-1")
+	(net 432 "Net-(N101-DOUT)-1")
+	(net 433 "Net-(N102-DOUT)-1")
+	(net 434 "Net-(N103-DOUT)-1")
+	(net 435 "Net-(N104-DOUT)-1")
+	(net 436 "Net-(N105-DOUT)-1")
+	(net 437 "Net-(N106-DOUT)-1")
+	(net 438 "Net-(N107-DOUT)-1")
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+	(net 441 "Net-(N110-DOUT)-1")
+	(net 442 "Net-(N111-DOUT)-1")
+	(net 443 "Net-(N112-DOUT)-1")
+	(net 444 "Net-(N113-DOUT)-1")
+	(net 445 "Net-(N114-DOUT)-1")
+	(net 446 "Net-(N115-DOUT)-1")
+	(net 447 "Net-(N116-DOUT)-1")
+	(net 448 "Net-(N117-DOUT)-1")
+	(net 449 "Net-(N118-DOUT)-1")
+	(net 450 "Net-(N119-DOUT)-1")
+	(net 451 "Net-(N12-DOUT)-1")
+	(net 452 "Net-(N120-DOUT)-1")
+	(net 453 "Net-(N121-DOUT)-1")
+	(net 454 "Net-(N122-DOUT)-1")
+	(net 455 "Net-(N123-DOUT)-1")
+	(net 456 "Net-(N124-DOUT)-1")
+	(net 457 "Net-(N125-DOUT)-1")
+	(net 458 "Net-(N127-DOUT)-1")
+	(net 459 "Net-(N128-DOUT)-1")
+	(net 460 "Net-(N129-DOUT)-1")
+	(net 461 "Net-(N13-DOUT)-1")
+	(net 462 "Net-(N130-DOUT)-1")
+	(net 463 "Net-(N131-DOUT)-1")
+	(net 464 "Net-(N132-DOUT)-1")
+	(net 465 "Net-(N133-DOUT)-1")
+	(net 466 "Net-(N134-DOUT)-1")
+	(net 467 "Net-(N135-DOUT)-1")
+	(net 468 "Net-(N136-DOUT)-1")
+	(net 469 "Net-(N137-DOUT)-1")
+	(net 470 "Net-(N138-DOUT)-1")
+	(net 471 "Net-(N139-DOUT)-1")
+	(net 472 "Net-(N14-DOUT)-1")
+	(net 473 "Net-(N140-DOUT)-1")
+	(net 474 "Net-(N141-DOUT)-1")
+	(net 475 "Net-(N142-DOUT)-1")
+	(net 476 "Net-(N143-DOUT)-1")
+	(net 477 "Net-(N145-DOUT)-1")
+	(net 478 "Net-(N146-DOUT)-1")
+	(net 479 "Net-(N147-DOUT)-1")
+	(net 480 "Net-(N148-DOUT)-1")
+	(net 481 "Net-(N149-DOUT)-1")
+	(net 482 "Net-(N15-DOUT)-1")
+	(net 483 "Net-(N150-DOUT)-1")
+	(net 484 "Net-(N151-DOUT)-1")
+	(net 485 "Net-(N152-DOUT)-1")
+	(net 486 "Net-(N153-DOUT)-1")
+	(net 487 "Net-(N154-DOUT)-1")
+	(net 488 "Net-(N155-DOUT)-1")
+	(net 489 "Net-(N156-DOUT)-1")
+	(net 490 "Net-(N157-DOUT)-1")
+	(net 491 "Net-(N158-DOUT)-1")
+	(net 492 "Net-(N159-DOUT)-1")
+	(net 493 "Net-(N16-DOUT)-1")
+	(net 494 "Net-(N160-DOUT)-1")
+	(net 495 "Net-(N161-DOUT)-1")
+	(net 496 "Net-(N163-DOUT)-1")
+	(net 497 "Net-(N164-DOUT)-1")
+	(net 498 "Net-(N165-DOUT)-1")
+	(net 499 "Net-(N166-DOUT)-1")
+	(net 500 "Net-(N167-DOUT)-1")
+	(net 501 "Net-(N168-DOUT)-1")
+	(net 502 "Net-(N169-DOUT)-1")
+	(net 503 "Net-(N17-DOUT)-1")
+	(net 504 "Net-(N170-DOUT)-1")
+	(net 505 "Net-(N171-DOUT)-1")
+	(net 506 "Net-(N172-DOUT)-1")
+	(net 507 "Net-(N173-DOUT)-1")
+	(net 508 "Net-(N174-DOUT)-1")
+	(net 509 "Net-(N175-DOUT)-1")
+	(net 510 "Net-(N176-DOUT)-1")
+	(net 511 "Net-(N177-DOUT)-1")
+	(net 512 "Net-(N178-DOUT)-1")
+	(net 513 "Net-(N179-DOUT)-1")
+	(net 514 "Net-(N181-DOUT)-1")
+	(net 515 "Net-(N182-DOUT)-1")
+	(net 516 "Net-(N183-DOUT)-1")
+	(net 517 "Net-(N184-DOUT)-1")
+	(net 518 "Net-(N185-DOUT)-1")
+	(net 519 "Net-(N186-DOUT)-1")
+	(net 520 "Net-(N187-DOUT)-1")
+	(net 521 "Net-(N188-DOUT)-1")
+	(net 522 "Net-(N189-DOUT)-1")
+	(net 523 "Net-(N19-DOUT)-1")
+	(net 524 "Net-(N190-DOUT)-1")
+	(net 525 "Net-(N191-DOUT)-1")
+	(net 526 "Net-(N192-DOUT)-1")
+	(net 527 "Net-(N193-DOUT)-1")
+	(net 528 "Net-(N194-DOUT)-1")
+	(net 529 "Net-(N195-DOUT)-1")
+	(net 530 "Net-(N196-DOUT)-1")
+	(net 531 "Net-(N197-DOUT)-1")
+	(net 532 "Net-(N199-DOUT)-1")
+	(net 533 "Net-(N2-DOUT)-1")
+	(net 534 "Net-(N20-DOUT)-1")
+	(net 535 "Net-(N200-DOUT)-1")
+	(net 536 "Net-(N201-DOUT)-1")
+	(net 537 "Net-(N202-DOUT)-1")
+	(net 538 "Net-(N203-DOUT)-1")
+	(net 539 "Net-(N204-DOUT)-1")
+	(net 540 "Net-(N205-DOUT)-1")
+	(net 541 "Net-(N206-DOUT)-1")
+	(net 542 "Net-(N207-DOUT)-1")
+	(net 543 "Net-(N208-DOUT)-1")
+	(net 544 "Net-(N209-DOUT)-1")
+	(net 545 "Net-(N21-DOUT)-1")
+	(net 546 "Net-(N210-DOUT)-1")
+	(net 547 "Net-(N211-DOUT)-1")
+	(net 548 "Net-(N212-DOUT)-1")
+	(net 549 "Net-(N213-DOUT)-1")
+	(net 550 "Net-(N214-DOUT)-1")
+	(net 551 "Net-(N215-DOUT)-1")
+	(net 552 "Net-(N217-DOUT)-1")
+	(net 553 "Net-(N218-DOUT)-1")
+	(net 554 "Net-(N219-DOUT)-1")
+	(net 555 "Net-(N22-DOUT)-1")
+	(net 556 "Net-(N220-DOUT)-1")
+	(net 557 "Net-(N221-DOUT)-1")
+	(net 558 "Net-(N222-DOUT)-1")
+	(net 559 "Net-(N223-DOUT)-1")
+	(net 560 "Net-(N224-DOUT)-1")
+	(net 561 "Net-(N225-DOUT)-1")
+	(net 562 "Net-(N226-DOUT)-1")
+	(net 563 "Net-(N227-DOUT)-1")
+	(net 564 "Net-(N228-DOUT)-1")
+	(net 565 "Net-(N229-DOUT)-1")
+	(net 566 "Net-(N23-DOUT)-1")
+	(net 567 "Net-(N230-DOUT)-1")
+	(net 568 "Net-(N231-DOUT)-1")
+	(net 569 "Net-(N232-DOUT)-1")
+	(net 570 "Net-(N233-DOUT)-1")
+	(net 571 "Net-(N235-DOUT)-1")
+	(net 572 "Net-(N236-DOUT)-1")
+	(net 573 "Net-(N237-DOUT)-1")
+	(net 574 "Net-(N238-DOUT)-1")
+	(net 575 "Net-(N239-DOUT)-1")
+	(net 576 "Net-(N24-DOUT)-1")
+	(net 577 "Net-(N240-DOUT)-1")
+	(net 578 "Net-(N241-DOUT)-1")
+	(net 579 "Net-(N242-DOUT)-1")
+	(net 580 "Net-(N243-DOUT)-1")
+	(net 581 "Net-(N244-DOUT)-1")
+	(net 582 "Net-(N245-DOUT)-1")
+	(net 583 "Net-(N246-DOUT)-1")
+	(net 584 "Net-(N247-DOUT)-1")
+	(net 585 "Net-(N248-DOUT)-1")
+	(net 586 "Net-(N249-DOUT)-1")
+	(net 587 "Net-(N25-DOUT)-1")
+	(net 588 "Net-(N250-DOUT)-1")
+	(net 589 "Net-(N251-DOUT)-1")
+	(net 590 "Net-(N253-DOUT)-1")
+	(net 591 "Net-(N254-DOUT)-1")
+	(net 592 "Net-(N255-DOUT)-1")
+	(net 593 "Net-(N256-DOUT)-1")
+	(net 594 "Net-(N257-DOUT)-1")
+	(net 595 "Net-(N258-DOUT)-1")
+	(net 596 "Net-(N259-DOUT)-1")
+	(net 597 "Net-(N26-DOUT)-1")
+	(net 598 "Net-(N260-DOUT)-1")
+	(net 599 "Net-(N261-DOUT)-1")
+	(net 600 "Net-(N262-DOUT)-1")
+	(net 601 "Net-(N263-DOUT)-1")
+	(net 602 "Net-(N264-DOUT)-1")
+	(net 603 "Net-(N265-DOUT)-1")
+	(net 604 "Net-(N266-DOUT)-1")
+	(net 605 "Net-(N267-DOUT)-1")
+	(net 606 "Net-(N268-DOUT)-1")
+	(net 607 "Net-(N269-DOUT)-1")
+	(net 608 "Net-(N27-DOUT)-1")
+	(net 609 "Net-(N271-DOUT)-1")
+	(net 610 "Net-(N272-DOUT)-1")
+	(net 611 "Net-(N273-DOUT)-1")
+	(net 612 "Net-(N274-DOUT)-1")
+	(net 613 "Net-(N275-DOUT)-1")
+	(net 614 "Net-(N276-DOUT)-1")
+	(net 615 "Net-(N277-DOUT)-1")
+	(net 616 "Net-(N278-DOUT)-1")
+	(net 617 "Net-(N279-DOUT)-1")
+	(net 618 "Net-(N28-DOUT)-1")
+	(net 619 "Net-(N280-DOUT)-1")
+	(net 620 "Net-(N281-DOUT)-1")
+	(net 621 "Net-(N282-DOUT)-1")
+	(net 622 "Net-(N283-DOUT)-1")
+	(net 623 "Net-(N284-DOUT)-1")
+	(net 624 "Net-(N285-DOUT)-1")
+	(net 625 "Net-(N286-DOUT)-1")
+	(net 626 "Net-(N287-DOUT)-1")
+	(net 627 "Net-(N29-DOUT)-1")
+	(net 628 "Net-(N3-DOUT)-1")
+	(net 629 "Net-(N30-DOUT)-1")
+	(net 630 "Net-(N31-DOUT)-1")
+	(net 631 "Net-(N32-DOUT)-1")
+	(net 632 "Net-(N33-DOUT)-1")
+	(net 633 "Net-(N34-DOUT)-1")
+	(net 634 "Net-(N35-DOUT)-1")
+	(net 635 "Net-(N37-DOUT)-1")
+	(net 636 "Net-(N38-DOUT)-1")
+	(net 637 "Net-(N39-DOUT)-1")
+	(net 638 "Net-(N4-DOUT)-1")
+	(net 639 "Net-(N40-DOUT)-1")
+	(net 640 "Net-(N41-DOUT)-1")
+	(net 641 "Net-(N42-DOUT)-1")
+	(net 642 "Net-(N43-DOUT)-1")
+	(net 643 "Net-(N44-DOUT)-1")
+	(net 644 "Net-(N45-DOUT)-1")
+	(net 645 "Net-(N46-DOUT)-1")
+	(net 646 "Net-(N47-DOUT)-1")
+	(net 647 "Net-(N48-DOUT)-1")
+	(net 648 "Net-(N49-DOUT)-1")
+	(net 649 "Net-(N5-DOUT)-1")
+	(net 650 "Net-(N50-DOUT)-1")
+	(net 651 "Net-(N51-DOUT)-1")
+	(net 652 "Net-(N52-DOUT)-1")
+	(net 653 "Net-(N53-DOUT)-1")
+	(net 654 "Net-(N55-DOUT)-1")
+	(net 655 "Net-(N56-DOUT)-1")
+	(net 656 "Net-(N57-DOUT)-1")
+	(net 657 "Net-(N58-DOUT)-1")
+	(net 658 "Net-(N59-DOUT)-1")
+	(net 659 "Net-(N6-DOUT)-1")
+	(net 660 "Net-(N60-DOUT)-1")
+	(net 661 "Net-(N61-DOUT)-1")
+	(net 662 "Net-(N62-DOUT)-1")
+	(net 663 "Net-(N63-DOUT)-1")
+	(net 664 "Net-(N64-DOUT)-1")
+	(net 665 "Net-(N65-DOUT)-1")
+	(net 666 "Net-(N66-DOUT)-1")
+	(net 667 "Net-(N67-DOUT)-1")
+	(net 668 "Net-(N68-DOUT)-1")
+	(net 669 "Net-(N69-DOUT)-1")
+	(net 670 "Net-(N7-DOUT)-1")
+	(net 671 "Net-(N70-DOUT)-1")
+	(net 672 "Net-(N71-DOUT)-1")
+	(net 673 "Net-(N73-DOUT)-1")
+	(net 674 "Net-(N74-DOUT)-1")
+	(net 675 "Net-(N75-DOUT)-1")
+	(net 676 "Net-(N76-DOUT)-1")
+	(net 677 "Net-(N77-DOUT)-1")
+	(net 678 "Net-(N78-DOUT)-1")
+	(net 679 "Net-(N79-DOUT)-1")
+	(net 680 "Net-(N8-DOUT)-1")
+	(net 681 "Net-(N80-DOUT)-1")
+	(net 682 "Net-(N81-DOUT)-1")
+	(net 683 "Net-(N82-DOUT)-1")
+	(net 684 "Net-(N83-DOUT)-1")
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+	(net 687 "Net-(N86-DOUT)-1")
+	(net 688 "Net-(N87-DOUT)-1")
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+	(net 693 "Net-(N93-DOUT)-1")
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+	(net 695 "Net-(N95-DOUT)-1")
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+	(net 697 "Net-(N97-DOUT)-1")
+	(net 698 "Net-(N98-DOUT)-1")
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+	(net 700 "Net-(U2-USB_DP)-1")
+	(net 701 "Net-(U3-1Y)-1")
+	(net 702 "Net-(U3-2Y)-1")
+	(net 703 "Net-(U3-3Y)-1")
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+	(net 713 "unconnected-(U2-GPIO24-Pad36)-1")
+	(net 714 "unconnected-(U2-GPIO25-Pad37)-1")
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+			(pinfunction "IOVDD")
+			(pintype "power_in")
+			(uuid "ccec5ad4-b499-45a5-be75-2fbfe96a2a4b")
+		)
+		(pad "2" smd roundrect
+			(at -3.4375 2.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 414 "/TX-1")
+			(pinfunction "GPIO0")
+			(pintype "bidirectional")
+			(uuid "3f0ebf89-ad56-4410-b80e-9c8698056ec8")
+		)
+		(pad "3" smd roundrect
+			(at -3.4375 1.8 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 408 "/RX-1")
+			(pinfunction "GPIO1")
+			(pintype "bidirectional")
+			(uuid "6621e228-4ef5-4fc7-90b3-2670eeafc502")
+		)
+		(pad "4" smd roundrect
+			(at -3.4375 1.4 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 411 "/SDA-1")
+			(pinfunction "GPIO2")
+			(pintype "bidirectional")
+			(uuid "3e394189-b403-4f02-a2a8-04ab23822698")
+		)
+		(pad "5" smd roundrect
+			(at -3.4375 1 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 410 "/SCL-1")
+			(pinfunction "GPIO3")
+			(pintype "bidirectional")
+			(uuid "5399d073-8696-497d-a0b5-4c4111093255")
+		)
+		(pad "6" smd roundrect
+			(at -3.4375 0.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 421 "/~{SLEEP}-1")
+			(pinfunction "GPIO4")
+			(pintype "bidirectional")
+			(uuid "1aeb58d1-0c90-441c-9c0a-bc1a9bdc0ec2")
+		)
+		(pad "7" smd roundrect
+			(at -3.4375 0.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 419 "/~{DEBUG}-1")
+			(pinfunction "GPIO5")
+			(pintype "bidirectional")
+			(uuid "ec7cd873-1074-42e5-8b54-0e04f65bdb43")
+		)
+		(pad "8" smd roundrect
+			(at -3.4375 -0.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 715 "unconnected-(U2-GPIO6-Pad8)-1")
+			(pinfunction "GPIO6")
+			(pintype "bidirectional")
+			(uuid "a7c26e26-d79f-4ca7-9c5e-886f9312f9af")
+		)
+		(pad "9" smd roundrect
+			(at -3.4375 -0.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 373 "/D7-1")
+			(pinfunction "GPIO7")
+			(pintype "bidirectional")
+			(uuid "ce7c2b29-6087-45a8-a093-3775e9dc47aa")
+		)
+		(pad "10" smd roundrect
+			(at -3.4375 -1 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 360 "+3V3-1")
+			(pinfunction "IOVDD")
+			(pintype "passive")
+			(uuid "eba41082-928a-494b-9f6e-5a717f15536d")
+		)
+		(pad "11" smd roundrect
+			(at -3.4375 -1.4 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 374 "/D8-1")
+			(pinfunction "GPIO8")
+			(pintype "bidirectional")
+			(uuid "7c686298-ae37-4222-a826-9a316c08ca75")
+		)
+		(pad "12" smd roundrect
+			(at -3.4375 -1.8 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 375 "/D9-1")
+			(pinfunction "GPIO9")
+			(pintype "bidirectional")
+			(uuid "730e20e1-5939-47c4-a7d0-43d3440decf4")
+		)
+		(pad "13" smd roundrect
+			(at -3.4375 -2.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 367 "/D10-1")
+			(pinfunction "GPIO10")
+			(pintype "bidirectional")
+			(uuid "b6d0e63b-a6bd-43e7-bdeb-97d12350b79d")
+		)
+		(pad "14" smd roundrect
+			(at -3.4375 -2.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 368 "/D11-1")
+			(pinfunction "GPIO11")
+			(pintype "bidirectional")
+			(uuid "34de893c-6ded-4fb8-af86-05763d2fa4ee")
+		)
+		(pad "15" smd roundrect
+			(at -2.6 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 369 "/D12-1")
+			(pinfunction "GPIO12")
+			(pintype "bidirectional")
+			(uuid "ccd2d60d-4c75-4d26-aa3e-c8a2c96c1483")
+		)
+		(pad "16" smd roundrect
+			(at -2.2 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 370 "/D13-1")
+			(pinfunction "GPIO13")
+			(pintype "bidirectional")
+			(uuid "328139d4-4e23-4cbe-a1cd-3e105544a6a3")
+		)
+		(pad "17" smd roundrect
+			(at -1.8 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 371 "/D14-1")
+			(pinfunction "GPIO14")
+			(pintype "bidirectional")
+			(uuid "9fa430e9-628f-4bf3-9d1b-7730e393fbc0")
+		)
+		(pad "18" smd roundrect
+			(at -1.4 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 372 "/D15-1")
+			(pinfunction "GPIO15")
+			(pintype "bidirectional")
+			(uuid "496dbc86-00a4-4804-8ea2-48796b2a5d1d")
+		)
+		(pad "19" smd roundrect
+			(at -1 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 423 "GND-1")
+			(pinfunction "TESTEN")
+			(pintype "input")
+			(uuid "555115a7-d2fb-4073-a097-164c3a4c497e")
+		)
+		(pad "20" smd roundrect
+			(at -0.6 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 417 "/XIN-1")
+			(pinfunction "XIN")
+			(pintype "input")
+			(uuid "1e486bf1-652d-435c-8927-392cc6cba3ae")
+		)
+		(pad "21" smd roundrect
+			(at -0.2 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 418 "/XOUT-1")
+			(pinfunction "XOUT")
+			(pintype "passive")
+			(uuid "87393985-e6c3-4546-ada7-0349e01b9374")
+		)
+		(pad "22" smd roundrect
+			(at 0.2 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 360 "+3V3-1")
+			(pinfunction "IOVDD")
+			(pintype "passive")
+			(uuid "23cd5710-0dc1-4702-ada8-20167fd0a6ca")
+		)
+		(pad "23" smd roundrect
+			(at 0.6 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 359 "+1V1-1")
+			(pinfunction "DVDD")
+			(pintype "power_in")
+			(uuid "4deadf73-6006-42ab-a741-5a5e1def69ff")
+		)
+		(pad "24" smd roundrect
+			(at 1 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 412 "/SWCLK-1")
+			(pinfunction "SWCLK")
+			(pintype "input")
+			(uuid "a67d1d84-d92d-4a43-9043-24ef02a5d6ab")
+		)
+		(pad "25" smd roundrect
+			(at 1.4 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 413 "/SWD-1")
+			(pinfunction "SWD")
+			(pintype "bidirectional")
+			(uuid "e3b04c93-663e-4399-abbc-aa2752036f9b")
+		)
+		(pad "26" smd roundrect
+			(at 1.8 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 716 "~{RESET}-1")
+			(pinfunction "RUN")
+			(pintype "input")
+			(uuid "23297d4d-c148-44ce-ab7f-e4a1eaead296")
+		)
+		(pad "27" smd roundrect
+			(at 2.2 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 709 "unconnected-(U2-GPIO16-Pad27)-1")
+			(pinfunction "GPIO16")
+			(pintype "bidirectional+no_connect")
+			(uuid "31686e62-885e-4da7-8d69-bfdd0857fd5a")
+		)
+		(pad "28" smd roundrect
+			(at 2.6 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 420 "/~{OE1}-1")
+			(pinfunction "GPIO17")
+			(pintype "bidirectional")
+			(uuid "ab518db5-4baa-4ba6-97d7-99187d187627")
+		)
+		(pad "29" smd roundrect
+			(at 3.4375 -2.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 409 "/SCK-1")
+			(pinfunction "GPIO18")
+			(pintype "bidirectional")
+			(uuid "04acf751-1dfc-43fc-a1e8-9ea78ceaab88")
+		)
+		(pad "30" smd roundrect
+			(at 3.4375 -2.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 377 "/MOSI-1")
+			(pinfunction "GPIO19")
+			(pintype "bidirectional")
+			(uuid "6aa3f910-d112-40b8-a3b4-fbfa41d7862f")
+		)
+		(pad "31" smd roundrect
+			(at 3.4375 -1.8 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 376 "/MISO-1")
+			(pinfunction "GPIO20")
+			(pintype "bidirectional")
+			(uuid "1a674f2b-c9b2-4eca-81ac-8d3c6fed53a4")
+		)
+		(pad "32" smd roundrect
+			(at 3.4375 -1.4 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 710 "unconnected-(U2-GPIO21-Pad32)-1")
+			(pinfunction "GPIO21")
+			(pintype "bidirectional+no_connect")
+			(uuid "878dde04-ff1b-48a9-82a6-15a049240433")
+		)
+		(pad "33" smd roundrect
+			(at 3.4375 -1 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 360 "+3V3-1")
+			(pinfunction "IOVDD")
+			(pintype "passive")
+			(uuid "92adf881-c8e2-4554-b6d9-e22fd1f856e8")
+		)
+		(pad "34" smd roundrect
+			(at 3.4375 -0.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 711 "unconnected-(U2-GPIO22-Pad34)-1")
+			(pinfunction "GPIO22")
+			(pintype "bidirectional+no_connect")
+			(uuid "826d622a-bce4-4e11-9eae-dfdb0f643b3c")
+		)
+		(pad "35" smd roundrect
+			(at 3.4375 -0.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 712 "unconnected-(U2-GPIO23-Pad35)-1")
+			(pinfunction "GPIO23")
+			(pintype "bidirectional+no_connect")
+			(uuid "6be8cde7-bc3f-49ad-8ebd-40a94bcc9f65")
+		)
+		(pad "36" smd roundrect
+			(at 3.4375 0.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 713 "unconnected-(U2-GPIO24-Pad36)-1")
+			(pinfunction "GPIO24")
+			(pintype "bidirectional+no_connect")
+			(uuid "00e5281a-2ed6-401c-a20f-e77eac91020c")
+		)
+		(pad "37" smd roundrect
+			(at 3.4375 0.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 714 "unconnected-(U2-GPIO25-Pad37)-1")
+			(pinfunction "GPIO25")
+			(pintype "bidirectional+no_connect")
+			(uuid "adae4f4b-771e-4196-ba4d-773823d89753")
+		)
+		(pad "38" smd roundrect
+			(at 3.4375 1 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 362 "/A0-1")
+			(pinfunction "GPIO26_ADC0")
+			(pintype "bidirectional")
+			(uuid "cd4f2ffb-f594-4b5e-abfd-1ba9eaf05180")
+		)
+		(pad "39" smd roundrect
+			(at 3.4375 1.4 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 363 "/A1-1")
+			(pinfunction "GPIO27_ADC1")
+			(pintype "bidirectional")
+			(uuid "367d05ad-debf-4ca6-918d-3cd6b6d61a60")
+		)
+		(pad "40" smd roundrect
+			(at 3.4375 1.8 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 364 "/A2-1")
+			(pinfunction "GPIO28_ADC2")
+			(pintype "bidirectional")
+			(uuid "36087d6b-2e3b-4483-9b68-3f2457c9930d")
+		)
+		(pad "41" smd roundrect
+			(at 3.4375 2.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 365 "/A3-1")
+			(pinfunction "GPIO29_ADC3")
+			(pintype "bidirectional")
+			(uuid "ee52e6b8-815b-41e3-9f58-215db234ac0a")
+		)
+		(pad "42" smd roundrect
+			(at 3.4375 2.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 360 "+3V3-1")
+			(pinfunction "IOVDD")
+			(pintype "passive")
+			(uuid "6f1ac9ac-9aa7-4d2d-9dad-cc2e8bae196b")
+		)
+		(pad "43" smd roundrect
+			(at 2.6 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 360 "+3V3-1")
+			(pinfunction "ADC_AVDD")
+			(pintype "power_in")
+			(uuid "05289990-6361-47f4-955b-698602e17ef6")
+		)
+		(pad "44" smd roundrect
+			(at 2.2 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 360 "+3V3-1")
+			(pinfunction "VREG_IN")
+			(pintype "power_in")
+			(uuid "9aa794af-65bd-4a5a-a4a4-238e79cc1a70")
+		)
+		(pad "45" smd roundrect
+			(at 1.8 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 359 "+1V1-1")
+			(pinfunction "VREG_VOUT")
+			(pintype "power_out")
+			(uuid "1cf9898e-67ee-472c-9d7f-9a777eef6572")
+		)
+		(pad "46" smd roundrect
+			(at 1.4 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 699 "Net-(U2-USB_DM)-1")
+			(pinfunction "USB_DM")
+			(pintype "bidirectional")
+			(uuid "54aa9bcb-1d6d-4fcc-a4a0-2e6805a90b2f")
+		)
+		(pad "47" smd roundrect
+			(at 1 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 700 "Net-(U2-USB_DP)-1")
+			(pinfunction "USB_DP")
+			(pintype "bidirectional")
+			(uuid "7ed95d11-aa57-4d20-a6f4-ea3b911c3275")
+		)
+		(pad "48" smd roundrect
+			(at 0.6 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 360 "+3V3-1")
+			(pinfunction "USB_VDD")
+			(pintype "power_in")
+			(uuid "c7bbb728-148a-40b2-b2ed-304a1c94fe4a")
+		)
+		(pad "49" smd roundrect
+			(at 0.2 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 360 "+3V3-1")
+			(pinfunction "IOVDD")
+			(pintype "passive")
+			(uuid "e80b2efb-9890-4538-b64b-91c0739acbd1")
+		)
+		(pad "50" smd roundrect
+			(at -0.2 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 359 "+1V1-1")
+			(pinfunction "DVDD")
+			(pintype "passive")
+			(uuid "2abacbb9-e401-4817-9e5a-7c96a3f2376f")
+		)
+		(pad "51" smd roundrect
+			(at -0.6 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
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+			(roundrect_rratio 0.193798)
+			(uuid "ea754b97-133c-4ef6-a15c-73a407bb097d")
+		)
+		(pad "1" smd roundrect
+			(at -3.4375 2.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 2 "+3V3-0")
+			(pinfunction "IOVDD")
+			(pintype "power_in")
+			(uuid "2a82e459-1477-49a7-9873-109b037a9ebb")
+		)
+		(pad "2" smd roundrect
+			(at -3.4375 2.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 56 "/TX-0")
+			(pinfunction "GPIO0")
+			(pintype "bidirectional")
+			(uuid "d560236a-9329-4c4a-ac75-61b59541c34f")
+		)
+		(pad "3" smd roundrect
+			(at -3.4375 1.8 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 50 "/RX-0")
+			(pinfunction "GPIO1")
+			(pintype "bidirectional")
+			(uuid "358fd5d7-4d70-4a8b-bb18-4e6c612c00e0")
+		)
+		(pad "4" smd roundrect
+			(at -3.4375 1.4 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 53 "/SDA-0")
+			(pinfunction "GPIO2")
+			(pintype "bidirectional")
+			(uuid "753a0c7b-53a9-490d-bd16-d8deb83cf897")
+		)
+		(pad "5" smd roundrect
+			(at -3.4375 1 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 52 "/SCL-0")
+			(pinfunction "GPIO3")
+			(pintype "bidirectional")
+			(uuid "1892c210-5b4e-4f89-a4f9-a4ebf266cd52")
+		)
+		(pad "6" smd roundrect
+			(at -3.4375 0.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 63 "/~{SLEEP}-0")
+			(pinfunction "GPIO4")
+			(pintype "bidirectional")
+			(uuid "fb20d14a-4ce2-410d-bfc0-4cc4a10a2179")
+		)
+		(pad "7" smd roundrect
+			(at -3.4375 0.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 61 "/~{DEBUG}-0")
+			(pinfunction "GPIO5")
+			(pintype "bidirectional")
+			(uuid "1fb1b765-0d07-4815-94db-9bf0b1c9d8e7")
+		)
+		(pad "8" smd roundrect
+			(at -3.4375 -0.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 357 "unconnected-(U2-GPIO6-Pad8)-0")
+			(pinfunction "GPIO6")
+			(pintype "bidirectional")
+			(uuid "b881527c-f8ca-40ea-a452-d94e9170f223")
+		)
+		(pad "9" smd roundrect
+			(at -3.4375 -0.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 15 "/D7-0")
+			(pinfunction "GPIO7")
+			(pintype "bidirectional")
+			(uuid "b50ab859-dc82-4569-9924-8685e58c55cd")
+		)
+		(pad "10" smd roundrect
+			(at -3.4375 -1 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 2 "+3V3-0")
+			(pinfunction "IOVDD")
+			(pintype "passive")
+			(uuid "90a2480e-5acb-4da0-a2f9-35eae2d0be92")
+		)
+		(pad "11" smd roundrect
+			(at -3.4375 -1.4 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 16 "/D8-0")
+			(pinfunction "GPIO8")
+			(pintype "bidirectional")
+			(uuid "fcde214f-a093-42e7-be40-f1e81e7bbdbb")
+		)
+		(pad "12" smd roundrect
+			(at -3.4375 -1.8 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 17 "/D9-0")
+			(pinfunction "GPIO9")
+			(pintype "bidirectional")
+			(uuid "a7fa361c-113d-4641-b047-30bef1dc6505")
+		)
+		(pad "13" smd roundrect
+			(at -3.4375 -2.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 9 "/D10-0")
+			(pinfunction "GPIO10")
+			(pintype "bidirectional")
+			(uuid "265eaa60-fc01-41e2-801d-bee5a77d5b65")
+		)
+		(pad "14" smd roundrect
+			(at -3.4375 -2.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 10 "/D11-0")
+			(pinfunction "GPIO11")
+			(pintype "bidirectional")
+			(uuid "df6067f4-8fd6-4ec5-9931-6e749f32af96")
+		)
+		(pad "15" smd roundrect
+			(at -2.6 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 11 "/D12-0")
+			(pinfunction "GPIO12")
+			(pintype "bidirectional")
+			(uuid "8a44c4f9-fc59-4faa-a229-a36eb22749d9")
+		)
+		(pad "16" smd roundrect
+			(at -2.2 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 12 "/D13-0")
+			(pinfunction "GPIO13")
+			(pintype "bidirectional")
+			(uuid "08ad0f23-0263-425a-8c9c-deb42b79fb1c")
+		)
+		(pad "17" smd roundrect
+			(at -1.8 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 13 "/D14-0")
+			(pinfunction "GPIO14")
+			(pintype "bidirectional")
+			(uuid "e15810f6-a2a6-4a05-9b9c-dbceba7c8048")
+		)
+		(pad "18" smd roundrect
+			(at -1.4 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 14 "/D15-0")
+			(pinfunction "GPIO15")
+			(pintype "bidirectional")
+			(uuid "873d13bd-3db4-452b-8f8c-90ca2c864c9b")
+		)
+		(pad "19" smd roundrect
+			(at -1 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 65 "GND-0")
+			(pinfunction "TESTEN")
+			(pintype "input")
+			(uuid "2b2a3bfa-dcf2-4c11-8d8e-ddc41548e30e")
+		)
+		(pad "20" smd roundrect
+			(at -0.6 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 59 "/XIN-0")
+			(pinfunction "XIN")
+			(pintype "input")
+			(uuid "552cb7b1-368d-4489-9e8c-6f2801c11d43")
+		)
+		(pad "21" smd roundrect
+			(at -0.2 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 60 "/XOUT-0")
+			(pinfunction "XOUT")
+			(pintype "passive")
+			(uuid "d7076b11-a5ad-467f-8ea3-58cb69e399c9")
+		)
+		(pad "22" smd roundrect
+			(at 0.2 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 2 "+3V3-0")
+			(pinfunction "IOVDD")
+			(pintype "passive")
+			(uuid "97255390-859e-4497-b627-b0a32f59dd6b")
+		)
+		(pad "23" smd roundrect
+			(at 0.6 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 1 "+1V1-0")
+			(pinfunction "DVDD")
+			(pintype "power_in")
+			(uuid "5ad562b8-400f-4183-89d7-11b14eb7a939")
+		)
+		(pad "24" smd roundrect
+			(at 1 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 54 "/SWCLK-0")
+			(pinfunction "SWCLK")
+			(pintype "input")
+			(uuid "5a012d11-0129-483b-82d3-89843e20c44e")
+		)
+		(pad "25" smd roundrect
+			(at 1.4 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 55 "/SWD-0")
+			(pinfunction "SWD")
+			(pintype "bidirectional")
+			(uuid "e15e66cd-49ae-4ed2-9d9e-593b51e4b9e4")
+		)
+		(pad "26" smd roundrect
+			(at 1.8 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 358 "~{RESET}-0")
+			(pinfunction "RUN")
+			(pintype "input")
+			(uuid "12c79fca-89bb-4849-a824-221763f3818f")
+		)
+		(pad "27" smd roundrect
+			(at 2.2 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 351 "unconnected-(U2-GPIO16-Pad27)-0")
+			(pinfunction "GPIO16")
+			(pintype "bidirectional+no_connect")
+			(uuid "50b79e95-6417-416d-9b23-95988d8271e9")
+		)
+		(pad "28" smd roundrect
+			(at 2.6 -3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 62 "/~{OE1}-0")
+			(pinfunction "GPIO17")
+			(pintype "bidirectional")
+			(uuid "2bf92eea-2f3d-4e7d-a9fd-8473e721f5b2")
+		)
+		(pad "29" smd roundrect
+			(at 3.4375 -2.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 51 "/SCK-0")
+			(pinfunction "GPIO18")
+			(pintype "bidirectional")
+			(uuid "9c910867-f0cf-4f4b-af35-3718d64a1611")
+		)
+		(pad "30" smd roundrect
+			(at 3.4375 -2.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 19 "/MOSI-0")
+			(pinfunction "GPIO19")
+			(pintype "bidirectional")
+			(uuid "e57fd331-7c35-49f1-bd30-b1374676c920")
+		)
+		(pad "31" smd roundrect
+			(at 3.4375 -1.8 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 18 "/MISO-0")
+			(pinfunction "GPIO20")
+			(pintype "bidirectional")
+			(uuid "1af61886-c9d1-4799-bb9e-6acdd27b0ad5")
+		)
+		(pad "32" smd roundrect
+			(at 3.4375 -1.4 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 352 "unconnected-(U2-GPIO21-Pad32)-0")
+			(pinfunction "GPIO21")
+			(pintype "bidirectional+no_connect")
+			(uuid "defe11c9-dd13-40b4-9bf4-38173f8f84ea")
+		)
+		(pad "33" smd roundrect
+			(at 3.4375 -1 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 2 "+3V3-0")
+			(pinfunction "IOVDD")
+			(pintype "passive")
+			(uuid "5306df18-6676-4001-9fea-5c9afdc38e9e")
+		)
+		(pad "34" smd roundrect
+			(at 3.4375 -0.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 353 "unconnected-(U2-GPIO22-Pad34)-0")
+			(pinfunction "GPIO22")
+			(pintype "bidirectional+no_connect")
+			(uuid "3b9a7a96-7631-4a89-825a-2040f9135b5a")
+		)
+		(pad "35" smd roundrect
+			(at 3.4375 -0.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 354 "unconnected-(U2-GPIO23-Pad35)-0")
+			(pinfunction "GPIO23")
+			(pintype "bidirectional+no_connect")
+			(uuid "4cfc55da-2d6b-455b-8402-42cdd953db4b")
+		)
+		(pad "36" smd roundrect
+			(at 3.4375 0.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 355 "unconnected-(U2-GPIO24-Pad36)-0")
+			(pinfunction "GPIO24")
+			(pintype "bidirectional+no_connect")
+			(uuid "f70e048a-b1df-4028-a608-beac3682f90b")
+		)
+		(pad "37" smd roundrect
+			(at 3.4375 0.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 356 "unconnected-(U2-GPIO25-Pad37)-0")
+			(pinfunction "GPIO25")
+			(pintype "bidirectional+no_connect")
+			(uuid "66ec0d2c-35de-453e-a2a3-381c802c0fd7")
+		)
+		(pad "38" smd roundrect
+			(at 3.4375 1 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 4 "/A0-0")
+			(pinfunction "GPIO26_ADC0")
+			(pintype "bidirectional")
+			(uuid "12d48810-28e3-48a1-be33-5c8d8c834323")
+		)
+		(pad "39" smd roundrect
+			(at 3.4375 1.4 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 5 "/A1-0")
+			(pinfunction "GPIO27_ADC1")
+			(pintype "bidirectional")
+			(uuid "f9c0e901-42c2-4af0-9041-eedb0255f3dd")
+		)
+		(pad "40" smd roundrect
+			(at 3.4375 1.8 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 6 "/A2-0")
+			(pinfunction "GPIO28_ADC2")
+			(pintype "bidirectional")
+			(uuid "674263d0-d16e-4290-a1e8-7495146b75ff")
+		)
+		(pad "41" smd roundrect
+			(at 3.4375 2.2 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 7 "/A3-0")
+			(pinfunction "GPIO29_ADC3")
+			(pintype "bidirectional")
+			(uuid "1b7723bb-05ae-48fa-980c-ea6f9bfb42f1")
+		)
+		(pad "42" smd roundrect
+			(at 3.4375 2.6 90)
+			(size 0.875 0.2)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 2 "+3V3-0")
+			(pinfunction "IOVDD")
+			(pintype "passive")
+			(uuid "27d0a7d6-dc6b-43b3-80f5-615964f060a5")
+		)
+		(pad "43" smd roundrect
+			(at 2.6 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 2 "+3V3-0")
+			(pinfunction "ADC_AVDD")
+			(pintype "power_in")
+			(uuid "37e31b8b-f6cd-4d8f-b624-957563513779")
+		)
+		(pad "44" smd roundrect
+			(at 2.2 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 2 "+3V3-0")
+			(pinfunction "VREG_IN")
+			(pintype "power_in")
+			(uuid "cb231fa7-278c-4afb-8ec3-87f3de67bb61")
+		)
+		(pad "45" smd roundrect
+			(at 1.8 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 1 "+1V1-0")
+			(pinfunction "VREG_VOUT")
+			(pintype "power_out")
+			(uuid "8ba60c52-8e65-4de0-8ed9-49aba251a31f")
+		)
+		(pad "46" smd roundrect
+			(at 1.4 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 341 "Net-(U2-USB_DM)-0")
+			(pinfunction "USB_DM")
+			(pintype "bidirectional")
+			(uuid "eda7ff1d-6afd-44d4-b699-9055d8ffc231")
+		)
+		(pad "47" smd roundrect
+			(at 1 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 342 "Net-(U2-USB_DP)-0")
+			(pinfunction "USB_DP")
+			(pintype "bidirectional")
+			(uuid "f40e0b0c-ee29-4fcb-98bc-45d19aafb22f")
+		)
+		(pad "48" smd roundrect
+			(at 0.6 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 2 "+3V3-0")
+			(pinfunction "USB_VDD")
+			(pintype "power_in")
+			(uuid "505babcc-d834-4571-8b51-eb2d86ef8477")
+		)
+		(pad "49" smd roundrect
+			(at 0.2 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
+			(net 2 "+3V3-0")
+			(pinfunction "IOVDD")
+			(pintype "passive")
+			(uuid "ce8332ea-2cd7-434a-82cb-97ce88d773b0")
+		)
+		(pad "50" smd roundrect
+			(at -0.2 3.4375 90)
+			(size 0.2 0.875)
+			(layers "B.Cu" "B.Paste" "B.Mask")
+			(roundrect_rratio 0.25)
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+	(gr_text "Thank you so much Arya and Nirav for \nall of your help and encouragement.\nI couldn't have done this without you."
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+				(xy 75.698106 108.074334) (xy 75.698106 105.607582) (xy 75.717013 105.549391) (xy 75.743582 105.524298)
+				(xy 75.790948 105.493859) (xy 75.875781 105.395955) (xy 75.929596 105.278118) (xy 75.937952 105.22)
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+				(xy 75.717013 98.599391) (xy 75.743582 98.574298) (xy 75.790948 98.543859) (xy 75.875781 98.445955)
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+				(xy 72.907226 30.470641) (xy 72.888791 30.598864) (xy 72.888791 30.598869) (xy 72.907226 30.727092)
+				(xy 72.961041 30.844928) (xy 72.961042 30.84493) (xy 73.045875 30.942834) (xy 73.045876 30.942835)
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+				(xy 73.420294 31.068274) (xy 73.432107 31.078363) (xy 74.57431 32.220566) (xy 74.602087 32.275083)
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+				(xy 74.007764 110.340495) (xy 74.008734 110.33375) (xy 73.990298 110.205524) (xy 73.936483 110.087687)
+				(xy 73.85165 109.989783) (xy 73.851649 109.989782) (xy 73.851648 109.989781) (xy 73.742674 109.919748)
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+				(xy 73.364527 109.919748) (xy 73.255552 109.989782) (xy 73.255551 109.989783) (xy 73.250523 109.995586)
+				(xy 73.198126 110.02718) (xy 73.137165 110.021942) (xy 73.090926 109.981873) (xy 73.076706 109.930752)
+				(xy 73.076706 107.105162) (xy 73.095613 107.046971) (xy 73.145113 107.011007) (xy 73.203598 107.010173)
+				(xy 73.217334 107.014206) (xy 73.217336 107.014206) (xy 73.346876 107.014206) (xy 73.346878 107.014206)
+				(xy 73.471175 106.97771) (xy 73.580155 106.907673) (xy 73.664988 106.809769) (xy 73.718803 106.691932)
+				(xy 73.737239 106.563706) (xy 73.718803 106.43548) (xy 73.664988 106.317643) (xy 73.582985 106.223005)
+				(xy 73.559169 106.166647) (xy 73.558806 106.158176) (xy 73.558806 85.755422) (xy 73.577713 85.697231)
+				(xy 73.582978 85.6906) (xy 73.664988 85.595955) (xy 73.718803 85.478118) (xy 73.737239 85.349892)
+				(xy 73.718803 85.221666) (xy 73.664988 85.103829) (xy 73.580155 85.005925) (xy 73.580154 85.005924)
+				(xy 73.580153 85.005923) (xy 73.471179 84.93589) (xy 73.471176 84.935888) (xy 73.471175 84.935888)
+				(xy 73.471172 84.935887) (xy 73.34688 84.899392) (xy 73.346878 84.899392) (xy 73.217334 84.899392)
+				(xy 73.217332 84.899392) (xy 73.217328 84.899393) (xy 73.203596 84.903425) (xy 73.142435 84.901677)
+				(xy 73.093983 84.864313) (xy 73.076706 84.808435) (xy 73.076706 71.54853) (xy 73.095613 71.490339)
+				(xy 73.100878 71.483708) (xy 73.182888 71.389063) (xy 73.236703 71.271226) (xy 73.255139 71.143)
+				(xy 73.236703 71.014774) (xy 73.182888 70.896937) (xy 73.098055 70.799033) (xy 73.098054 70.799032)
+				(xy 73.098053 70.799031) (xy 72.989079 70.728998) (xy 72.989076 70.728996) (xy 72.989075 70.728996)
+				(xy 72.989072 70.728995) (xy 72.86478 70.6925) (xy 72.864778 70.6925) (xy 72.735234 70.6925) (xy 72.735231 70.6925)
+				(xy 72.610939 70.728995) (xy 72.610932 70.728998) (xy 72.501958 70.799031) (xy 72.417123 70.896938)
+				(xy 72.363308 71.014774) (xy 72.344873 71.142997) (xy 72.344873 71.143002) (xy 72.000006 71.143002)
+				(xy 72.000006 28.001126) (xy 72.000032 27.998861) (xy 72.002058 27.910334) (xy 72.003934 27.893286)
+				(xy 72.038695 27.718522) (xy 72.044329 27.699953) (xy 72.112082 27.536382) (xy 72.121221 27.519285)
+				(xy 72.219587 27.372069) (xy 72.23189 27.357078) (xy 72.357083 27.231884) (xy 72.372081 27.219577)
+				(xy 72.519287 27.121217) (xy 72.536394 27.112072) (xy 72.699964 27.04432) (xy 72.718527 27.038689)
+				(xy 72.893307 27.003924) (xy 72.910332 27.002051) (xy 72.997661 27.000051) (xy 72.998871 27.000024)
+				(xy 73.001135 26.999998)
+			)
+		)
+	)
+)
\ No newline at end of file
diff --git a/RGB-Panel/RGB-Panel.kicad_prl b/RGB-Panel/RGB-Panel.kicad_prl
index 10e6a14..408b29f 100644
--- a/RGB-Panel/RGB-Panel.kicad_prl
+++ b/RGB-Panel/RGB-Panel.kicad_prl
@@ -1,6 +1,6 @@
 {
   "board": {
-    "active_layer": 31,
+    "active_layer": 0,
     "active_layer_preset": "",
     "auto_track_width": false,
     "hidden_netclasses": [],
@@ -64,9 +64,15 @@
       39,
       40
     ],
-    "visible_layers": "ffffcff_ffffffff",
+    "visible_layers": "0001030_ffffffff",
     "zone_display_mode": 0
   },
+  "git": {
+    "repo_password": "",
+    "repo_type": "",
+    "repo_username": "",
+    "ssh_key": ""
+  },
   "meta": {
     "filename": "RGB-Panel.kicad_prl",
     "version": 3
diff --git a/RGB-Panel/RGB-Panel.kicad_pro b/RGB-Panel/RGB-Panel.kicad_pro
index f7dce9a..3845aa2 100644
--- a/RGB-Panel/RGB-Panel.kicad_pro
+++ b/RGB-Panel/RGB-Panel.kicad_pro
@@ -3,14 +3,17 @@
     "3dviewports": [],
     "design_settings": {
       "defaults": {
-        "board_outline_line_width": 0.09999999999999999,
-        "copper_line_width": 0.19999999999999998,
+        "apply_defaults_to_fp_fields": false,
+        "apply_defaults_to_fp_shapes": false,
+        "apply_defaults_to_fp_text": false,
+        "board_outline_line_width": 0.05,
+        "copper_line_width": 0.2,
         "copper_text_italic": false,
         "copper_text_size_h": 1.5,
         "copper_text_size_v": 1.5,
         "copper_text_thickness": 0.3,
         "copper_text_upright": false,
-        "courtyard_line_width": 0.049999999999999996,
+        "courtyard_line_width": 0.05,
         "dimension_precision": 4,
         "dimension_units": 3,
         "dimensions": {
@@ -21,45 +24,34 @@
           "text_position": 0,
           "units_format": 1
         },
-        "fab_line_width": 0.09999999999999999,
+        "fab_line_width": 0.1,
         "fab_text_italic": false,
         "fab_text_size_h": 1.0,
         "fab_text_size_v": 1.0,
         "fab_text_thickness": 0.15,
         "fab_text_upright": false,
-        "other_line_width": 0.15,
+        "other_line_width": 0.1,
         "other_text_italic": false,
         "other_text_size_h": 1.0,
         "other_text_size_v": 1.0,
         "other_text_thickness": 0.15,
         "other_text_upright": false,
         "pads": {
-          "drill": 3.0,
-          "height": 3.0,
-          "width": 3.0
+          "drill": 0.762,
+          "height": 1.524,
+          "width": 1.524
         },
-        "silk_line_width": 0.15,
+        "silk_line_width": 0.1,
         "silk_text_italic": false,
         "silk_text_size_h": 1.0,
         "silk_text_size_v": 1.0,
-        "silk_text_thickness": 0.15,
+        "silk_text_thickness": 0.1,
         "silk_text_upright": false,
         "zones": {
           "min_clearance": 0.5
         }
       },
-      "diff_pair_dimensions": [
-        {
-          "gap": 0.0,
-          "via_gap": 0.0,
-          "width": 0.0
-        },
-        {
-          "gap": 0.1524,
-          "via_gap": 0.1524,
-          "width": 0.1524
-        }
-      ],
+      "diff_pair_dimensions": [],
       "drc_exclusions": [],
       "meta": {
         "version": 2
@@ -77,7 +69,8 @@
         "duplicate_footprints": "warning",
         "extra_footprint": "warning",
         "footprint": "error",
-        "footprint_type_mismatch": "error",
+        "footprint_symbol_mismatch": "warning",
+        "footprint_type_mismatch": "ignore",
         "hole_clearance": "error",
         "hole_near_hole": "error",
         "invalid_outline": "error",
@@ -89,12 +82,12 @@
         "lib_footprint_mismatch": "warning",
         "malformed_courtyard": "error",
         "microvia_drill_out_of_range": "error",
-        "missing_courtyard": "warning",
+        "missing_courtyard": "ignore",
         "missing_footprint": "warning",
         "net_conflict": "warning",
-        "npth_inside_courtyard": "warning",
-        "padstack": "error",
-        "pth_inside_courtyard": "warning",
+        "npth_inside_courtyard": "ignore",
+        "padstack": "warning",
+        "pth_inside_courtyard": "ignore",
         "shorting_items": "error",
         "silk_edge_clearance": "warning",
         "silk_over_copper": "warning",
@@ -116,20 +109,20 @@
       },
       "rules": {
         "max_error": 0.005,
-        "min_clearance": 0.15239999999999998,
+        "min_clearance": 0.0,
         "min_connection": 0.0,
-        "min_copper_edge_clearance": 0.0,
-        "min_hole_clearance": 0.15239999999999998,
-        "min_hole_to_hole": 0.127,
-        "min_microvia_diameter": 0.19999999999999998,
-        "min_microvia_drill": 0.09999999999999999,
-        "min_resolved_spokes": 1,
+        "min_copper_edge_clearance": 0.5,
+        "min_hole_clearance": 0.25,
+        "min_hole_to_hole": 0.25,
+        "min_microvia_diameter": 0.2,
+        "min_microvia_drill": 0.1,
+        "min_resolved_spokes": 2,
         "min_silk_clearance": 0.0,
-        "min_text_height": 0.7999999999999999,
+        "min_text_height": 0.8,
         "min_text_thickness": 0.08,
         "min_through_hole_diameter": 0.3,
-        "min_track_width": 0.15239999999999998,
-        "min_via_annular_width": 0.09999999999999999,
+        "min_track_width": 0.0,
+        "min_via_annular_width": 0.1,
         "min_via_diameter": 0.5,
         "solder_mask_clearance": 0.0,
         "solder_mask_min_width": 0.0,
@@ -138,9 +131,6 @@
       },
       "teardrop_options": [
         {
-          "td_allow_use_two_tracks": true,
-          "td_curve_segcount": 5,
-          "td_on_pad_in_zone": false,
           "td_onpadsmd": true,
           "td_onroundshapesonly": false,
           "td_ontrackend": false,
@@ -149,50 +139,76 @@
       ],
       "teardrop_parameters": [
         {
+          "td_allow_use_two_tracks": true,
           "td_curve_segcount": 0,
           "td_height_ratio": 1.0,
           "td_length_ratio": 0.5,
           "td_maxheight": 2.0,
           "td_maxlen": 1.0,
+          "td_on_pad_in_zone": false,
           "td_target_name": "td_round_shape",
           "td_width_to_size_filter_ratio": 0.9
         },
         {
+          "td_allow_use_two_tracks": true,
           "td_curve_segcount": 0,
           "td_height_ratio": 1.0,
           "td_length_ratio": 0.5,
           "td_maxheight": 2.0,
           "td_maxlen": 1.0,
+          "td_on_pad_in_zone": false,
           "td_target_name": "td_rect_shape",
           "td_width_to_size_filter_ratio": 0.9
         },
         {
+          "td_allow_use_two_tracks": true,
           "td_curve_segcount": 0,
           "td_height_ratio": 1.0,
           "td_length_ratio": 0.5,
           "td_maxheight": 2.0,
           "td_maxlen": 1.0,
+          "td_on_pad_in_zone": false,
           "td_target_name": "td_track_end",
           "td_width_to_size_filter_ratio": 0.9
         }
       ],
-      "track_widths": [
-        0.0,
-        0.1524,
-        0.3048
-      ],
-      "via_dimensions": [
-        {
-          "diameter": 0.0,
-          "drill": 0.0
+      "track_widths": [],
+      "tuning_pattern_settings": {
+        "diff_pair_defaults": {
+          "corner_radius_percentage": 80,
+          "corner_style": 1,
+          "max_amplitude": 1.0,
+          "min_amplitude": 0.2,
+          "single_sided": false,
+          "spacing": 1.0
         },
-        {
-          "diameter": 0.508,
-          "drill": 0.254
+        "diff_pair_skew_defaults": {
+          "corner_radius_percentage": 80,
+          "corner_style": 1,
+          "max_amplitude": 1.0,
+          "min_amplitude": 0.2,
+          "single_sided": false,
+          "spacing": 0.6
+        },
+        "single_track_defaults": {
+          "corner_radius_percentage": 80,
+          "corner_style": 1,
+          "max_amplitude": 1.0,
+          "min_amplitude": 0.2,
+          "single_sided": false,
+          "spacing": 0.6
         }
-      ],
+      },
+      "via_dimensions": [],
       "zones_allow_external_fillets": false
     },
+    "ipc2581": {
+      "dist": "",
+      "distpn": "",
+      "internal_id": "",
+      "mfg": "",
+      "mpn": ""
+    },
     "layer_presets": [],
     "viewports": []
   },
@@ -477,14 +493,75 @@
       "gencad": "",
       "idf": "",
       "netlist": "",
+      "plot": "JLCPCB-Panel-Gerbers-V3/",
+      "pos_files": "JLCPCB-Panel-Gerbers-V3/Placement/",
       "specctra_dsn": "",
       "step": "",
+      "svg": "",
       "vrml": ""
     },
     "page_layout_descr_file": ""
   },
   "schematic": {
     "annotate_start_num": 0,
+    "bom_fmt_presets": [],
+    "bom_fmt_settings": {
+      "field_delimiter": ",",
+      "keep_line_breaks": false,
+      "keep_tabs": false,
+      "name": "CSV",
+      "ref_delimiter": ",",
+      "ref_range_delimiter": "",
+      "string_delimiter": "\""
+    },
+    "bom_presets": [],
+    "bom_settings": {
+      "exclude_dnp": false,
+      "fields_ordered": [
+        {
+          "group_by": false,
+          "label": "Reference",
+          "name": "Reference",
+          "show": true
+        },
+        {
+          "group_by": true,
+          "label": "Value",
+          "name": "Value",
+          "show": true
+        },
+        {
+          "group_by": false,
+          "label": "Datasheet",
+          "name": "Datasheet",
+          "show": true
+        },
+        {
+          "group_by": false,
+          "label": "Footprint",
+          "name": "Footprint",
+          "show": true
+        },
+        {
+          "group_by": false,
+          "label": "Qty",
+          "name": "${QUANTITY}",
+          "show": true
+        },
+        {
+          "group_by": true,
+          "label": "DNP",
+          "name": "${DNP}",
+          "show": true
+        }
+      ],
+      "filter_string": "",
+      "group_symbols": true,
+      "name": "Grouped By Value",
+      "sort_asc": true,
+      "sort_field": "Reference"
+    },
+    "connection_grid_size": 50.0,
     "drawing": {
       "dashed_lines_dash_length_ratio": 12.0,
       "dashed_lines_gap_length_ratio": 3.0,
@@ -498,6 +575,11 @@
       "intersheets_ref_suffix": "",
       "junction_size_choice": 3,
       "label_size_ratio": 0.375,
+      "operating_point_overlay_i_precision": 3,
+      "operating_point_overlay_i_range": "~A",
+      "operating_point_overlay_v_precision": 3,
+      "operating_point_overlay_v_range": "~V",
+      "overbar_offset_ratio": 1.23,
       "pin_symbol_size": 25.0,
       "text_offset_ratio": 0.15
     },
@@ -513,10 +595,16 @@
     "spice_external_command": "spice \"%I\"",
     "spice_model_current_sheet_as_root": true,
     "spice_save_all_currents": false,
+    "spice_save_all_dissipations": false,
     "spice_save_all_voltages": false,
     "subpart_first_id": 65,
     "subpart_id_separator": 0
   },
-  "sheets": [],
+  "sheets": [
+    [
+      "fa9becc3-3af8-40dd-9b4f-936c1f5e63f1",
+      "Root"
+    ]
+  ],
   "text_variables": {}
 }
diff --git a/RGB-Panel/RGB-Panel.kicad_sch b/RGB-Panel/RGB-Panel.kicad_sch
index 2e2aa2f..9bad146 100644
--- a/RGB-Panel/RGB-Panel.kicad_sch
+++ b/RGB-Panel/RGB-Panel.kicad_sch
@@ -1,5 +1,13 @@
-(kicad_sch (version 20230121) (generator eeschema)
-  (paper "A4")
-  (lib_symbols)
-  (symbol_instances)
-)
+(kicad_sch
+	(version 20231120)
+	(generator "eeschema")
+	(generator_version "8.0")
+	(uuid "fa9becc3-3af8-40dd-9b4f-936c1f5e63f1")
+	(paper "A4")
+	(lib_symbols)
+	(sheet_instances
+		(path "/"
+			(page "1")
+		)
+	)
+)
\ No newline at end of file
diff --git a/RGB-Panel/jlcpcb/gerber/RGB-Panel-CuBottom.gbr b/RGB-Panel/jlcpcb/gerber/RGB-Panel-CuBottom.gbr
new file mode 100644
index 0000000..d0bad7e
--- /dev/null
+++ b/RGB-Panel/jlcpcb/gerber/RGB-Panel-CuBottom.gbr
@@ -0,0 +1,20741 @@
+%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*%
+%TF.CreationDate,2024-04-01T01:10:39-04:00*%
+%TF.ProjectId,RGB-Panel,5247422d-5061-46e6-956c-2e6b69636164,V3.0*%
+%TF.SameCoordinates,Original*%
+%TF.FileFunction,Copper,L2,Bot*%
+%TF.FilePolarity,Positive*%
+%FSLAX46Y46*%
+G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
+G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-01 01:10:39*
+%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,SMDPad,CuDef*%
+%ADD10RoundRect,0.135000X-0.185000X0.135000X-0.185000X-0.135000X0.185000X-0.135000X0.185000X0.135000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD11RoundRect,0.135000X0.135000X0.185000X-0.135000X0.185000X-0.135000X-0.185000X0.135000X-0.185000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD12RoundRect,0.135000X-0.135000X-0.185000X0.135000X-0.185000X0.135000X0.185000X-0.135000X0.185000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD13R,1.500000X1.500000*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD14R,2.000000X2.000000*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD15RoundRect,0.147500X-0.172500X0.147500X-0.172500X-0.147500X0.172500X-0.147500X0.172500X0.147500X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD16RoundRect,0.140000X-0.170000X0.140000X-0.170000X-0.140000X0.170000X-0.140000X0.170000X0.140000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD17RoundRect,0.050000X0.050000X-0.387500X0.050000X0.387500X-0.050000X0.387500X-0.050000X-0.387500X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD18RoundRect,0.050000X0.387500X-0.050000X0.387500X0.050000X-0.387500X0.050000X-0.387500X-0.050000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD19R,3.200000X3.200000*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD20RoundRect,0.140000X0.140000X0.170000X-0.140000X0.170000X-0.140000X-0.170000X0.140000X-0.170000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD21RoundRect,0.075000X-0.187500X-0.075000X0.187500X-0.075000X0.187500X0.075000X-0.187500X0.075000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD22R,0.300000X1.700000*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD23RoundRect,0.225000X-0.225000X-0.250000X0.225000X-0.250000X0.225000X0.250000X-0.225000X0.250000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD24RoundRect,0.147500X0.147500X0.172500X-0.147500X0.172500X-0.147500X-0.172500X0.147500X-0.172500X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD25RoundRect,0.007800X0.422200X0.122200X-0.422200X0.122200X-0.422200X-0.122200X0.422200X-0.122200X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD26RoundRect,0.007800X-0.122200X0.422200X-0.122200X-0.422200X0.122200X-0.422200X0.122200X0.422200X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD27RoundRect,0.135000X0.185000X-0.135000X0.185000X0.135000X-0.185000X0.135000X-0.185000X-0.135000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD28R,1.250000X0.760000*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD29RoundRect,0.250000X0.312500X0.625000X-0.312500X0.625000X-0.312500X-0.625000X0.312500X-0.625000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD30R,0.300000X0.800000*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD31R,0.400000X0.800000*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD32RoundRect,0.140000X-0.140000X-0.170000X0.140000X-0.170000X0.140000X0.170000X-0.140000X0.170000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD33RoundRect,0.225000X-0.250000X0.225000X-0.250000X-0.225000X0.250000X-0.225000X0.250000X0.225000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD34RoundRect,0.147500X0.017678X-0.226274X0.226274X-0.017678X-0.017678X0.226274X-0.226274X0.017678X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD35C,1.000000*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD36R,1.200000X1.400000*%
+%TD*%
+%TA.AperFunction,ViaPad*%
+%ADD37C,0.500000*%
+%TD*%
+%TA.AperFunction,Conductor*%
+%ADD38C,0.152400*%
+%TD*%
+%TA.AperFunction,Conductor*%
+%ADD39C,0.304800*%
+%TD*%
+G04 APERTURE END LIST*
+D10*
+%TO.P,R15-0,1*%
+%TO.N,Net-(U4-3Y)-0*%
+X13970008Y-102495000D03*
+%TO.P,R15-0,2*%
+%TO.N,/NeopixelMatrix/STRIP13-0*%
+X13970008Y-103515000D03*
+%TD*%
+D11*
+%TO.P,R13-0,1*%
+%TO.N,Net-(U4-1Y)-0*%
+X10662902Y-99719892D03*
+%TO.P,R13-0,2*%
+%TO.N,/NeopixelMatrix/STRIP9-0*%
+X9642902Y-99719892D03*
+%TD*%
+D10*
+%TO.P,R11-1,1*%
+%TO.N,Net-(U3-3Y)-1*%
+X49100008Y-96399999D03*
+%TO.P,R11-1,2*%
+%TO.N,/NeopixelMatrix/STRIP5-1*%
+X49100008Y-97419999D03*
+%TD*%
+D12*
+%TO.P,R1-1,1*%
+%TO.N,BOOTSEL-1*%
+X67110009Y-104020000D03*
+%TO.P,R1-1,2*%
+%TO.N,/QSPI_SS-1*%
+X68130009Y-104020000D03*
+%TD*%
+D13*
+%TO.P,REF\u002A\u002A-0,1*%
+%TO.N,GND-0*%
+X11192902Y-49749892D03*
+%TD*%
+D11*
+%TO.P,R5-1,1*%
+%TO.N,/USB_DP-1*%
+X70880009Y-96223000D03*
+%TO.P,R5-1,2*%
+%TO.N,Net-(U2-USB_DP)-1*%
+X69860009Y-96223000D03*
+%TD*%
+D14*
+%TO.P,REF\u002A\u002A-1,1*%
+%TO.N,GND-1*%
+X71092902Y-115049892D03*
+%TD*%
+D15*
+%TO.P,D4-1,1,A1*%
+%TO.N,GND-1*%
+X71392902Y-107749892D03*
+%TO.P,D4-1,2,A2*%
+%TO.N,/USB_DN-1*%
+X71392902Y-108719892D03*
+%TD*%
+D12*
+%TO.P,R3-0,1*%
+%TO.N,Net-(C2-Pad2)-0*%
+X21290009Y-98625000D03*
+%TO.P,R3-0,2*%
+%TO.N,/XOUT-0*%
+X22310009Y-98625000D03*
+%TD*%
+D16*
+%TO.P,C3-1,1*%
+%TO.N,+3V3-1*%
+X70100009Y-102704000D03*
+%TO.P,C3-1,2*%
+%TO.N,GND-1*%
+X70100009Y-103664000D03*
+%TD*%
+D17*
+%TO.P,U2-1,1,IOVDD*%
+%TO.N,+3V3-1*%
+X65100009Y-101737500D03*
+%TO.P,U2-1,2,GPIO0*%
+%TO.N,/TX-1*%
+X64700009Y-101737500D03*
+%TO.P,U2-1,3,GPIO1*%
+%TO.N,/RX-1*%
+X64300009Y-101737500D03*
+%TO.P,U2-1,4,GPIO2*%
+%TO.N,/SDA-1*%
+X63900009Y-101737500D03*
+%TO.P,U2-1,5,GPIO3*%
+%TO.N,/SCL-1*%
+X63500009Y-101737500D03*
+%TO.P,U2-1,6,GPIO4*%
+%TO.N,/~{SLEEP}-1*%
+X63100009Y-101737500D03*
+%TO.P,U2-1,7,GPIO5*%
+%TO.N,/~{DEBUG}-1*%
+X62700009Y-101737500D03*
+%TO.P,U2-1,8,GPIO6*%
+%TO.N,unconnected-(U2-GPIO6-Pad8)-1*%
+X62300009Y-101737500D03*
+%TO.P,U2-1,9,GPIO7*%
+%TO.N,/D7-1*%
+X61900009Y-101737500D03*
+%TO.P,U2-1,10,IOVDD*%
+%TO.N,+3V3-1*%
+X61500009Y-101737500D03*
+%TO.P,U2-1,11,GPIO8*%
+%TO.N,/D8-1*%
+X61100009Y-101737500D03*
+%TO.P,U2-1,12,GPIO9*%
+%TO.N,/D9-1*%
+X60700009Y-101737500D03*
+%TO.P,U2-1,13,GPIO10*%
+%TO.N,/D10-1*%
+X60300009Y-101737500D03*
+%TO.P,U2-1,14,GPIO11*%
+%TO.N,/D11-1*%
+X59900009Y-101737500D03*
+D18*
+%TO.P,U2-1,15,GPIO12*%
+%TO.N,/D12-1*%
+X59062509Y-100900000D03*
+%TO.P,U2-1,16,GPIO13*%
+%TO.N,/D13-1*%
+X59062509Y-100500000D03*
+%TO.P,U2-1,17,GPIO14*%
+%TO.N,/D14-1*%
+X59062509Y-100100000D03*
+%TO.P,U2-1,18,GPIO15*%
+%TO.N,/D15-1*%
+X59062509Y-99700000D03*
+%TO.P,U2-1,19,TESTEN*%
+%TO.N,GND-1*%
+X59062509Y-99300000D03*
+%TO.P,U2-1,20,XIN*%
+%TO.N,/XIN-1*%
+X59062509Y-98900000D03*
+%TO.P,U2-1,21,XOUT*%
+%TO.N,/XOUT-1*%
+X59062509Y-98500000D03*
+%TO.P,U2-1,22,IOVDD*%
+%TO.N,+3V3-1*%
+X59062509Y-98100000D03*
+%TO.P,U2-1,23,DVDD*%
+%TO.N,+1V1-1*%
+X59062509Y-97700000D03*
+%TO.P,U2-1,24,SWCLK*%
+%TO.N,/SWCLK-1*%
+X59062509Y-97300000D03*
+%TO.P,U2-1,25,SWD*%
+%TO.N,/SWD-1*%
+X59062509Y-96900000D03*
+%TO.P,U2-1,26,RUN*%
+%TO.N,~{RESET}-1*%
+X59062509Y-96500000D03*
+%TO.P,U2-1,27,GPIO16*%
+%TO.N,unconnected-(U2-GPIO16-Pad27)-1*%
+X59062509Y-96100000D03*
+%TO.P,U2-1,28,GPIO17*%
+%TO.N,/~{OE1}-1*%
+X59062509Y-95700000D03*
+D17*
+%TO.P,U2-1,29,GPIO18*%
+%TO.N,/SCK-1*%
+X59900009Y-94862500D03*
+%TO.P,U2-1,30,GPIO19*%
+%TO.N,/MOSI-1*%
+X60300009Y-94862500D03*
+%TO.P,U2-1,31,GPIO20*%
+%TO.N,/MISO-1*%
+X60700009Y-94862500D03*
+%TO.P,U2-1,32,GPIO21*%
+%TO.N,unconnected-(U2-GPIO21-Pad32)-1*%
+X61100009Y-94862500D03*
+%TO.P,U2-1,33,IOVDD*%
+%TO.N,+3V3-1*%
+X61500009Y-94862500D03*
+%TO.P,U2-1,34,GPIO22*%
+%TO.N,unconnected-(U2-GPIO22-Pad34)-1*%
+X61900009Y-94862500D03*
+%TO.P,U2-1,35,GPIO23*%
+%TO.N,unconnected-(U2-GPIO23-Pad35)-1*%
+X62300009Y-94862500D03*
+%TO.P,U2-1,36,GPIO24*%
+%TO.N,unconnected-(U2-GPIO24-Pad36)-1*%
+X62700009Y-94862500D03*
+%TO.P,U2-1,37,GPIO25*%
+%TO.N,unconnected-(U2-GPIO25-Pad37)-1*%
+X63100009Y-94862500D03*
+%TO.P,U2-1,38,GPIO26_ADC0*%
+%TO.N,/A0-1*%
+X63500009Y-94862500D03*
+%TO.P,U2-1,39,GPIO27_ADC1*%
+%TO.N,/A1-1*%
+X63900009Y-94862500D03*
+%TO.P,U2-1,40,GPIO28_ADC2*%
+%TO.N,/A2-1*%
+X64300009Y-94862500D03*
+%TO.P,U2-1,41,GPIO29_ADC3*%
+%TO.N,/A3-1*%
+X64700009Y-94862500D03*
+%TO.P,U2-1,42,IOVDD*%
+%TO.N,+3V3-1*%
+X65100009Y-94862500D03*
+D18*
+%TO.P,U2-1,43,ADC_AVDD*%
+X65937509Y-95700000D03*
+%TO.P,U2-1,44,VREG_IN*%
+X65937509Y-96100000D03*
+%TO.P,U2-1,45,VREG_VOUT*%
+%TO.N,+1V1-1*%
+X65937509Y-96500000D03*
+%TO.P,U2-1,46,USB_DM*%
+%TO.N,Net-(U2-USB_DM)-1*%
+X65937509Y-96900000D03*
+%TO.P,U2-1,47,USB_DP*%
+%TO.N,Net-(U2-USB_DP)-1*%
+X65937509Y-97300000D03*
+%TO.P,U2-1,48,USB_VDD*%
+%TO.N,+3V3-1*%
+X65937509Y-97700000D03*
+%TO.P,U2-1,49,IOVDD*%
+X65937509Y-98100000D03*
+%TO.P,U2-1,50,DVDD*%
+%TO.N,+1V1-1*%
+X65937509Y-98500000D03*
+%TO.P,U2-1,51,QSPI_SD3*%
+%TO.N,/QSPI_SD3-1*%
+X65937509Y-98900000D03*
+%TO.P,U2-1,52,QSPI_SCLK*%
+%TO.N,/QSPI_SCLK-1*%
+X65937509Y-99300000D03*
+%TO.P,U2-1,53,QSPI_SD0*%
+%TO.N,/QSPI_SD0-1*%
+X65937509Y-99700000D03*
+%TO.P,U2-1,54,QSPI_SD2*%
+%TO.N,/QSPI_SD2-1*%
+X65937509Y-100100000D03*
+%TO.P,U2-1,55,QSPI_SD1*%
+%TO.N,/QSPI_SD1-1*%
+X65937509Y-100500000D03*
+%TO.P,U2-1,56,QSPI_SS*%
+%TO.N,/QSPI_SS-1*%
+X65937509Y-100900000D03*
+D19*
+%TO.P,U2-1,57,GND*%
+%TO.N,GND-1*%
+X62500009Y-98300000D03*
+%TD*%
+D20*
+%TO.P,C14-0,1*%
+%TO.N,+3V3-0*%
+X22260009Y-97600000D03*
+%TO.P,C14-0,2*%
+%TO.N,GND-0*%
+X21300009Y-97600000D03*
+%TD*%
+D21*
+%TO.P,U1-0,1,~{CS}*%
+%TO.N,/QSPI_SS-0*%
+X33120009Y-101393000D03*
+%TO.P,U1-0,2,DO(IO1)*%
+%TO.N,/QSPI_SD1-0*%
+X33120009Y-100893000D03*
+%TO.P,U1-0,3,IO2*%
+%TO.N,/QSPI_SD2-0*%
+X33120009Y-100393000D03*
+%TO.P,U1-0,4,GND*%
+%TO.N,GND-0*%
+X33120009Y-99893000D03*
+%TO.P,U1-0,5,DI(IO0)*%
+%TO.N,/QSPI_SD0-0*%
+X35695009Y-99893000D03*
+%TO.P,U1-0,6,CLK*%
+%TO.N,/QSPI_SCLK-0*%
+X35695009Y-100393000D03*
+%TO.P,U1-0,7,IO3*%
+%TO.N,/QSPI_SD3-0*%
+X35695009Y-100893000D03*
+%TO.P,U1-0,8,VCC*%
+%TO.N,+3V3-0*%
+X35695009Y-101393000D03*
+D22*
+%TO.P,U1-0,9,EP*%
+%TO.N,GND-0*%
+X34407509Y-100643000D03*
+%TD*%
+D10*
+%TO.P,R4-0,1*%
+%TO.N,+3V3-0*%
+X22900009Y-93680000D03*
+%TO.P,R4-0,2*%
+%TO.N,~{RESET}-0*%
+X22900009Y-94700000D03*
+%TD*%
+D23*
+%TO.P,C16-0,1*%
+%TO.N,+3V3-0*%
+X15172902Y-107459892D03*
+%TO.P,C16-0,2*%
+%TO.N,GND-0*%
+X16722902Y-107459892D03*
+%TD*%
+D24*
+%TO.P,D2-1,1,A1*%
+%TO.N,GND-1*%
+X60985009Y-105500000D03*
+%TO.P,D2-1,2,A2*%
+%TO.N,+5V-1*%
+X60015009Y-105500000D03*
+%TD*%
+D25*
+%TO.P,U4-0,1,~{1OE}*%
+%TO.N,/D7-0*%
+X9865009Y-101845000D03*
+D26*
+%TO.P,U4-0,2,1A*%
+%TO.N,/D11-0*%
+X10300009Y-100910000D03*
+%TO.P,U4-0,3,1Y*%
+%TO.N,Net-(U4-1Y)-0*%
+X10800009Y-100910000D03*
+%TO.P,U4-0,4,~{2OE}*%
+%TO.N,/D7-0*%
+X11300009Y-100910000D03*
+%TO.P,U4-0,5,2A*%
+%TO.N,/D10-0*%
+X11800009Y-100910000D03*
+%TO.P,U4-0,6,2Y*%
+%TO.N,Net-(U4-2Y)-0*%
+X12300009Y-100910000D03*
+D25*
+%TO.P,U4-0,7,GND*%
+%TO.N,GND-0*%
+X12735009Y-101845000D03*
+%TO.P,U4-0,8,3Y*%
+%TO.N,Net-(U4-3Y)-0*%
+X12735009Y-102345000D03*
+D26*
+%TO.P,U4-0,9,3A*%
+%TO.N,/D9-0*%
+X12300009Y-103280000D03*
+%TO.P,U4-0,10,~{3OE}*%
+%TO.N,/D7-0*%
+X11800009Y-103280000D03*
+%TO.P,U4-0,11,4Y*%
+%TO.N,Net-(U4-4Y)-0*%
+X11300009Y-103280000D03*
+%TO.P,U4-0,12,4A*%
+%TO.N,/D8-0*%
+X10800009Y-103280000D03*
+%TO.P,U4-0,13,~{4OE}*%
+%TO.N,/D7-0*%
+X10300009Y-103280000D03*
+D25*
+%TO.P,U4-0,14,VCC*%
+%TO.N,+5V-0*%
+X9865009Y-102345000D03*
+%TD*%
+D16*
+%TO.P,C10-0,1*%
+%TO.N,+3V3-0*%
+X32100009Y-102100000D03*
+%TO.P,C10-0,2*%
+%TO.N,GND-0*%
+X32100009Y-103060000D03*
+%TD*%
+D11*
+%TO.P,R7-1,1*%
+%TO.N,/BOARD_ID-1*%
+X52742902Y-111049892D03*
+%TO.P,R7-1,2*%
+%TO.N,GND-1*%
+X51722902Y-111049892D03*
+%TD*%
+D23*
+%TO.P,C16-1,1*%
+%TO.N,+3V3-1*%
+X50172902Y-107459892D03*
+%TO.P,C16-1,2*%
+%TO.N,GND-1*%
+X51722902Y-107459892D03*
+%TD*%
+D10*
+%TO.P,R11-0,1*%
+%TO.N,Net-(U3-3Y)-0*%
+X14100008Y-96399999D03*
+%TO.P,R11-0,2*%
+%TO.N,/NeopixelMatrix/STRIP5-0*%
+X14100008Y-97419999D03*
+%TD*%
+D27*
+%TO.P,R10-0,1*%
+%TO.N,Net-(U3-2Y)-0*%
+X15350009Y-94413000D03*
+%TO.P,R10-0,2*%
+%TO.N,/NeopixelMatrix/STRIP3-0*%
+X15350009Y-93393000D03*
+%TD*%
+D17*
+%TO.P,U2-0,1,IOVDD*%
+%TO.N,+3V3-0*%
+X30100009Y-101737500D03*
+%TO.P,U2-0,2,GPIO0*%
+%TO.N,/TX-0*%
+X29700009Y-101737500D03*
+%TO.P,U2-0,3,GPIO1*%
+%TO.N,/RX-0*%
+X29300009Y-101737500D03*
+%TO.P,U2-0,4,GPIO2*%
+%TO.N,/SDA-0*%
+X28900009Y-101737500D03*
+%TO.P,U2-0,5,GPIO3*%
+%TO.N,/SCL-0*%
+X28500009Y-101737500D03*
+%TO.P,U2-0,6,GPIO4*%
+%TO.N,/~{SLEEP}-0*%
+X28100009Y-101737500D03*
+%TO.P,U2-0,7,GPIO5*%
+%TO.N,/~{DEBUG}-0*%
+X27700009Y-101737500D03*
+%TO.P,U2-0,8,GPIO6*%
+%TO.N,unconnected-(U2-GPIO6-Pad8)-0*%
+X27300009Y-101737500D03*
+%TO.P,U2-0,9,GPIO7*%
+%TO.N,/D7-0*%
+X26900009Y-101737500D03*
+%TO.P,U2-0,10,IOVDD*%
+%TO.N,+3V3-0*%
+X26500009Y-101737500D03*
+%TO.P,U2-0,11,GPIO8*%
+%TO.N,/D8-0*%
+X26100009Y-101737500D03*
+%TO.P,U2-0,12,GPIO9*%
+%TO.N,/D9-0*%
+X25700009Y-101737500D03*
+%TO.P,U2-0,13,GPIO10*%
+%TO.N,/D10-0*%
+X25300009Y-101737500D03*
+%TO.P,U2-0,14,GPIO11*%
+%TO.N,/D11-0*%
+X24900009Y-101737500D03*
+D18*
+%TO.P,U2-0,15,GPIO12*%
+%TO.N,/D12-0*%
+X24062509Y-100900000D03*
+%TO.P,U2-0,16,GPIO13*%
+%TO.N,/D13-0*%
+X24062509Y-100500000D03*
+%TO.P,U2-0,17,GPIO14*%
+%TO.N,/D14-0*%
+X24062509Y-100100000D03*
+%TO.P,U2-0,18,GPIO15*%
+%TO.N,/D15-0*%
+X24062509Y-99700000D03*
+%TO.P,U2-0,19,TESTEN*%
+%TO.N,GND-0*%
+X24062509Y-99300000D03*
+%TO.P,U2-0,20,XIN*%
+%TO.N,/XIN-0*%
+X24062509Y-98900000D03*
+%TO.P,U2-0,21,XOUT*%
+%TO.N,/XOUT-0*%
+X24062509Y-98500000D03*
+%TO.P,U2-0,22,IOVDD*%
+%TO.N,+3V3-0*%
+X24062509Y-98100000D03*
+%TO.P,U2-0,23,DVDD*%
+%TO.N,+1V1-0*%
+X24062509Y-97700000D03*
+%TO.P,U2-0,24,SWCLK*%
+%TO.N,/SWCLK-0*%
+X24062509Y-97300000D03*
+%TO.P,U2-0,25,SWD*%
+%TO.N,/SWD-0*%
+X24062509Y-96900000D03*
+%TO.P,U2-0,26,RUN*%
+%TO.N,~{RESET}-0*%
+X24062509Y-96500000D03*
+%TO.P,U2-0,27,GPIO16*%
+%TO.N,unconnected-(U2-GPIO16-Pad27)-0*%
+X24062509Y-96100000D03*
+%TO.P,U2-0,28,GPIO17*%
+%TO.N,/~{OE1}-0*%
+X24062509Y-95700000D03*
+D17*
+%TO.P,U2-0,29,GPIO18*%
+%TO.N,/SCK-0*%
+X24900009Y-94862500D03*
+%TO.P,U2-0,30,GPIO19*%
+%TO.N,/MOSI-0*%
+X25300009Y-94862500D03*
+%TO.P,U2-0,31,GPIO20*%
+%TO.N,/MISO-0*%
+X25700009Y-94862500D03*
+%TO.P,U2-0,32,GPIO21*%
+%TO.N,unconnected-(U2-GPIO21-Pad32)-0*%
+X26100009Y-94862500D03*
+%TO.P,U2-0,33,IOVDD*%
+%TO.N,+3V3-0*%
+X26500009Y-94862500D03*
+%TO.P,U2-0,34,GPIO22*%
+%TO.N,unconnected-(U2-GPIO22-Pad34)-0*%
+X26900009Y-94862500D03*
+%TO.P,U2-0,35,GPIO23*%
+%TO.N,unconnected-(U2-GPIO23-Pad35)-0*%
+X27300009Y-94862500D03*
+%TO.P,U2-0,36,GPIO24*%
+%TO.N,unconnected-(U2-GPIO24-Pad36)-0*%
+X27700009Y-94862500D03*
+%TO.P,U2-0,37,GPIO25*%
+%TO.N,unconnected-(U2-GPIO25-Pad37)-0*%
+X28100009Y-94862500D03*
+%TO.P,U2-0,38,GPIO26_ADC0*%
+%TO.N,/A0-0*%
+X28500009Y-94862500D03*
+%TO.P,U2-0,39,GPIO27_ADC1*%
+%TO.N,/A1-0*%
+X28900009Y-94862500D03*
+%TO.P,U2-0,40,GPIO28_ADC2*%
+%TO.N,/A2-0*%
+X29300009Y-94862500D03*
+%TO.P,U2-0,41,GPIO29_ADC3*%
+%TO.N,/A3-0*%
+X29700009Y-94862500D03*
+%TO.P,U2-0,42,IOVDD*%
+%TO.N,+3V3-0*%
+X30100009Y-94862500D03*
+D18*
+%TO.P,U2-0,43,ADC_AVDD*%
+X30937509Y-95700000D03*
+%TO.P,U2-0,44,VREG_IN*%
+X30937509Y-96100000D03*
+%TO.P,U2-0,45,VREG_VOUT*%
+%TO.N,+1V1-0*%
+X30937509Y-96500000D03*
+%TO.P,U2-0,46,USB_DM*%
+%TO.N,Net-(U2-USB_DM)-0*%
+X30937509Y-96900000D03*
+%TO.P,U2-0,47,USB_DP*%
+%TO.N,Net-(U2-USB_DP)-0*%
+X30937509Y-97300000D03*
+%TO.P,U2-0,48,USB_VDD*%
+%TO.N,+3V3-0*%
+X30937509Y-97700000D03*
+%TO.P,U2-0,49,IOVDD*%
+X30937509Y-98100000D03*
+%TO.P,U2-0,50,DVDD*%
+%TO.N,+1V1-0*%
+X30937509Y-98500000D03*
+%TO.P,U2-0,51,QSPI_SD3*%
+%TO.N,/QSPI_SD3-0*%
+X30937509Y-98900000D03*
+%TO.P,U2-0,52,QSPI_SCLK*%
+%TO.N,/QSPI_SCLK-0*%
+X30937509Y-99300000D03*
+%TO.P,U2-0,53,QSPI_SD0*%
+%TO.N,/QSPI_SD0-0*%
+X30937509Y-99700000D03*
+%TO.P,U2-0,54,QSPI_SD2*%
+%TO.N,/QSPI_SD2-0*%
+X30937509Y-100100000D03*
+%TO.P,U2-0,55,QSPI_SD1*%
+%TO.N,/QSPI_SD1-0*%
+X30937509Y-100500000D03*
+%TO.P,U2-0,56,QSPI_SS*%
+%TO.N,/QSPI_SS-0*%
+X30937509Y-100900000D03*
+D19*
+%TO.P,U2-0,57,GND*%
+%TO.N,GND-0*%
+X27500009Y-98300000D03*
+%TD*%
+D28*
+%TO.P,SW1-1,1,1*%
+%TO.N,GND-1*%
+X69742902Y-107879892D03*
+%TO.P,SW1-1,2,2*%
+X69742902Y-109149892D03*
+%TO.P,SW1-1,3,3*%
+%TO.N,BOOTSEL-1*%
+X63592902Y-109149892D03*
+%TO.P,SW1-1,4,4*%
+%TO.N,/~{DEBUG}-1*%
+X63592902Y-107879892D03*
+%TD*%
+D29*
+%TO.P,F2-1,1*%
+%TO.N,Net-(F2-Pad1)-1*%
+X51932902Y-109389892D03*
+%TO.P,F2-1,2*%
+%TO.N,+3V3-1*%
+X49007902Y-109389892D03*
+%TD*%
+D20*
+%TO.P,C1-0,1*%
+%TO.N,GND-0*%
+X22060009Y-99800000D03*
+%TO.P,C1-0,2*%
+%TO.N,/XIN-0*%
+X21100009Y-99800000D03*
+%TD*%
+D30*
+%TO.P,J2-0,1,1*%
+%TO.N,Net-(F1-Pad2)-0*%
+X19750009Y-108500000D03*
+%TO.P,J2-0,2,2*%
+X20250009Y-108500000D03*
+%TO.P,J2-0,3,3*%
+X20750009Y-108500000D03*
+%TO.P,J2-0,4,4*%
+%TO.N,/BOARD_ID-0*%
+X21250009Y-108500000D03*
+%TO.P,J2-0,5,5*%
+%TO.N,GND-0*%
+X21750009Y-108500000D03*
+%TO.P,J2-0,6,6*%
+X22250009Y-108500000D03*
+%TO.P,J2-0,7,7*%
+X22750009Y-108500000D03*
+%TO.P,J2-0,8,8*%
+%TO.N,/USB_DP-0*%
+X23250009Y-108500000D03*
+%TO.P,J2-0,9,9*%
+%TO.N,/USB_DN-0*%
+X23750009Y-108500000D03*
+%TO.P,J2-0,10,10*%
+%TO.N,GND-0*%
+X24250009Y-108500000D03*
+%TO.P,J2-0,11,11*%
+%TO.N,/~{SLEEP}-0*%
+X24750009Y-108500000D03*
+%TO.P,J2-0,12,12*%
+%TO.N,Net-(F2-Pad1)-0*%
+X25250009Y-108500000D03*
+D31*
+%TO.P,J2-0,S1,SHIELD*%
+%TO.N,GND-0*%
+X18750009Y-111000000D03*
+%TO.P,J2-0,S2,SHIELD__1*%
+X26250009Y-111000000D03*
+%TD*%
+D23*
+%TO.P,C15-1,1*%
+%TO.N,+5V-1*%
+X60225009Y-106700000D03*
+%TO.P,C15-1,2*%
+%TO.N,GND-1*%
+X61775009Y-106700000D03*
+%TD*%
+D32*
+%TO.P,C5-0,1*%
+%TO.N,+1V1-0*%
+X32900009Y-98315000D03*
+%TO.P,C5-0,2*%
+%TO.N,GND-0*%
+X33860009Y-98315000D03*
+%TD*%
+D25*
+%TO.P,U3-0,1,~{1OE}*%
+%TO.N,/~{OE1}-0*%
+X10065009Y-95650000D03*
+D26*
+%TO.P,U3-0,2,1A*%
+%TO.N,/D15-0*%
+X10500009Y-94715000D03*
+%TO.P,U3-0,3,1Y*%
+%TO.N,Net-(U3-1Y)-0*%
+X11000009Y-94715000D03*
+%TO.P,U3-0,4,~{2OE}*%
+%TO.N,/D7-0*%
+X11500009Y-94715000D03*
+%TO.P,U3-0,5,2A*%
+%TO.N,/D14-0*%
+X12000009Y-94715000D03*
+%TO.P,U3-0,6,2Y*%
+%TO.N,Net-(U3-2Y)-0*%
+X12500009Y-94715000D03*
+D25*
+%TO.P,U3-0,7,GND*%
+%TO.N,GND-0*%
+X12935009Y-95650000D03*
+%TO.P,U3-0,8,3Y*%
+%TO.N,Net-(U3-3Y)-0*%
+X12935009Y-96150000D03*
+D26*
+%TO.P,U3-0,9,3A*%
+%TO.N,/D13-0*%
+X12500009Y-97085000D03*
+%TO.P,U3-0,10,~{3OE}*%
+%TO.N,/D7-0*%
+X12000009Y-97085000D03*
+%TO.P,U3-0,11,4Y*%
+%TO.N,Net-(U3-4Y)-0*%
+X11500009Y-97085000D03*
+%TO.P,U3-0,12,4A*%
+%TO.N,/D12-0*%
+X11000009Y-97085000D03*
+%TO.P,U3-0,13,~{4OE}*%
+%TO.N,/D7-0*%
+X10500009Y-97085000D03*
+D25*
+%TO.P,U3-0,14,VCC*%
+%TO.N,+5V-0*%
+X10065009Y-96150000D03*
+%TD*%
+D33*
+%TO.P,C18-1,1*%
+%TO.N,+5V-1*%
+X43370008Y-102795000D03*
+%TO.P,C18-1,2*%
+%TO.N,GND-1*%
+X43370008Y-104345000D03*
+%TD*%
+D11*
+%TO.P,R6-1,1*%
+%TO.N,/USB_DN-1*%
+X70340009Y-95173000D03*
+%TO.P,R6-1,2*%
+%TO.N,Net-(U2-USB_DM)-1*%
+X69320009Y-95173000D03*
+%TD*%
+D28*
+%TO.P,SW1-0,1,1*%
+%TO.N,GND-0*%
+X34742902Y-107879892D03*
+%TO.P,SW1-0,2,2*%
+X34742902Y-109149892D03*
+%TO.P,SW1-0,3,3*%
+%TO.N,BOOTSEL-0*%
+X28592902Y-109149892D03*
+%TO.P,SW1-0,4,4*%
+%TO.N,/~{DEBUG}-0*%
+X28592902Y-107879892D03*
+%TD*%
+D11*
+%TO.P,R9-1,1*%
+%TO.N,Net-(U3-1Y)-1*%
+X45900009Y-93500000D03*
+%TO.P,R9-1,2*%
+%TO.N,/NeopixelMatrix/STRIP1-1*%
+X44880009Y-93500000D03*
+%TD*%
+D32*
+%TO.P,C6-0,1*%
+%TO.N,+1V1-0*%
+X32400009Y-95900000D03*
+%TO.P,C6-0,2*%
+%TO.N,GND-0*%
+X33360009Y-95900000D03*
+%TD*%
+D11*
+%TO.P,R2-0,1*%
+%TO.N,+3V3-0*%
+X34220009Y-102684000D03*
+%TO.P,R2-0,2*%
+%TO.N,/QSPI_SS-0*%
+X33200009Y-102684000D03*
+%TD*%
+D20*
+%TO.P,C14-1,1*%
+%TO.N,+3V3-1*%
+X57260009Y-97600000D03*
+%TO.P,C14-1,2*%
+%TO.N,GND-1*%
+X56300009Y-97600000D03*
+%TD*%
+D34*
+%TO.P,D3-1,1,A1*%
+%TO.N,GND-1*%
+X70957008Y-110585786D03*
+%TO.P,D3-1,2,A2*%
+%TO.N,/USB_DP-1*%
+X71642902Y-109899892D03*
+%TD*%
+D15*
+%TO.P,D5-1,1,A1*%
+%TO.N,GND-1*%
+X63032902Y-105369892D03*
+%TO.P,D5-1,2,A2*%
+%TO.N,/~{SLEEP}-1*%
+X63032902Y-106339892D03*
+%TD*%
+D35*
+%TO.P,KiKit_FID_B_2,*%
+%TO.N,*%
+X77000006Y-16500000D03*
+%TD*%
+D33*
+%TO.P,C17-0,1*%
+%TO.N,+5V-0*%
+X8600009Y-96700000D03*
+%TO.P,C17-0,2*%
+%TO.N,GND-0*%
+X8600009Y-98250000D03*
+%TD*%
+D16*
+%TO.P,C3-0,1*%
+%TO.N,+3V3-0*%
+X35100009Y-102704000D03*
+%TO.P,C3-0,2*%
+%TO.N,GND-0*%
+X35100009Y-103664000D03*
+%TD*%
+D11*
+%TO.P,R6-0,1*%
+%TO.N,/USB_DN-0*%
+X35340009Y-95173000D03*
+%TO.P,R6-0,2*%
+%TO.N,Net-(U2-USB_DM)-0*%
+X34320009Y-95173000D03*
+%TD*%
+%TO.P,R24-0,1*%
+%TO.N,GND-0*%
+X10392902Y-91879892D03*
+%TO.P,R24-0,2*%
+%TO.N,/~{OE1}-0*%
+X9372902Y-91879892D03*
+%TD*%
+D33*
+%TO.P,C17-1,1*%
+%TO.N,+5V-1*%
+X43600009Y-96700000D03*
+%TO.P,C17-1,2*%
+%TO.N,GND-1*%
+X43600009Y-98250000D03*
+%TD*%
+D16*
+%TO.P,C10-1,1*%
+%TO.N,+3V3-1*%
+X67100009Y-102100000D03*
+%TO.P,C10-1,2*%
+%TO.N,GND-1*%
+X67100009Y-103060000D03*
+%TD*%
+D27*
+%TO.P,R14-0,1*%
+%TO.N,Net-(U4-2Y)-0*%
+X13970008Y-101095000D03*
+%TO.P,R14-0,2*%
+%TO.N,/NeopixelMatrix/STRIP11-0*%
+X13970008Y-100075000D03*
+%TD*%
+D12*
+%TO.P,R1-0,1*%
+%TO.N,BOOTSEL-0*%
+X32110009Y-104020000D03*
+%TO.P,R1-0,2*%
+%TO.N,/QSPI_SS-0*%
+X33130009Y-104020000D03*
+%TD*%
+D27*
+%TO.P,R8-0,1*%
+%TO.N,GND-0*%
+X10042902Y-105419892D03*
+%TO.P,R8-0,2*%
+%TO.N,/D7-0*%
+X10042902Y-104399892D03*
+%TD*%
+D29*
+%TO.P,F2-0,1*%
+%TO.N,Net-(F2-Pad1)-0*%
+X16932902Y-109389892D03*
+%TO.P,F2-0,2*%
+%TO.N,+3V3-0*%
+X14007902Y-109389892D03*
+%TD*%
+D15*
+%TO.P,D1-0,1,A1*%
+%TO.N,GND-0*%
+X12622902Y-108709892D03*
+%TO.P,D1-0,2,A2*%
+%TO.N,+3V3-0*%
+X12622902Y-109679892D03*
+%TD*%
+D11*
+%TO.P,R7-0,1*%
+%TO.N,/BOARD_ID-0*%
+X17742902Y-111049892D03*
+%TO.P,R7-0,2*%
+%TO.N,GND-0*%
+X16722902Y-111049892D03*
+%TD*%
+D27*
+%TO.P,R14-1,1*%
+%TO.N,Net-(U4-2Y)-1*%
+X48970008Y-101095000D03*
+%TO.P,R14-1,2*%
+%TO.N,/NeopixelMatrix/STRIP11-1*%
+X48970008Y-100075000D03*
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+%TD*%
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+X11592902Y-17049892D03*
+%TD*%
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+%TO.N,GND-1*%
+X67692902Y-49749892D03*
+%TD*%
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diff --git a/RGB-Panel/jlcpcb/gerber/RGB-Panel-CuTop.gbr b/RGB-Panel/jlcpcb/gerber/RGB-Panel-CuTop.gbr
new file mode 100644
index 0000000..83f9d65
--- /dev/null
+++ b/RGB-Panel/jlcpcb/gerber/RGB-Panel-CuTop.gbr
@@ -0,0 +1,63801 @@
+%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*%
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+G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-01 01:10:39*
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+%TO.N,Net-(N13-DOUT)-0*%
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+%TO.N,Net-(N164-DOUT)-0*%
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+%TO.N,Net-(N163-DOUT)-0*%
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+%TO.N,Net-(N196-DOUT)-1*%
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+%TO.N,GND-1*%
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+%TD*%
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+%TO.P,N181-0,2,DOUT*%
+%TO.N,Net-(N181-DOUT)-0*%
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+%TO.N,GND-0*%
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+%TO.N,/NeopixelMatrix/STRIP11-0*%
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+%TD*%
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+%TO.N,+5V-1*%
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+%TO.P,N215-1,2,DOUT*%
+%TO.N,Net-(N215-DOUT)-1*%
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+%TO.P,N215-1,3,GND*%
+%TO.N,GND-1*%
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+%TO.P,N215-1,4,DIN*%
+%TO.N,Net-(N214-DOUT)-1*%
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+%TD*%
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+%TO.N,+5V-0*%
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new file mode 100644
index 0000000..19f2bb0
--- /dev/null
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diff --git a/RGB-Panel/jlcpcb/gerber/RGB-Panel-MaskTop.gbr b/RGB-Panel/jlcpcb/gerber/RGB-Panel-MaskTop.gbr
new file mode 100644
index 0000000..19b4783
--- /dev/null
+++ b/RGB-Panel/jlcpcb/gerber/RGB-Panel-MaskTop.gbr
@@ -0,0 +1,4480 @@
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diff --git a/RGB-Panel/jlcpcb/gerber/RGB-Panel-PasteBottom.gbr b/RGB-Panel/jlcpcb/gerber/RGB-Panel-PasteBottom.gbr
new file mode 100644
index 0000000..b9742e1
--- /dev/null
+++ b/RGB-Panel/jlcpcb/gerber/RGB-Panel-PasteBottom.gbr
@@ -0,0 +1,1081 @@
+%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*%
+%TF.CreationDate,2024-04-01T01:10:39-04:00*%
+%TF.ProjectId,RGB-Panel,5247422d-5061-46e6-956c-2e6b69636164,V3.0*%
+%TF.SameCoordinates,Original*%
+%TF.FileFunction,Paste,Bot*%
+%TF.FilePolarity,Positive*%
+%FSLAX46Y46*%
+G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
+G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-01 01:10:39*
+%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*
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diff --git a/RGB-Panel/jlcpcb/gerber/RGB-Panel-PasteTop.gbr b/RGB-Panel/jlcpcb/gerber/RGB-Panel-PasteTop.gbr
new file mode 100644
index 0000000..c3b8810
--- /dev/null
+++ b/RGB-Panel/jlcpcb/gerber/RGB-Panel-PasteTop.gbr
@@ -0,0 +1,3494 @@
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diff --git a/RGB-Panel/jlcpcb/gerber/RGB-Panel-SilkBottom.gbr b/RGB-Panel/jlcpcb/gerber/RGB-Panel-SilkBottom.gbr
new file mode 100644
index 0000000..4d2ff92
--- /dev/null
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index 0000000..98e3ede
--- /dev/null
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diff --git a/RGB-Panel/jlcpcb/gerber/RGB-Panel-VScore.gbr b/RGB-Panel/jlcpcb/gerber/RGB-Panel-VScore.gbr
new file mode 100644
index 0000000..c96af90
--- /dev/null
+++ b/RGB-Panel/jlcpcb/gerber/RGB-Panel-VScore.gbr
@@ -0,0 +1,14 @@
+%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*%
+%TF.CreationDate,2024-04-01T01:10:39-04:00*%
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+%TF.SameCoordinates,Original*%
+%TF.FileFunction,Other,Comment*%
+%FSLAX46Y46*%
+G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
+G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-01 01:10:39*
+%MOMM*%
+%LPD*%
+G01*
+G04 APERTURE LIST*
+G04 APERTURE END LIST*
+M02*
diff --git a/RGB-Panel/jlcpcb/production_files/BOM-RGB-Panel.csv b/RGB-Panel/jlcpcb/production_files/BOM-RGB-Panel.csv
new file mode 100644
index 0000000..7e8f693
--- /dev/null
+++ b/RGB-Panel/jlcpcb/production_files/BOM-RGB-Panel.csv
@@ -0,0 +1,248 @@
+Comment,Designator,Footprint,LCSC
+1k,"R1-0,R1-1,R3-0,R3-1",R_0402_1005Metric,C106235
+27,"R5-0,R5-1,R6-0,R6-1",R_0402_1005Metric,C138021
+180k,"R7-0,R7-1",R_0402_1005Metric,C138046
+100nF,"C10-0,C10-1,C11-0,C11-1,C12-0,C12-1,C13-0,C13-1,C14-0,C14-1,C3-0,C3-1,C4-0,C4-1,C5-0,C5-1,C7-0,C7-1,C9-0,C9-1",C_0402_1005Metric,C1525
+10uF,"C15-0,C15-1,C16-0,C16-1,C17-0,C17-1,C18-0,C18-1",C_0603_1608Metric,C19702
+RP2040,"U2-0,U2-1",QFN-56-1EP_7x7mm_P0.4mm_EP3.2x3.2mm,C2040
+A6H-2101,"SW1-0,SW1-1",SW_A6H-2101_OMR,C224990
+470,"R10-0,R10-1,R11-0,R11-1,R12-0,R12-1,R13-0,R13-1,R14-0,R14-1,R15-0,R15-1,R16-0,R16-1,R9-0,R9-1",R_0402_1005Metric,C25117
+W25Q16JVUXIQ ,"U1-0,U1-1",SON-8-1EP_3x2mm_P0.5mm_EP0.2x1.6mm,C2843335
+SK6805-EC14,"N1-0,N1-1,N10-0,N10-1,N100-0,N100-1,N101-0,N101-1,N102-0,N102-1,N103-0,N103-1,N104-0,N104-1,N105-0,N105-1,N106-0,N106-1,N107-0,N107-1,N108-0,N108-1,N109-0,N109-1,N11-0,N11-1,N110-0,N110-1,N111-0,N111-1,N112-0,N112-1,N113-0,N113-1,N114-0,N114-1,N115-0,N115-1,N116-0,N116-1,N117-0,N117-1,N118-0,N118-1,N119-0,N119-1,N12-0,N12-1,N120-0,N120-1,N121-0,N121-1,N122-0,N122-1,N123-0,N123-1,N124-0,N124-1,N125-0,N125-1,N126-0,N126-1,N127-0,N127-1,N128-0,N128-1,N129-0,N129-1,N13-0,N13-1,N130-0,N130-1,N131-0,N131-1,N132-0,N132-1,N133-0,N133-1,N134-0,N134-1,N135-0,N135-1,N136-0,N136-1,N137-0,N137-1,N138-0,N138-1,N139-0,N139-1,N14-0,N14-1,N140-0,N140-1,N141-0,N141-1,N142-0,N142-1,N143-0,N143-1,N144-0,N144-1,N145-0,N145-1,N146-0,N146-1,N147-0,N147-1,N148-0,N148-1,N149-0,N149-1,N15-0,N15-1,N150-0,N150-1,N151-0,N151-1,N152-0,N152-1,N153-0,N153-1,N154-0,N154-1,N155-0,N155-1,N156-0,N156-1,N157-0,N157-1,N158-0,N158-1,N159-0,N159-1,N16-0,N16-1,N160-0,N160-1,N161-0,N161-1,N162-0,N162-1,N163-0,N163-1,N164-0,N164-1,N165-0,N165-1,N166-0,N166-1,N167-0,N167-1,N168-0,N168-1,N169-0,N169-1,N17-0,N17-1,N170-0,N170-1,N171-0,N171-1,N172-0,N172-1,N173-0,N173-1,N174-0,N174-1,N175-0,N175-1,N176-0,N176-1,N177-0,N177-1,N178-0,N178-1,N179-0,N179-1,N18-0,N18-1,N180-0,N180-1,N181-0,N181-1,N182-0,N182-1,N183-0,N183-1,N184-0,N184-1,N185-0,N185-1,N186-0,N186-1,N187-0,N187-1,N188-0,N188-1,N189-0,N189-1,N19-0,N19-1,N190-0,N190-1,N191-0,N191-1,N192-0,N192-1,N193-0,N193-1,N194-0,N194-1,N195-0,N195-1,N196-0,N196-1,N197-0,N197-1,N198-0,N198-1,N199-0,N199-1,N2-0,N2-1,N20-0,N20-1,N200-0,N200-1,N201-0,N201-1,N202-0,N202-1,N203-0,N203-1,N204-0,N204-1,N205-0,N205-1,N206-0,N206-1,N207-0,N207-1,N208-0,N208-1,N209-0,N209-1,N21-0,N21-1,N210-0,N210-1,N211-0,N211-1,N212-0,N212-1,N213-0,N213-1,N214-0,N214-1,N215-0,N215-1,N216-0,N216-1,N217-0,N217-1,N218-0,N218-1,N219-0,N219-1,N22-0,N22-1,N220-0,N220-1,N221-0,N221-1,N222-0,N222-1,N223-0,N223-1,N224-0,N224-1,N225-0,N225-1,N226-0,N226-1,N227-0,N227-1,N228-0,N228-1,N229-0,N229-1,N23-0,N23-1,N230-0,N230-1,N231-0,N231-1,N232-0,N232-1,N233-0,N233-1,N234-0,N234-1,N235-0,N235-1,N236-0,N236-1,N237-0,N237-1,N238-0,N238-1,N239-0,N239-1,N24-0,N24-1,N240-0,N240-1,N241-0,N241-1,N242-0,N242-1,N243-0,N243-1,N244-0,N244-1,N245-0,N245-1,N246-0,N246-1,N247-0,N247-1,N248-0,N248-1,N249-0,N249-1,N25-0,N25-1,N250-0,N250-1,N251-0,N251-1,N252-0,N252-1,N253-0,N253-1,N254-0,N254-1,N255-0,N255-1,N256-0,N256-1,N257-0,N257-1,N258-0,N258-1,N259-0,N259-1,N26-0,N26-1,N260-0,N260-1,N261-0,N261-1,N262-0,N262-1,N263-0,N263-1,N264-0,N264-1,N265-0,N265-1,N266-0,N266-1,N267-0,N267-1,N268-0,N268-1,N269-0,N269-1,N27-0,N27-1,N270-0,N270-1,N271-0,N271-1,N272-0,N272-1,N273-0,N273-1,N274-0,N274-1,N275-0,N275-1,N276-0,N276-1,N277-0,N277-1,N278-0,N278-1,N279-0,N279-1,N28-0,N28-1,N280-0,N280-1,N281-0,N281-1,N282-0,N282-1,N283-0,N283-1,N284-0,N284-1,N285-0,N285-1,N286-0,N286-1,N287-0,N287-1,N288-0,N288-1,N29-0,N29-1,N3-0,N3-1,N30-0,N30-1,N31-0,N31-1,N32-0,N32-1,N33-0,N33-1,N34-0,N34-1,N35-0,N35-1,N36-0,N36-1,N37-0,N37-1,N38-0,N38-1,N39-0,N39-1,N4-0,N4-1,N40-0,N40-1,N41-0,N41-1,N42-0,N42-1,N43-0,N43-1,N44-0,N44-1,N45-0,N45-1,N46-0,N46-1,N47-0,N47-1,N48-0,N48-1,N49-0,N49-1,N5-0,N5-1,N50-0,N50-1,N51-0,N51-1,N52-0,N52-1,N53-0,N53-1,N54-0,N54-1,N55-0,N55-1,N56-0,N56-1,N57-0,N57-1,N58-0,N58-1,N59-0,N59-1,N6-0,N6-1,N60-0,N60-1,N61-0,N61-1,N62-0,N62-1,N63-0,N63-1,N64-0,N64-1,N65-0,N65-1,N66-0,N66-1,N67-0,N67-1,N68-0,N68-1,N69-0,N69-1,N7-0,N7-1,N70-0,N70-1,N71-0,N71-1,N72-0,N72-1,N73-0,N73-1,N74-0,N74-1,N75-0,N75-1,N76-0,N76-1,N77-0,N77-1,N78-0,N78-1,N79-0,N79-1,N8-0,N8-1,N80-0,N80-1,N81-0,N81-1,N82-0,N82-1,N83-0,N83-1,N84-0,N84-1,N85-0,N85-1,N86-0,N86-1,N87-0,N87-1,N88-0,N88-1,N89-0,N89-1,N9-0,N9-1,N90-0,N90-1,N91-0,N91-1,N92-0,N92-1,N93-0,N93-1,N94-0,N94-1,N95-0,N95-1,N96-0,N96-1,N97-0,N97-1,N98-0,N98-1,N99-0,N99-1",SK6805-EC14,C2909055
+1uF,"C6-0,C6-1,C8-0,C8-1",C_0402_1005Metric,C29266
+FH34SRJ-12S-0.5SH_50_,"J2-0,J2-1",HRS_FH34SRJ-12S-0.5SH_50_,C424659
+D_TVS,"D1-0,D1-1,D2-0,D2-1,D3-0,D3-1,D4-0,D4-1,D5-0,D5-1",D_0402_1005Metric,C468904
+74AHC125BQ_115,"U3-0,U3-1,U4-0,U4-1",QFN50P300X250X100-15N,C554218
+10k,"R2-0,R2-1,R24-0,R24-1,R4-0,R4-1,R8-0,R8-1",R_0402_1005Metric,C60490
+12.000MHz,"Y1-0,Y1-1",Crystal_SMD_3225-4Pin_3.2x2.5mm,C7294551
+15pF,"C1-0,C1-1,C2-0,C2-1",C_0402_1005Metric,C76950
+Polyfuse 600mA,"F1-0,F1-1",R_1206_3216Metric,C883122
+Polyfuse 200mA,"F2-0,F2-1",R_1206_3216Metric,C910826
+Fiducial,KiKit_FID_B_4,Fiducial,
+Fiducial,KiKit_FID_B_2,Fiducial,
+Fiducial,KiKit_FID_B_3,Fiducial,
+Fiducial,KiKit_FID_B_1,Fiducial,
+NPTH,KiKit_MB_48_6,NPTH,
+NPTH,KiKit_MB_32_2,NPTH,
+NPTH,KiKit_MB_34_2,NPTH,
+NPTH,KiKit_MB_27_2,NPTH,
+NPTH,KiKit_MB_39_2,NPTH,
+NPTH,KiKit_MB_46_7,NPTH,
+NPTH,KiKit_MB_34_4,NPTH,
+NPTH,KiKit_MB_37_4,NPTH,
+NPTH,KiKit_MB_25_1,NPTH,
+NPTH,KiKit_MB_45_5,NPTH,
+NPTH,KiKit_MB_38_4,NPTH,
+NPTH,KiKit_MB_41_1,NPTH,
+NPTH,KiKit_MB_36_1,NPTH,
+NPTH,KiKit_MB_33_4,NPTH,
+NPTH,KiKit_MB_48_2,NPTH,
+NPTH,KiKit_MB_12_4,NPTH,
+Fiducial,KiKit_FID_T_3,Fiducial,
+NPTH,KiKit_MB_25_4,NPTH,
+NPTH,KiKit_MB_40_4,NPTH,
+NPTH,KiKit_MB_48_7,NPTH,
+NPTH,KiKit_MB_23_2,NPTH,
+NPTH,KiKit_MB_21_2,NPTH,
+NPTH,KiKit_MB_5_4,NPTH,
+NPTH,KiKit_TO_3,NPTH,
+NPTH,KiKit_MB_9_3,NPTH,
+NPTH,KiKit_MB_3_1,NPTH,
+NPTH,KiKit_MB_36_3,NPTH,
+NPTH,KiKit_MB_21_1,NPTH,
+NPTH,KiKit_MB_43_3,NPTH,
+NPTH,KiKit_MB_41_3,NPTH,
+NPTH,KiKit_MB_14_3,NPTH,
+NPTH,KiKit_MB_16_2,NPTH,
+NPTH,KiKit_MB_20_1,NPTH,
+NPTH,KiKit_MB_29_2,NPTH,
+NPTH,KiKit_MB_17_2,NPTH,
+NPTH,KiKit_MB_38_2,NPTH,
+NPTH,KiKit_MB_10_1,NPTH,
+NPTH,KiKit_MB_47_4,NPTH,
+NPTH,KiKit_MB_45_7,NPTH,
+NPTH,KiKit_MB_46_5,NPTH,
+NPTH,KiKit_MB_4_3,NPTH,
+NPTH,KiKit_MB_23_4,NPTH,
+NPTH,KiKit_MB_23_1,NPTH,
+NPTH,KiKit_MB_8_1,NPTH,
+NPTH,KiKit_MB_39_3,NPTH,
+NPTH,KiKit_MB_42_2,NPTH,
+NPTH,KiKit_MB_5_3,NPTH,
+NPTH,KiKit_MB_42_4,NPTH,
+NPTH,KiKit_MB_43_4,NPTH,
+Fiducial,KiKit_FID_T_1,Fiducial,
+NPTH,KiKit_MB_24_3,NPTH,
+NPTH,KiKit_MB_14_4,NPTH,
+NPTH,KiKit_MB_25_3,NPTH,
+NPTH,KiKit_MB_46_2,NPTH,
+NPTH,KiKit_MB_26_1,NPTH,
+NPTH,KiKit_MB_5_1,NPTH,
+NPTH,KiKit_MB_4_4,NPTH,
+NPTH,KiKit_MB_7_1,NPTH,
+NPTH,KiKit_MB_44_3,NPTH,
+NPTH,KiKit_MB_31_2,NPTH,
+NPTH,KiKit_MB_31_1,NPTH,
+NPTH,KiKit_MB_27_3,NPTH,
+NPTH,KiKit_MB_10_3,NPTH,
+NPTH,KiKit_MB_4_2,NPTH,
+NPTH,KiKit_MB_19_1,NPTH,
+NPTH,KiKit_MB_12_2,NPTH,
+NPTH,KiKit_MB_13_1,NPTH,
+NPTH,KiKit_MB_3_4,NPTH,
+NPTH,KiKit_MB_23_3,NPTH,
+NPTH,KiKit_MB_48_4,NPTH,
+NPTH,KiKit_MB_47_1,NPTH,
+NPTH,KiKit_MB_35_3,NPTH,
+NPTH,KiKit_MB_38_1,NPTH,
+NPTH,KiKit_MB_34_1,NPTH,
+NPTH,KiKit_MB_24_1,NPTH,
+NPTH,KiKit_MB_44_1,NPTH,
+NPTH,KiKit_TO_1,NPTH,
+NPTH,KiKit_MB_20_2,NPTH,
+NPTH,KiKit_MB_47_2,NPTH,
+NPTH,KiKit_MB_10_4,NPTH,
+NPTH,KiKit_MB_24_2,NPTH,
+NPTH,KiKit_MB_6_2,NPTH,
+NPTH,KiKit_MB_28_2,NPTH,
+NPTH,KiKit_MB_41_5,NPTH,
+NPTH,KiKit_MB_11_3,NPTH,
+NPTH,KiKit_MB_32_3,NPTH,
+NPTH,KiKit_MB_42_3,NPTH,
+NPTH,KiKit_MB_28_4,NPTH,
+NPTH,KiKit_MB_15_4,NPTH,
+NPTH,KiKit_MB_41_4,NPTH,
+NPTH,KiKit_MB_37_3,NPTH,
+NPTH,KiKit_MB_29_1,NPTH,
+NPTH,KiKit_MB_17_1,NPTH,
+NPTH,KiKit_MB_12_3,NPTH,
+NPTH,KiKit_MB_45_6,NPTH,
+NPTH,KiKit_MB_43_6,NPTH,
+NPTH,KiKit_MB_15_1,NPTH,
+NPTH,KiKit_MB_47_6,NPTH,
+NPTH,KiKit_MB_45_2,NPTH,
+NPTH,KiKit_MB_1_4,NPTH,
+NPTH,KiKit_MB_7_4,NPTH,
+NPTH,KiKit_MB_47_5,NPTH,
+NPTH,KiKit_MB_31_3,NPTH,
+NPTH,KiKit_MB_26_2,NPTH,
+NPTH,KiKit_MB_26_3,NPTH,
+NPTH,KiKit_MB_3_3,NPTH,
+NPTH,KiKit_MB_2_4,NPTH,
+NPTH,KiKit_MB_35_4,NPTH,
+NPTH,KiKit_MB_42_1,NPTH,
+NPTH,KiKit_MB_44_2,NPTH,
+NPTH,KiKit_MB_9_4,NPTH,
+NPTH,KiKit_MB_10_2,NPTH,
+NPTH,KiKit_MB_42_7,NPTH,
+NPTH,KiKit_MB_18_1,NPTH,
+NPTH,KiKit_MB_31_4,NPTH,
+NPTH,KiKit_MB_7_3,NPTH,
+NPTH,KiKit_TO_2,NPTH,
+NPTH,KiKit_MB_47_7,NPTH,
+NPTH,KiKit_MB_43_2,NPTH,
+NPTH,KiKit_MB_43_7,NPTH,
+NPTH,KiKit_MB_29_4,NPTH,
+NPTH,KiKit_MB_3_2,NPTH,
+NPTH,KiKit_MB_35_2,NPTH,
+NPTH,KiKit_MB_18_2,NPTH,
+NPTH,KiKit_MB_26_4,NPTH,
+NPTH,KiKit_MB_39_1,NPTH,
+NPTH,KiKit_MB_35_1,NPTH,
+NPTH,KiKit_MB_33_1,NPTH,
+NPTH,KiKit_MB_41_2,NPTH,
+NPTH,KiKit_MB_29_3,NPTH,
+NPTH,KiKit_MB_40_1,NPTH,
+NPTH,KiKit_MB_40_2,NPTH,
+NPTH,KiKit_MB_28_3,NPTH,
+NPTH,KiKit_MB_1_3,NPTH,
+NPTH,KiKit_MB_33_3,NPTH,
+NPTH,KiKit_MB_2_3,NPTH,
+NPTH,KiKit_MB_22_4,NPTH,
+NPTH,KiKit_MB_30_3,NPTH,
+NPTH,KiKit_MB_44_4,NPTH,
+NPTH,KiKit_MB_8_4,NPTH,
+Fiducial,KiKit_FID_T_4,Fiducial,
+NPTH,KiKit_MB_14_2,NPTH,
+NPTH,KiKit_MB_47_3,NPTH,
+NPTH,KiKit_MB_42_6,NPTH,
+NPTH,KiKit_MB_16_3,NPTH,
+NPTH,KiKit_MB_44_7,NPTH,
+NPTH,KiKit_MB_16_1,NPTH,
+NPTH,KiKit_MB_24_4,NPTH,
+NPTH,KiKit_MB_36_2,NPTH,
+NPTH,KiKit_MB_46_4,NPTH,
+NPTH,KiKit_MB_17_4,NPTH,
+NPTH,KiKit_MB_13_2,NPTH,
+NPTH,KiKit_MB_30_4,NPTH,
+NPTH,KiKit_MB_30_2,NPTH,
+NPTH,KiKit_MB_9_2,NPTH,
+NPTH,KiKit_MB_2_2,NPTH,
+NPTH,KiKit_MB_11_2,NPTH,
+NPTH,KiKit_TO_4,NPTH,
+NPTH,KiKit_MB_13_3,NPTH,
+NPTH,KiKit_MB_27_4,NPTH,
+NPTH,KiKit_MB_22_3,NPTH,
+NPTH,KiKit_MB_30_1,NPTH,
+Fiducial,KiKit_FID_T_2,Fiducial,
+NPTH,KiKit_MB_6_4,NPTH,
+NPTH,KiKit_MB_20_4,NPTH,
+NPTH,KiKit_MB_19_3,NPTH,
+NPTH,KiKit_MB_19_4,NPTH,
+NPTH,KiKit_MB_1_2,NPTH,
+NPTH,KiKit_MB_21_3,NPTH,
+NPTH,KiKit_MB_37_2,NPTH,
+NPTH,KiKit_MB_18_3,NPTH,
+NPTH,KiKit_MB_19_2,NPTH,
+NPTH,KiKit_MB_6_3,NPTH,
+NPTH,KiKit_MB_48_1,NPTH,
+NPTH,KiKit_MB_43_1,NPTH,
+NPTH,KiKit_MB_8_3,NPTH,
+NPTH,KiKit_MB_43_5,NPTH,
+NPTH,KiKit_MB_39_4,NPTH,
+NPTH,KiKit_MB_11_4,NPTH,
+NPTH,KiKit_MB_41_7,NPTH,
+NPTH,KiKit_MB_14_1,NPTH,
+NPTH,KiKit_MB_17_3,NPTH,
+NPTH,KiKit_MB_32_1,NPTH,
+NPTH,KiKit_MB_16_4,NPTH,
+NPTH,KiKit_MB_28_1,NPTH,
+NPTH,KiKit_MB_15_2,NPTH,
+NPTH,KiKit_MB_42_5,NPTH,
+NPTH,KiKit_MB_36_4,NPTH,
+NPTH,KiKit_MB_21_4,NPTH,
+NPTH,KiKit_MB_32_4,NPTH,
+NPTH,KiKit_MB_6_1,NPTH,
+NPTH,KiKit_MB_8_2,NPTH,
+NPTH,KiKit_MB_46_6,NPTH,
+NPTH,KiKit_MB_37_1,NPTH,
+NPTH,KiKit_MB_20_3,NPTH,
+NPTH,KiKit_MB_45_4,NPTH,
+NPTH,KiKit_MB_48_5,NPTH,
+NPTH,KiKit_MB_1_1,NPTH,
+NPTH,KiKit_MB_27_1,NPTH,
+NPTH,KiKit_MB_2_1,NPTH,
+NPTH,KiKit_MB_11_1,NPTH,
+NPTH,KiKit_MB_5_2,NPTH,
+NPTH,KiKit_MB_9_1,NPTH,
+NPTH,KiKit_MB_46_3,NPTH,
+NPTH,KiKit_MB_34_3,NPTH,
+NPTH,KiKit_MB_38_3,NPTH,
+NPTH,KiKit_MB_22_1,NPTH,
+NPTH,KiKit_MB_15_3,NPTH,
+NPTH,KiKit_MB_25_2,NPTH,
+NPTH,KiKit_MB_13_4,NPTH,
+NPTH,KiKit_MB_48_3,NPTH,
+NPTH,KiKit_MB_22_2,NPTH,
+NPTH,KiKit_MB_40_3,NPTH,
+NPTH,KiKit_MB_12_1,NPTH,
+NPTH,KiKit_MB_41_6,NPTH,
+NPTH,KiKit_MB_44_5,NPTH,
+NPTH,KiKit_MB_4_1,NPTH,
+NPTH,KiKit_MB_45_1,NPTH,
+NPTH,KiKit_MB_46_1,NPTH,
+NPTH,KiKit_MB_44_6,NPTH,
+NPTH,KiKit_MB_18_4,NPTH,
+NPTH,KiKit_MB_45_3,NPTH,
+NPTH,KiKit_MB_33_2,NPTH,
+NPTH,KiKit_MB_7_2,NPTH,
diff --git a/RGB-Panel/jlcpcb/production_files/CPL-RGB-Panel.csv b/RGB-Panel/jlcpcb/production_files/CPL-RGB-Panel.csv
new file mode 100644
index 0000000..47793b8
--- /dev/null
+++ b/RGB-Panel/jlcpcb/production_files/CPL-RGB-Panel.csv
@@ -0,0 +1,903 @@
+Designator,Val,Package,Mid X,Mid Y,Rotation,Layer
+C1-0,15pF,C_0402_1005Metric,21.580009,-99.8,0.0,bottom
+C1-1,15pF,C_0402_1005Metric,56.580009,-99.8,0.0,bottom
+C2-0,15pF,C_0402_1005Metric,19.420009,-96.35,180.0,bottom
+C2-1,15pF,C_0402_1005Metric,54.420009,-96.35,180.0,bottom
+C3-0,100nF,C_0402_1005Metric,35.100009,-103.184,270.0,bottom
+C3-1,100nF,C_0402_1005Metric,70.100009,-103.184,270.0,bottom
+C4-0,100nF,C_0402_1005Metric,21.780009,-96.625,0.0,bottom
+C4-1,100nF,C_0402_1005Metric,56.780009,-96.625,0.0,bottom
+C5-0,100nF,C_0402_1005Metric,33.380009,-98.315,180.0,bottom
+C5-1,100nF,C_0402_1005Metric,68.380009,-98.315,180.0,bottom
+C6-0,1uF,C_0402_1005Metric,32.880009,-95.9,180.0,bottom
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diff --git a/RGB-Panel/jlcpcb/production_files/GERBER-RGB-Panel.zip b/RGB-Panel/jlcpcb/production_files/GERBER-RGB-Panel.zip
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diff --git a/RGB-Panel/jlcpcb/project.db b/RGB-Panel/jlcpcb/project.db
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index 0000000..ef2f1aa
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diff --git a/bom/ibom.html b/bom/ibom.html
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index 0000000..42f1f19
--- /dev/null
+++ b/bom/ibom.html
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+<!DOCTYPE html>
+<html lang="en">
+
+<head>
+  <meta charset="UTF-8">
+  <meta name="viewport" content="width=device-width, initial-scale=1.0">
+  <title>Interactive BOM for KiCAD</title>
+  <style type="text/css">
+:root {
+  --pcb-edge-color: black;
+  --pad-color: #878787;
+  --pad-hole-color: #CCCCCC;
+  --pad-color-highlight: #D04040;
+  --pad-color-highlight-both: #D0D040;
+  --pad-color-highlight-marked: #44a344;
+  --pin1-outline-color: #ffb629;
+  --pin1-outline-color-highlight: #ffb629;
+  --pin1-outline-color-highlight-both: #fcbb39;
+  --pin1-outline-color-highlight-marked: #fdbe41;
+  --silkscreen-edge-color: #aa4;
+  --silkscreen-polygon-color: #4aa;
+  --silkscreen-text-color: #4aa;
+  --fabrication-edge-color: #907651;
+  --fabrication-polygon-color: #907651;
+  --fabrication-text-color: #a27c24;
+  --track-color: #def5f1;
+  --track-color-highlight: #D04040;
+  --zone-color: #def5f1;
+  --zone-color-highlight: #d0404080;
+}
+
+html,
+body {
+  margin: 0px;
+  height: 100%;
+  font-family: Verdana, sans-serif;
+}
+
+.dark.topmostdiv {
+  --pcb-edge-color: #eee;
+  --pad-color: #808080;
+  --pin1-outline-color: #ffa800;
+  --pin1-outline-color-highlight: #ccff00;
+  --track-color: #42524f;
+  --zone-color: #42524f;
+  background-color: #252c30;
+  color: #eee;
+}
+
+button {
+  background-color: #eee;
+  border: 1px solid #888;
+  color: black;
+  height: 44px;
+  width: 44px;
+  text-align: center;
+  text-decoration: none;
+  display: inline-block;
+  font-size: 14px;
+  font-weight: bolder;
+}
+
+.dark button {
+  /* This will be inverted */
+  background-color: #c3b7b5;
+}
+
+button.depressed {
+  background-color: #0a0;
+  color: white;
+}
+
+.dark button.depressed {
+  /* This will be inverted */
+  background-color: #b3b;
+}
+
+button:focus {
+  outline: 0;
+}
+
+button#tb-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.32 290.12h5.82M1.32 291.45h5.82' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 292.5v4.23M.26 292.63H8.2' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='1.35' y='295.73'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
+}
+
+button#lr-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.06 290.12H3.7m-2.64 1.33H3.7m-2.64 1.32H3.7m-2.64 1.3H3.7m-2.64 1.33H3.7' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 288.8v7.94m0-4.11h3.96' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='5.11' y='291.96'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
+}
+
+button#bom-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)' fill='none' stroke='%23000' stroke-width='.4'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' stroke-linejoin='round'/%3E%3Cpath d='M1.59 290.12h5.29M1.59 291.45h5.33M1.59 292.75h5.33M1.59 294.09h5.33M1.59 295.41h5.33'/%3E%3C/g%3E%3C/svg%3E");
+}
+
+button#bom-grouped-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m4 0h5m4 0h3M6.1 22h3m3.9 0h5m4 0h4m-16-8h4m4 0h4'/%3E%3Cpath stroke-linecap='null' d='M5 17.5h22M5 26.6h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
+}
+
+button#bom-ungrouped-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m-4 8h3m-3 8h4'/%3E%3Cpath stroke-linecap='null' d='M5 13.5h22m-22 8h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
+}
+
+button#bom-netlist-btn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg fill='none' stroke='%23000' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-width='2' d='M6 26l6-6v-8m13.8-6.3l-6 6v8'/%3E%3Ccircle cx='11.8' cy='9.5' r='2.8' stroke-width='2'/%3E%3Ccircle cx='19.8' cy='22.8' r='2.8' stroke-width='2'/%3E%3C/g%3E%3C/svg%3E");
+}
+
+button#copy {
+  background-image: url("data:image/svg+xml,%3Csvg height='48' viewBox='0 0 48 48' width='48' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 0h48v48h-48z' fill='none'/%3E%3Cpath d='M32 2h-24c-2.21 0-4 1.79-4 4v28h4v-28h24v-4zm6 8h-22c-2.21 0-4 1.79-4 4v28c0 2.21 1.79 4 4 4h22c2.21 0 4-1.79 4-4v-28c0-2.21-1.79-4-4-4zm0 32h-22v-28h22v28z'/%3E%3C/svg%3E");
+  background-position: 6px 6px;
+  background-repeat: no-repeat;
+  background-size: 26px 26px;
+  border-radius: 6px;
+  height: 40px;
+  width: 40px;
+  margin: 10px 5px;
+}
+
+button#copy:active {
+  box-shadow: inset 0px 0px 5px #6c6c6c;
+}
+
+textarea.clipboard-temp {
+  position: fixed;
+  top: 0;
+  left: 0;
+  width: 2em;
+  height: 2em;
+  padding: 0;
+  border: None;
+  outline: None;
+  box-shadow: None;
+  background: transparent;
+}
+
+.left-most-button {
+  border-right: 0;
+  border-top-left-radius: 6px;
+  border-bottom-left-radius: 6px;
+}
+
+.middle-button {
+  border-right: 0;
+}
+
+.right-most-button {
+  border-top-right-radius: 6px;
+  border-bottom-right-radius: 6px;
+}
+
+.button-container {
+  font-size: 0;
+  margin: 0.4rem 0.4rem 0.4rem 0;
+}
+
+.dark .button-container {
+  filter: invert(1);
+}
+
+.button-container button {
+  background-size: 32px 32px;
+  background-position: 5px 5px;
+  background-repeat: no-repeat;
+}
+
+@media print {
+  .hideonprint {
+    display: none;
+  }
+}
+
+canvas {
+  cursor: crosshair;
+}
+
+canvas:active {
+  cursor: grabbing;
+}
+
+.fileinfo {
+  width: 100%;
+  max-width: 1000px;
+  border: none;
+  padding: 3px;
+}
+
+.fileinfo .title {
+  font-size: 20pt;
+  font-weight: bold;
+}
+
+.fileinfo td {
+  overflow: hidden;
+  white-space: nowrap;
+  max-width: 1px;
+  width: 50%;
+  text-overflow: ellipsis;
+}
+
+.bom {
+  border-collapse: collapse;
+  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
+  font-size: 10pt;
+  table-layout: fixed;
+  width: 100%;
+  margin-top: 1px;
+  position: relative;
+}
+
+.bom th,
+.bom td {
+  border: 1px solid black;
+  padding: 5px;
+  word-wrap: break-word;
+  text-align: center;
+  position: relative;
+}
+
+.dark .bom th,
+.dark .bom td {
+  border: 1px solid #777;
+}
+
+.bom th {
+  background-color: #CCCCCC;
+  background-clip: padding-box;
+}
+
+.dark .bom th {
+  background-color: #3b4749;
+}
+
+.bom tr.highlighted:nth-child(n) {
+  background-color: #cfc;
+}
+
+.dark .bom tr.highlighted:nth-child(n) {
+  background-color: #226022;
+}
+
+.bom tr:nth-child(even) {
+  background-color: #f2f2f2;
+}
+
+.dark .bom tr:nth-child(even) {
+  background-color: #313b40;
+}
+
+.bom tr.checked {
+  color: #1cb53d;
+}
+
+.dark .bom tr.checked {
+  color: #2cce54;
+}
+
+.bom tr {
+  transition: background-color 0.2s;
+}
+
+.bom .numCol {
+  width: 30px;
+}
+
+.bom .value {
+  width: 15%;
+}
+
+.bom .quantity {
+  width: 65px;
+}
+
+.bom th .sortmark {
+  position: absolute;
+  right: 1px;
+  top: 1px;
+  margin-top: -5px;
+  border-width: 5px;
+  border-style: solid;
+  border-color: transparent transparent #221 transparent;
+  transform-origin: 50% 85%;
+  transition: opacity 0.2s, transform 0.4s;
+}
+
+.dark .bom th .sortmark {
+  filter: invert(1);
+}
+
+.bom th .sortmark.none {
+  opacity: 0;
+}
+
+.bom th .sortmark.desc {
+  transform: rotate(180deg);
+}
+
+.bom th:hover .sortmark.none {
+  opacity: 0.5;
+}
+
+.bom .bom-checkbox {
+  width: 30px;
+  position: relative;
+  user-select: none;
+  -moz-user-select: none;
+}
+
+.bom .bom-checkbox:before {
+  content: "";
+  position: absolute;
+  border-width: 15px;
+  border-style: solid;
+  border-color: #51829f transparent transparent transparent;
+  visibility: hidden;
+  top: -15px;
+}
+
+.bom .bom-checkbox:after {
+  content: "Double click to set/unset all";
+  position: absolute;
+  color: white;
+  top: -35px;
+  left: -26px;
+  background: #51829f;
+  padding: 5px 15px;
+  border-radius: 8px;
+  white-space: nowrap;
+  visibility: hidden;
+}
+
+.bom .bom-checkbox:hover:before,
+.bom .bom-checkbox:hover:after {
+  visibility: visible;
+  transition: visibility 0.2s linear 1s;
+}
+
+.split {
+  -webkit-box-sizing: border-box;
+  -moz-box-sizing: border-box;
+  box-sizing: border-box;
+  overflow-y: auto;
+  overflow-x: hidden;
+  background-color: inherit;
+}
+
+.split.split-horizontal,
+.gutter.gutter-horizontal {
+  height: 100%;
+  float: left;
+}
+
+.gutter {
+  background-color: #ddd;
+  background-repeat: no-repeat;
+  background-position: 50%;
+  transition: background-color 0.3s;
+}
+
+.dark .gutter {
+  background-color: #777;
+}
+
+.gutter.gutter-horizontal {
+  background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAeCAYAAADkftS9AAAAIklEQVQoU2M4c+bMfxAGAgYYmwGrIIiDjrELjpo5aiZeMwF+yNnOs5KSvgAAAABJRU5ErkJggg==');
+  cursor: ew-resize;
+  width: 5px;
+}
+
+.gutter.gutter-vertical {
+  background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAFAQMAAABo7865AAAABlBMVEVHcEzMzMzyAv2sAAAAAXRSTlMAQObYZgAAABBJREFUeF5jOAMEEAIEEFwAn3kMwcB6I2AAAAAASUVORK5CYII=');
+  cursor: ns-resize;
+  height: 5px;
+}
+
+.searchbox {
+  float: left;
+  height: 40px;
+  margin: 10px 5px;
+  padding: 12px 32px;
+  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
+  font-size: 18px;
+  box-sizing: border-box;
+  border: 1px solid #888;
+  border-radius: 6px;
+  outline: none;
+  background-color: #eee;
+  transition: background-color 0.2s, border 0.2s;
+  background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAABNklEQVQ4T8XSMUvDQBQH8P/LElFa/AIZHcTBQSz0I/gFstTBRR2KUC4ldDxw7h0Bl3RRUATxi4iiODgoiLNrbQYp5J6cpJJqomkX33Z37/14d/dIa33MzDuYI4johOI4XhyNRteO46zNYjDzAxE1yBZprVeZ+QbAUhXEGJMA2Ox2u4+fQIa0mPmsCgCgJYQ4t7lfgF0opQYAdv9ABkKI/UnOFCClXKjX61cA1osQY8x9kiRNKeV7IWA3oyhaSdP0FkAtjxhj3hzH2RBCPOf3pzqYHCilfAAX+URm9oMguPzeWSGQvUcMYC8rOBJCHBRdqxTo9/vbRHRqi8bj8XKv1xvODbiuW2u32/bvf0SlDv4XYOY7z/Mavu+nM1+BmQ+NMc0wDF/LprP0DbTWW0T00ul0nn4b7Q87+X4Qmfiq2wAAAABJRU5ErkJggg==');
+  background-position: 10px 10px;
+  background-repeat: no-repeat;
+}
+
+.dark .searchbox {
+  background-color: #111;
+  color: #eee;
+}
+
+.searchbox::placeholder {
+  color: #ccc;
+}
+
+.dark .searchbox::placeholder {
+  color: #666;
+}
+
+.filter {
+  width: calc(60% - 64px);
+}
+
+.reflookup {
+  width: calc(40% - 10px);
+}
+
+input[type=text]:focus {
+  background-color: white;
+  border: 1px solid #333;
+}
+
+.dark input[type=text]:focus {
+  background-color: #333;
+  border: 1px solid #ccc;
+}
+
+mark.highlight {
+  background-color: #5050ff;
+  color: #fff;
+  padding: 2px;
+  border-radius: 6px;
+}
+
+.dark mark.highlight {
+  background-color: #76a6da;
+  color: #111;
+}
+
+.menubtn {
+  background-color: white;
+  border: none;
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
+  background-position: center;
+  background-repeat: no-repeat;
+}
+
+.statsbtn {
+  background-color: white;
+  border: none;
+  background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
+  background-position: center;
+  background-repeat: no-repeat;
+}
+
+.iobtn {
+  background-color: white;
+  border: none;
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
+  background-position: center;
+  background-repeat: no-repeat;
+}
+
+.visbtn {
+  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E");
+  background-position: center;
+  background-repeat: no-repeat;
+  padding: 15px;
+}
+
+#vismenu-content {
+  left: 0px;
+  font-family: Verdana, sans-serif;
+}
+
+.dark .statsbtn,
+.dark .savebtn,
+.dark .menubtn,
+.dark .iobtn,
+.dark .visbtn {
+  filter: invert(1);
+}
+
+.flexbox {
+  display: flex;
+  align-items: center;
+  justify-content: space-between;
+  width: 100%;
+}
+
+.savebtn {
+  background-color: #d6d6d6;
+  width: auto;
+  height: 30px;
+  flex-grow: 1;
+  margin: 5px;
+  border-radius: 4px;
+}
+
+.savebtn:active {
+  background-color: #0a0;
+  color: white;
+}
+
+.dark .savebtn:active {
+  /* This will be inverted */
+  background-color: #b3b;
+}
+
+.stats {
+  border-collapse: collapse;
+  font-size: 12pt;
+  table-layout: fixed;
+  width: 100%;
+  min-width: 450px;
+}
+
+.dark .stats td {
+  border: 1px solid #bbb;
+}
+
+.stats td {
+  border: 1px solid black;
+  padding: 5px;
+  word-wrap: break-word;
+  text-align: center;
+  position: relative;
+}
+
+#checkbox-stats div {
+  position: absolute;
+  left: 0;
+  top: 0;
+  height: 100%;
+  width: 100%;
+  display: flex;
+  align-items: center;
+  justify-content: center;
+}
+
+#checkbox-stats .bar {
+  background-color: rgba(28, 251, 0, 0.6);
+}
+
+.menu {
+  position: relative;
+  display: inline-block;
+  margin: 0.4rem 0.4rem 0.4rem 0;
+}
+
+.menu-content {
+  font-size: 12pt !important;
+  text-align: left !important;
+  font-weight: normal !important;
+  display: none;
+  position: absolute;
+  background-color: white;
+  right: 0;
+  min-width: 300px;
+  box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
+  z-index: 100;
+  padding: 8px;
+}
+
+.dark .menu-content {
+  background-color: #111;
+}
+
+.menu:hover .menu-content {
+  display: block;
+}
+
+.menu:hover .menubtn,
+.menu:hover .iobtn,
+.menu:hover .statsbtn {
+  background-color: #eee;
+}
+
+.menu-label {
+  display: inline-block;
+  padding: 8px;
+  border: 1px solid #ccc;
+  border-top: 0;
+  width: calc(100% - 18px);
+}
+
+.menu-label-top {
+  border-top: 1px solid #ccc;
+}
+
+.menu-textbox {
+  float: left;
+  height: 24px;
+  margin: 10px 5px;
+  padding: 5px 5px;
+  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
+  font-size: 14px;
+  box-sizing: border-box;
+  border: 1px solid #888;
+  border-radius: 4px;
+  outline: none;
+  background-color: #eee;
+  transition: background-color 0.2s, border 0.2s;
+  width: calc(100% - 10px);
+}
+
+.menu-textbox.invalid,
+.dark .menu-textbox.invalid {
+  color: red;
+}
+
+.dark .menu-textbox {
+  background-color: #222;
+  color: #eee;
+}
+
+.radio-container {
+  margin: 4px;
+}
+
+.topmostdiv {
+  display: flex;
+  flex-direction: column;
+  width: 100%;
+  background-color: white;
+  transition: background-color 0.3s;
+}
+
+#top {
+  display: flex;
+  flex-wrap: wrap;
+  justify-content: flex-end;
+  align-items: center;
+}
+
+#topdivider {
+  border-bottom: 2px solid black;
+  display: flex;
+  justify-content: center;
+  align-items: center;
+}
+
+.dark #topdivider {
+  border-bottom: 2px solid #ccc;
+}
+
+#topdivider>div {
+  position: relative;
+}
+
+#toptoggle {
+  cursor: pointer;
+  user-select: none;
+  position: absolute;
+  padding: 0.1rem 0.3rem;
+  top: -0.4rem;
+  left: -1rem;
+  font-size: 1.4rem;
+  line-height: 60%;
+  border: 1px solid black;
+  border-radius: 1rem;
+  background-color: #fff;
+  z-index: 100;
+}
+
+.flipped {
+  transform: rotate(0.5turn);
+}
+
+.dark #toptoggle {
+  border: 1px solid #fff;
+  background-color: #222;
+}
+
+#fileinfodiv {
+  flex: 20rem 1 0;
+  overflow: auto;
+}
+
+#bomcontrols {
+  display: flex;
+  flex-direction: row-reverse;
+}
+
+#bomcontrols>* {
+  flex-shrink: 0;
+}
+
+#dbg {
+  display: block;
+}
+
+::-webkit-scrollbar {
+  width: 8px;
+}
+
+::-webkit-scrollbar-track {
+  background: #aaa;
+}
+
+::-webkit-scrollbar-thumb {
+  background: #666;
+  border-radius: 3px;
+}
+
+::-webkit-scrollbar-thumb:hover {
+  background: #555;
+}
+
+.slider {
+  -webkit-appearance: none;
+  width: 100%;
+  margin: 3px 0;
+  padding: 0;
+  outline: none;
+  opacity: 0.7;
+  -webkit-transition: .2s;
+  transition: opacity .2s;
+  border-radius: 3px;
+}
+
+.slider:hover {
+  opacity: 1;
+}
+
+.slider:focus {
+  outline: none;
+}
+
+.slider::-webkit-slider-runnable-track {
+  -webkit-appearance: none;
+  width: 100%;
+  height: 8px;
+  background: #d3d3d3;
+  border-radius: 3px;
+  border: none;
+}
+
+.slider::-webkit-slider-thumb {
+  -webkit-appearance: none;
+  width: 15px;
+  height: 15px;
+  border-radius: 50%;
+  background: #0a0;
+  cursor: pointer;
+  margin-top: -4px;
+}
+
+.dark .slider::-webkit-slider-thumb {
+  background: #3d3;
+}
+
+.slider::-moz-range-thumb {
+  width: 15px;
+  height: 15px;
+  border-radius: 50%;
+  background: #0a0;
+  cursor: pointer;
+}
+
+.slider::-moz-range-track {
+  height: 8px;
+  background: #d3d3d3;
+  border-radius: 3px;
+}
+
+.dark .slider::-moz-range-thumb {
+  background: #3d3;
+}
+
+.slider::-ms-track {
+  width: 100%;
+  height: 8px;
+  border-width: 3px 0;
+  background: transparent;
+  border-color: transparent;
+  color: transparent;
+  transition: opacity .2s;
+}
+
+.slider::-ms-fill-lower {
+  background: #d3d3d3;
+  border: none;
+  border-radius: 3px;
+}
+
+.slider::-ms-fill-upper {
+  background: #d3d3d3;
+  border: none;
+  border-radius: 3px;
+}
+
+.slider::-ms-thumb {
+  width: 15px;
+  height: 15px;
+  border-radius: 50%;
+  background: #0a0;
+  cursor: pointer;
+  margin: 0;
+}
+
+.shameless-plug {
+  font-size: 0.8em;
+  text-align: center;
+  display: block;
+}
+
+a {
+  color: #0278a4;
+}
+
+.dark a {
+  color: #00b9fd;
+}
+
+#frontcanvas,
+#backcanvas {
+  touch-action: none;
+}
+
+.placeholder {
+  border: 1px dashed #9f9fda !important;
+  background-color: #edf2f7 !important;
+}
+
+.dragging {
+  z-index: 999;
+}
+
+.dark .dragging>table>tbody>tr {
+  background-color: #252c30;
+}
+
+.dark .placeholder {
+  filter: invert(1);
+}
+
+.column-spacer {
+  top: 0;
+  left: 0;
+  width: calc(100% - 4px);
+  position: absolute;
+  cursor: pointer;
+  user-select: none;
+  height: 100%;
+}
+
+.column-width-handle {
+  top: 0;
+  right: 0;
+  width: 4px;
+  position: absolute;
+  cursor: col-resize;
+  user-select: none;
+  height: 100%;
+}
+
+.column-width-handle:hover {
+  background-color: #4f99bd;
+}
+
+.help-link {
+  border: 1px solid #0278a4;
+  padding-inline: 0.3rem;
+  border-radius: 3px;
+  cursor: pointer;
+}
+
+.dark .help-link {
+  border: 1px solid #00b9fd;
+}
+
+.bom-color {
+  width: 20%;
+}
+
+.color-column input {
+  width: 1.6rem;
+  height: 1rem;
+  border: 1px solid black;
+  cursor: pointer;
+  padding: 0;
+}
+
+/* removes default styling from input color element */
+::-webkit-color-swatch {
+  border: none;
+}
+
+::-webkit-color-swatch-wrapper {
+  padding: 0;
+}
+
+::-moz-color-swatch,
+::-moz-focus-inner {
+  border: none;
+}
+
+::-moz-focus-inner {
+  padding: 0;
+}
+/* #bomhead {
+    position: sticky;
+    top: 0px;
+    z-index: 1;
+} */
+  </style>
+  <script type="text/javascript" >
+///////////////////////////////////////////////
+/*
+  Split.js - v1.3.5
+  MIT License
+  https://github.com/nathancahill/Split.js
+*/
+!function(e,t){"object"==typeof exports&&"undefined"!=typeof module?module.exports=t():"function"==typeof define&&define.amd?define(t):e.Split=t()}(this,function(){"use strict";var e=window,t=e.document,n="addEventListener",i="removeEventListener",r="getBoundingClientRect",s=function(){return!1},o=e.attachEvent&&!e[n],a=["","-webkit-","-moz-","-o-"].filter(function(e){var n=t.createElement("div");return n.style.cssText="width:"+e+"calc(9px)",!!n.style.length}).shift()+"calc",l=function(e){return"string"==typeof e||e instanceof String?t.querySelector(e):e};return function(u,c){function z(e,t,n){var i=A(y,t,n);Object.keys(i).forEach(function(t){return e.style[t]=i[t]})}function h(e,t){var n=B(y,t);Object.keys(n).forEach(function(t){return e.style[t]=n[t]})}function f(e){var t=E[this.a],n=E[this.b],i=t.size+n.size;t.size=e/this.size*i,n.size=i-e/this.size*i,z(t.element,t.size,this.aGutterSize),z(n.element,n.size,this.bGutterSize)}function m(e){var t;this.dragging&&((t="touches"in e?e.touches[0][b]-this.start:e[b]-this.start)<=E[this.a].minSize+M+this.aGutterSize?t=E[this.a].minSize+this.aGutterSize:t>=this.size-(E[this.b].minSize+M+this.bGutterSize)&&(t=this.size-(E[this.b].minSize+this.bGutterSize)),f.call(this,t),c.onDrag&&c.onDrag())}function g(){var e=E[this.a].element,t=E[this.b].element;this.size=e[r]()[y]+t[r]()[y]+this.aGutterSize+this.bGutterSize,this.start=e[r]()[G]}function d(){var t=this,n=E[t.a].element,r=E[t.b].element;t.dragging&&c.onDragEnd&&c.onDragEnd(),t.dragging=!1,e[i]("mouseup",t.stop),e[i]("touchend",t.stop),e[i]("touchcancel",t.stop),t.parent[i]("mousemove",t.move),t.parent[i]("touchmove",t.move),delete t.stop,delete t.move,n[i]("selectstart",s),n[i]("dragstart",s),r[i]("selectstart",s),r[i]("dragstart",s),n.style.userSelect="",n.style.webkitUserSelect="",n.style.MozUserSelect="",n.style.pointerEvents="",r.style.userSelect="",r.style.webkitUserSelect="",r.style.MozUserSelect="",r.style.pointerEvents="",t.gutter.style.cursor="",t.parent.style.cursor=""}function S(t){var i=this,r=E[i.a].element,o=E[i.b].element;!i.dragging&&c.onDragStart&&c.onDragStart(),t.preventDefault(),i.dragging=!0,i.move=m.bind(i),i.stop=d.bind(i),e[n]("mouseup",i.stop),e[n]("touchend",i.stop),e[n]("touchcancel",i.stop),i.parent[n]("mousemove",i.move),i.parent[n]("touchmove",i.move),r[n]("selectstart",s),r[n]("dragstart",s),o[n]("selectstart",s),o[n]("dragstart",s),r.style.userSelect="none",r.style.webkitUserSelect="none",r.style.MozUserSelect="none",r.style.pointerEvents="none",o.style.userSelect="none",o.style.webkitUserSelect="none",o.style.MozUserSelect="none",o.style.pointerEvents="none",i.gutter.style.cursor=j,i.parent.style.cursor=j,g.call(i)}function v(e){e.forEach(function(t,n){if(n>0){var i=F[n-1],r=E[i.a],s=E[i.b];r.size=e[n-1],s.size=t,z(r.element,r.size,i.aGutterSize),z(s.element,s.size,i.bGutterSize)}})}function p(){F.forEach(function(e){e.parent.removeChild(e.gutter),E[e.a].element.style[y]="",E[e.b].element.style[y]=""})}void 0===c&&(c={});var y,b,G,E,w=l(u[0]).parentNode,D=e.getComputedStyle(w).flexDirection,U=c.sizes||u.map(function(){return 100/u.length}),k=void 0!==c.minSize?c.minSize:100,x=Array.isArray(k)?k:u.map(function(){return k}),L=void 0!==c.gutterSize?c.gutterSize:10,M=void 0!==c.snapOffset?c.snapOffset:30,O=c.direction||"horizontal",j=c.cursor||("horizontal"===O?"ew-resize":"ns-resize"),C=c.gutter||function(e,n){var i=t.createElement("div");return i.className="gutter gutter-"+n,i},A=c.elementStyle||function(e,t,n){var i={};return"string"==typeof t||t instanceof String?i[e]=t:i[e]=o?t+"%":a+"("+t+"% - "+n+"px)",i},B=c.gutterStyle||function(e,t){return n={},n[e]=t+"px",n;var n};"horizontal"===O?(y="width","clientWidth",b="clientX",G="left","paddingLeft"):"vertical"===O&&(y="height","clientHeight",b="clientY",G="top","paddingTop");var F=[];return E=u.map(function(e,t){var i,s={element:l(e),size:U[t],minSize:x[t]};if(t>0&&(i={a:t-1,b:t,dragging:!1,isFirst:1===t,isLast:t===u.length-1,direction:O,parent:w},i.aGutterSize=L,i.bGutterSize=L,i.isFirst&&(i.aGutterSize=L/2),i.isLast&&(i.bGutterSize=L/2),"row-reverse"===D||"column-reverse"===D)){var a=i.a;i.a=i.b,i.b=a}if(!o&&t>0){var c=C(t,O);h(c,L),c[n]("mousedown",S.bind(i)),c[n]("touchstart",S.bind(i)),w.insertBefore(c,s.element),i.gutter=c}0===t||t===u.length-1?z(s.element,s.size,L/2):z(s.element,s.size,L);var f=s.element[r]()[y];return f<s.minSize&&(s.minSize=f),t>0&&F.push(i),s}),o?{setSizes:v,destroy:p}:{setSizes:v,getSizes:function(){return E.map(function(e){return e.size})},collapse:function(e){if(e===F.length){var t=F[e-1];g.call(t),o||f.call(t,t.size-t.bGutterSize)}else{var n=F[e];g.call(n),o||f.call(n,n.aGutterSize)}},destroy:p}}});
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
+// This work is free. You can redistribute it and/or modify it
+// under the terms of the WTFPL, Version 2
+// For more information see LICENSE.txt or http://www.wtfpl.net/
+//
+// For more information, the home page:
+// http://pieroxy.net/blog/pages/lz-string/testing.html
+//
+// LZ-based compression algorithm, version 1.4.4
+var LZString=function(){var o=String.fromCharCode,i={};var n={decompressFromBase64:function(o){return null==o?"":""==o?null:n._decompress(o.length,32,function(n){return function(o,n){if(!i[o]){i[o]={};for(var t=0;t<o.length;t++)i[o][o.charAt(t)]=t}return i[o][n]}("ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",o.charAt(n))})},_decompress:function(i,n,t){var r,e,a,s,p,u,l,f=[],c=4,d=4,h=3,v="",g=[],m={val:t(0),position:n,index:1};for(r=0;r<3;r+=1)f[r]=r;for(a=0,p=Math.pow(2,2),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 2:return""}for(f[3]=l,e=l,g.push(l);;){if(m.index>i)return"";for(a=0,p=Math.pow(2,h),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(l=a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 2:return g.join("")}if(0==c&&(c=Math.pow(2,h),h++),f[l])v=f[l];else{if(l!==d)return null;v=e+e.charAt(0)}g.push(v),f[d++]=e+v.charAt(0),e=v,0==--c&&(c=Math.pow(2,h),h++)}}};return n}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+/*!
+ * PEP v0.4.3 | https://github.com/jquery/PEP
+ * Copyright jQuery Foundation and other contributors | http://jquery.org/license
+ */
+!function(a,b){"object"==typeof exports&&"undefined"!=typeof module?module.exports=b():"function"==typeof define&&define.amd?define(b):a.PointerEventsPolyfill=b()}(this,function(){"use strict";function a(a,b){b=b||Object.create(null);var c=document.createEvent("Event");c.initEvent(a,b.bubbles||!1,b.cancelable||!1);
+for(var d,e=2;e<m.length;e++)d=m[e],c[d]=b[d]||n[e];c.buttons=b.buttons||0;
+var f=0;return f=b.pressure&&c.buttons?b.pressure:c.buttons?.5:0,c.x=c.clientX,c.y=c.clientY,c.pointerId=b.pointerId||0,c.width=b.width||0,c.height=b.height||0,c.pressure=f,c.tiltX=b.tiltX||0,c.tiltY=b.tiltY||0,c.twist=b.twist||0,c.tangentialPressure=b.tangentialPressure||0,c.pointerType=b.pointerType||"",c.hwTimestamp=b.hwTimestamp||0,c.isPrimary=b.isPrimary||!1,c}function b(){this.array=[],this.size=0}function c(a,b,c,d){this.addCallback=a.bind(d),this.removeCallback=b.bind(d),this.changedCallback=c.bind(d),A&&(this.observer=new A(this.mutationWatcher.bind(this)))}function d(a){return"body /shadow-deep/ "+e(a)}function e(a){return'[touch-action="'+a+'"]'}function f(a){return"{ -ms-touch-action: "+a+"; touch-action: "+a+"; }"}function g(){if(F){D.forEach(function(a){String(a)===a?(E+=e(a)+f(a)+"\n",G&&(E+=d(a)+f(a)+"\n")):(E+=a.selectors.map(e)+f(a.rule)+"\n",G&&(E+=a.selectors.map(d)+f(a.rule)+"\n"))});var a=document.createElement("style");a.textContent=E,document.head.appendChild(a)}}function h(){if(!window.PointerEvent){if(window.PointerEvent=a,window.navigator.msPointerEnabled){var b=window.navigator.msMaxTouchPoints;Object.defineProperty(window.navigator,"maxTouchPoints",{value:b,enumerable:!0}),u.registerSource("ms",_)}else Object.defineProperty(window.navigator,"maxTouchPoints",{value:0,enumerable:!0}),u.registerSource("mouse",N),void 0!==window.ontouchstart&&u.registerSource("touch",V);u.register(document)}}function i(a){if(!u.pointermap.has(a)){var b=new Error("InvalidPointerId");throw b.name="InvalidPointerId",b}}function j(a){for(var b=a.parentNode;b&&b!==a.ownerDocument;)b=b.parentNode;if(!b){var c=new Error("InvalidStateError");throw c.name="InvalidStateError",c}}function k(a){var b=u.pointermap.get(a);return 0!==b.buttons}function l(){window.Element&&!Element.prototype.setPointerCapture&&Object.defineProperties(Element.prototype,{setPointerCapture:{value:W},releasePointerCapture:{value:X},hasPointerCapture:{value:Y}})}
+var m=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","pageX","pageY"],n=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0],o=window.Map&&window.Map.prototype.forEach,p=o?Map:b;b.prototype={set:function(a,b){return void 0===b?this["delete"](a):(this.has(a)||this.size++,void(this.array[a]=b))},has:function(a){return void 0!==this.array[a]},"delete":function(a){this.has(a)&&(delete this.array[a],this.size--)},get:function(a){return this.array[a]},clear:function(){this.array.length=0,this.size=0},forEach:function(a,b){return this.array.forEach(function(c,d){a.call(b,c,d,this)},this)}};var q=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","buttons","pointerId","width","height","pressure","tiltX","tiltY","pointerType","hwTimestamp","isPrimary","type","target","currentTarget","which","pageX","pageY","timeStamp"],r=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0,0,0,0,0,0,"",0,!1,"",null,null,0,0,0,0],s={pointerover:1,pointerout:1,pointerenter:1,pointerleave:1},t="undefined"!=typeof SVGElementInstance,u={pointermap:new p,eventMap:Object.create(null),captureInfo:Object.create(null),eventSources:Object.create(null),eventSourceList:[],registerSource:function(a,b){var c=b,d=c.events;d&&(d.forEach(function(a){c[a]&&(this.eventMap[a]=c[a].bind(c))},this),this.eventSources[a]=c,this.eventSourceList.push(c))},register:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
+b.register.call(b,a)},unregister:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
+b.unregister.call(b,a)},contains:function(a,b){try{return a.contains(b)}catch(c){return!1}},down:function(a){a.bubbles=!0,this.fireEvent("pointerdown",a)},move:function(a){a.bubbles=!0,this.fireEvent("pointermove",a)},up:function(a){a.bubbles=!0,this.fireEvent("pointerup",a)},enter:function(a){a.bubbles=!1,this.fireEvent("pointerenter",a)},leave:function(a){a.bubbles=!1,this.fireEvent("pointerleave",a)},over:function(a){a.bubbles=!0,this.fireEvent("pointerover",a)},out:function(a){a.bubbles=!0,this.fireEvent("pointerout",a)},cancel:function(a){a.bubbles=!0,this.fireEvent("pointercancel",a)},leaveOut:function(a){this.out(a),this.propagate(a,this.leave,!1)},enterOver:function(a){this.over(a),this.propagate(a,this.enter,!0)},eventHandler:function(a){if(!a._handledByPE){var b=a.type,c=this.eventMap&&this.eventMap[b];c&&c(a),a._handledByPE=!0}},listen:function(a,b){b.forEach(function(b){this.addEvent(a,b)},this)},unlisten:function(a,b){b.forEach(function(b){this.removeEvent(a,b)},this)},addEvent:function(a,b){a.addEventListener(b,this.boundHandler)},removeEvent:function(a,b){a.removeEventListener(b,this.boundHandler)},makeEvent:function(b,c){this.captureInfo[c.pointerId]&&(c.relatedTarget=null);var d=new a(b,c);return c.preventDefault&&(d.preventDefault=c.preventDefault),d._target=d._target||c.target,d},fireEvent:function(a,b){var c=this.makeEvent(a,b);return this.dispatchEvent(c)},cloneEvent:function(a){for(var b,c=Object.create(null),d=0;d<q.length;d++)b=q[d],c[b]=a[b]||r[d],!t||"target"!==b&&"relatedTarget"!==b||c[b]instanceof SVGElementInstance&&(c[b]=c[b].correspondingUseElement);return a.preventDefault&&(c.preventDefault=function(){a.preventDefault()}),c},getTarget:function(a){var b=this.captureInfo[a.pointerId];return b?a._target!==b&&a.type in s?void 0:b:a._target},propagate:function(a,b,c){for(var d=a.target,e=[];d!==document&&!d.contains(a.relatedTarget);) if(e.push(d),d=d.parentNode,!d)return;c&&e.reverse(),e.forEach(function(c){a.target=c,b.call(this,a)},this)},setCapture:function(b,c,d){this.captureInfo[b]&&this.releaseCapture(b,d),this.captureInfo[b]=c,this.implicitRelease=this.releaseCapture.bind(this,b,d),document.addEventListener("pointerup",this.implicitRelease),document.addEventListener("pointercancel",this.implicitRelease);var e=new a("gotpointercapture");e.pointerId=b,e._target=c,d||this.asyncDispatchEvent(e)},releaseCapture:function(b,c){var d=this.captureInfo[b];if(d){this.captureInfo[b]=void 0,document.removeEventListener("pointerup",this.implicitRelease),document.removeEventListener("pointercancel",this.implicitRelease);var e=new a("lostpointercapture");e.pointerId=b,e._target=d,c||this.asyncDispatchEvent(e)}},dispatchEvent:/*scope.external.dispatchEvent || */function(a){var b=this.getTarget(a);if(b)return b.dispatchEvent(a)},asyncDispatchEvent:function(a){requestAnimationFrame(this.dispatchEvent.bind(this,a))}};u.boundHandler=u.eventHandler.bind(u);var v={shadow:function(a){if(a)return a.shadowRoot||a.webkitShadowRoot},canTarget:function(a){return a&&Boolean(a.elementFromPoint)},targetingShadow:function(a){var b=this.shadow(a);if(this.canTarget(b))return b},olderShadow:function(a){var b=a.olderShadowRoot;if(!b){var c=a.querySelector("shadow");c&&(b=c.olderShadowRoot)}return b},allShadows:function(a){for(var b=[],c=this.shadow(a);c;)b.push(c),c=this.olderShadow(c);return b},searchRoot:function(a,b,c){if(a){var d,e,f=a.elementFromPoint(b,c);for(e=this.targetingShadow(f);e;){if(d=e.elementFromPoint(b,c)){var g=this.targetingShadow(d);return this.searchRoot(g,b,c)||d} e=this.olderShadow(e)} return f}},owner:function(a){
+for(var b=a;b.parentNode;)b=b.parentNode;
+return b.nodeType!==Node.DOCUMENT_NODE&&b.nodeType!==Node.DOCUMENT_FRAGMENT_NODE&&(b=document),b},findTarget:function(a){var b=a.clientX,c=a.clientY,d=this.owner(a.target);
+return d.elementFromPoint(b,c)||(d=document),this.searchRoot(d,b,c)}},w=Array.prototype.forEach.call.bind(Array.prototype.forEach),x=Array.prototype.map.call.bind(Array.prototype.map),y=Array.prototype.slice.call.bind(Array.prototype.slice),z=Array.prototype.filter.call.bind(Array.prototype.filter),A=window.MutationObserver||window.WebKitMutationObserver,B="[touch-action]",C={subtree:!0,childList:!0,attributes:!0,attributeOldValue:!0,attributeFilter:["touch-action"]};c.prototype={watchSubtree:function(a){
+//
+this.observer&&v.canTarget(a)&&this.observer.observe(a,C)},enableOnSubtree:function(a){this.watchSubtree(a),a===document&&"complete"!==document.readyState?this.installOnLoad():this.installNewSubtree(a)},installNewSubtree:function(a){w(this.findElements(a),this.addElement,this)},findElements:function(a){return a.querySelectorAll?a.querySelectorAll(B):[]},removeElement:function(a){this.removeCallback(a)},addElement:function(a){this.addCallback(a)},elementChanged:function(a,b){this.changedCallback(a,b)},concatLists:function(a,b){return a.concat(y(b))},
+installOnLoad:function(){document.addEventListener("readystatechange",function(){"complete"===document.readyState&&this.installNewSubtree(document)}.bind(this))},isElement:function(a){return a.nodeType===Node.ELEMENT_NODE},flattenMutationTree:function(a){
+var b=x(a,this.findElements,this);
+return b.push(z(a,this.isElement)),b.reduce(this.concatLists,[])},mutationWatcher:function(a){a.forEach(this.mutationHandler,this)},mutationHandler:function(a){if("childList"===a.type){var b=this.flattenMutationTree(a.addedNodes);b.forEach(this.addElement,this);var c=this.flattenMutationTree(a.removedNodes);c.forEach(this.removeElement,this)}else"attributes"===a.type&&this.elementChanged(a.target,a.oldValue)}};var D=["none","auto","pan-x","pan-y",{rule:"pan-x pan-y",selectors:["pan-x pan-y","pan-y pan-x"]}],E="",F=window.PointerEvent||window.MSPointerEvent,G=!window.ShadowDOMPolyfill&&document.head.createShadowRoot,H=u.pointermap,I=25,J=[1,4,2,8,16],K=!1;try{K=1===new MouseEvent("test",{buttons:1}).buttons}catch(L){}
+var M,N={POINTER_ID:1,POINTER_TYPE:"mouse",events:["mousedown","mousemove","mouseup","mouseover","mouseout"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},lastTouches:[],
+isEventSimulatedFromTouch:function(a){for(var b,c=this.lastTouches,d=a.clientX,e=a.clientY,f=0,g=c.length;f<g&&(b=c[f]);f++){
+var h=Math.abs(d-b.x),i=Math.abs(e-b.y);if(h<=I&&i<=I)return!0}},prepareEvent:function(a){var b=u.cloneEvent(a),c=b.preventDefault;return b.preventDefault=function(){a.preventDefault(),c()},b.pointerId=this.POINTER_ID,b.isPrimary=!0,b.pointerType=this.POINTER_TYPE,b},prepareButtonsForMove:function(a,b){var c=H.get(this.POINTER_ID);
+0!==b.which&&c?a.buttons=c.buttons:a.buttons=0,b.buttons=a.buttons},mousedown:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);K||(c.buttons=J[c.button],b&&(c.buttons|=b.buttons),a.buttons=c.buttons),H.set(this.POINTER_ID,a),b&&0!==b.buttons?u.move(c):u.down(c)}},mousemove:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.move(b)}},mouseup:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);if(!K){var d=J[c.button];
+c.buttons=b?b.buttons&~d:0,a.buttons=c.buttons}H.set(this.POINTER_ID,a),
+c.buttons&=~J[c.button],0===c.buttons?u.up(c):u.move(c)}},mouseover:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.enterOver(b)}},mouseout:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,u.leaveOut(b)}},cancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.deactivateMouse()},deactivateMouse:function(){H["delete"](this.POINTER_ID)}},O=u.captureInfo,P=v.findTarget.bind(v),Q=v.allShadows.bind(v),R=u.pointermap,S=2500,T=200,U="touch-action",V={events:["touchstart","touchmove","touchend","touchcancel"],register:function(a){M.enableOnSubtree(a)},unregister:function(){},elementAdded:function(a){var b=a.getAttribute(U),c=this.touchActionToScrollType(b);c&&(a._scrollType=c,u.listen(a,this.events),
+Q(a).forEach(function(a){a._scrollType=c,u.listen(a,this.events)},this))},elementRemoved:function(a){a._scrollType=void 0,u.unlisten(a,this.events),
+Q(a).forEach(function(a){a._scrollType=void 0,u.unlisten(a,this.events)},this)},elementChanged:function(a,b){var c=a.getAttribute(U),d=this.touchActionToScrollType(c),e=this.touchActionToScrollType(b);
+d&&e?(a._scrollType=d,Q(a).forEach(function(a){a._scrollType=d},this)):e?this.elementRemoved(a):d&&this.elementAdded(a)},scrollTypes:{EMITTER:"none",XSCROLLER:"pan-x",YSCROLLER:"pan-y",SCROLLER:/^(?:pan-x pan-y)|(?:pan-y pan-x)|auto$/},touchActionToScrollType:function(a){var b=a,c=this.scrollTypes;return"none"===b?"none":b===c.XSCROLLER?"X":b===c.YSCROLLER?"Y":c.SCROLLER.exec(b)?"XY":void 0},POINTER_TYPE:"touch",firstTouch:null,isPrimaryTouch:function(a){return this.firstTouch===a.identifier},setPrimaryTouch:function(a){
+(0===R.size||1===R.size&&R.has(1))&&(this.firstTouch=a.identifier,this.firstXY={X:a.clientX,Y:a.clientY},this.scrolling=!1,this.cancelResetClickCount())},removePrimaryPointer:function(a){a.isPrimary&&(this.firstTouch=null,this.firstXY=null,this.resetClickCount())},clickCount:0,resetId:null,resetClickCount:function(){var a=function(){this.clickCount=0,this.resetId=null}.bind(this);this.resetId=setTimeout(a,T)},cancelResetClickCount:function(){this.resetId&&clearTimeout(this.resetId)},typeToButtons:function(a){var b=0;return"touchstart"!==a&&"touchmove"!==a||(b=1),b},touchToPointer:function(a){var b=this.currentTouchEvent,c=u.cloneEvent(a),d=c.pointerId=a.identifier+2;c.target=O[d]||P(c),c.bubbles=!0,c.cancelable=!0,c.detail=this.clickCount,c.button=0,c.buttons=this.typeToButtons(b.type),c.width=2*(a.radiusX||a.webkitRadiusX||0),c.height=2*(a.radiusY||a.webkitRadiusY||0),c.pressure=a.force||a.webkitForce||.5,c.isPrimary=this.isPrimaryTouch(a),c.pointerType=this.POINTER_TYPE,
+c.altKey=b.altKey,c.ctrlKey=b.ctrlKey,c.metaKey=b.metaKey,c.shiftKey=b.shiftKey;
+var e=this;return c.preventDefault=function(){e.scrolling=!1,e.firstXY=null,b.preventDefault()},c},processTouches:function(a,b){var c=a.changedTouches;this.currentTouchEvent=a;for(var d,e=0;e<c.length;e++)d=c[e],b.call(this,this.touchToPointer(d))},
+shouldScroll:function(a){if(this.firstXY){var b,c=a.currentTarget._scrollType;if("none"===c)
+b=!1;else if("XY"===c)
+b=!0;else{var d=a.changedTouches[0],e=c,f="Y"===c?"X":"Y",g=Math.abs(d["client"+e]-this.firstXY[e]),h=Math.abs(d["client"+f]-this.firstXY[f]);
+b=g>=h}return this.firstXY=null,b}},findTouch:function(a,b){for(var c,d=0,e=a.length;d<e&&(c=a[d]);d++)if(c.identifier===b)return!0},
+vacuumTouches:function(a){var b=a.touches;
+if(R.size>=b.length){var c=[];R.forEach(function(a,d){
+if(1!==d&&!this.findTouch(b,d-2)){var e=a.out;c.push(e)}},this),c.forEach(this.cancelOut,this)}},touchstart:function(a){this.vacuumTouches(a),this.setPrimaryTouch(a.changedTouches[0]),this.dedupSynthMouse(a),this.scrolling||(this.clickCount++,this.processTouches(a,this.overDown))},overDown:function(a){R.set(a.pointerId,{target:a.target,out:a,outTarget:a.target}),u.enterOver(a),u.down(a)},touchmove:function(a){this.scrolling||(this.shouldScroll(a)?(this.scrolling=!0,this.touchcancel(a)):(a.preventDefault(),this.processTouches(a,this.moveOverOut)))},moveOverOut:function(a){var b=a,c=R.get(b.pointerId);
+if(c){var d=c.out,e=c.outTarget;u.move(b),d&&e!==b.target&&(d.relatedTarget=b.target,b.relatedTarget=e,
+d.target=e,b.target?(u.leaveOut(d),u.enterOver(b)):(
+b.target=e,b.relatedTarget=null,this.cancelOut(b))),c.out=b,c.outTarget=b.target}},touchend:function(a){this.dedupSynthMouse(a),this.processTouches(a,this.upOut)},upOut:function(a){this.scrolling||(u.up(a),u.leaveOut(a)),this.cleanUpPointer(a)},touchcancel:function(a){this.processTouches(a,this.cancelOut)},cancelOut:function(a){u.cancel(a),u.leaveOut(a),this.cleanUpPointer(a)},cleanUpPointer:function(a){R["delete"](a.pointerId),this.removePrimaryPointer(a)},
+dedupSynthMouse:function(a){var b=N.lastTouches,c=a.changedTouches[0];
+if(this.isPrimaryTouch(c)){
+var d={x:c.clientX,y:c.clientY};b.push(d);var e=function(a,b){var c=a.indexOf(b);c>-1&&a.splice(c,1)}.bind(null,b,d);setTimeout(e,S)}}};M=new c(V.elementAdded,V.elementRemoved,V.elementChanged,V);var W,X,Y,Z=u.pointermap,$=window.MSPointerEvent&&"number"==typeof window.MSPointerEvent.MSPOINTER_TYPE_MOUSE,_={events:["MSPointerDown","MSPointerMove","MSPointerUp","MSPointerOut","MSPointerOver","MSPointerCancel","MSGotPointerCapture","MSLostPointerCapture"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},POINTER_TYPES:["","unavailable","touch","pen","mouse"],prepareEvent:function(a){var b=a;return $&&(b=u.cloneEvent(a),b.pointerType=this.POINTER_TYPES[a.pointerType]),b},cleanup:function(a){Z["delete"](a)},MSPointerDown:function(a){Z.set(a.pointerId,a);var b=this.prepareEvent(a);u.down(b)},MSPointerMove:function(a){var b=this.prepareEvent(a);u.move(b)},MSPointerUp:function(a){var b=this.prepareEvent(a);u.up(b),this.cleanup(a.pointerId)},MSPointerOut:function(a){var b=this.prepareEvent(a);u.leaveOut(b)},MSPointerOver:function(a){var b=this.prepareEvent(a);u.enterOver(b)},MSPointerCancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.cleanup(a.pointerId)},MSLostPointerCapture:function(a){var b=u.makeEvent("lostpointercapture",a);u.dispatchEvent(b)},MSGotPointerCapture:function(a){var b=u.makeEvent("gotpointercapture",a);u.dispatchEvent(b)}},aa=window.navigator;aa.msPointerEnabled?(W=function(a){i(a),j(this),k(a)&&(u.setCapture(a,this,!0),this.msSetPointerCapture(a))},X=function(a){i(a),u.releaseCapture(a,!0),this.msReleasePointerCapture(a)}):(W=function(a){i(a),j(this),k(a)&&u.setCapture(a,this)},X=function(a){i(a),u.releaseCapture(a)}),Y=function(a){return!!u.captureInfo[a]},g(),h(),l();var ba={dispatcher:u,Installer:c,PointerEvent:a,PointerMap:p,targetFinding:v};return ba});
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+var config = {"dark_mode": false, "show_pads": true, "show_fabrication": true, "show_silkscreen": true, "highlight_pin1": "selected", "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "offset_back_rotation": false, "kicad_text_formatting": true, "fields": ["Value", "Footprint"]}
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+/* Utility functions */
+
+var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
+  pcbdata.metadata.revision + '__#';
+var storage;
+
+function initStorage(key) {
+  try {
+    window.localStorage.getItem("blank");
+    storage = window.localStorage;
+  } catch (e) {
+    // localStorage not available
+  }
+  if (!storage) {
+    try {
+      window.sessionStorage.getItem("blank");
+      storage = window.sessionStorage;
+    } catch (e) {
+      // sessionStorage also not available
+    }
+  }
+}
+
+function readStorage(key) {
+  if (storage) {
+    return storage.getItem(storagePrefix + key);
+  } else {
+    return null;
+  }
+}
+
+function writeStorage(key, value) {
+  if (storage) {
+    storage.setItem(storagePrefix + key, value);
+  }
+}
+
+function fancyDblClickHandler(el, onsingle, ondouble) {
+  return function () {
+    if (el.getAttribute("data-dblclick") == null) {
+      el.setAttribute("data-dblclick", 1);
+      setTimeout(function () {
+        if (el.getAttribute("data-dblclick") == 1) {
+          onsingle();
+        }
+        el.removeAttribute("data-dblclick");
+      }, 200);
+    } else {
+      el.removeAttribute("data-dblclick");
+      ondouble();
+    }
+  }
+}
+
+function smoothScrollToRow(rowid) {
+  document.getElementById(rowid).scrollIntoView({
+    behavior: "smooth",
+    block: "center",
+    inline: "nearest"
+  });
+}
+
+function focusInputField(input) {
+  input.scrollIntoView(false);
+  input.focus();
+  input.select();
+}
+
+function saveBomTable(output) {
+  var text = '';
+  for (var node of bomhead.childNodes[0].childNodes) {
+    if (node.firstChild) {
+      text += (output == 'csv' ? `"${node.firstChild.nodeValue}"` : node.firstChild.nodeValue);
+    }
+    if (node != bomhead.childNodes[0].lastChild) {
+      text += (output == 'csv' ? ',' : '\t');
+    }
+  }
+  text += '\n';
+  for (var row of bombody.childNodes) {
+    for (var cell of row.childNodes) {
+      let val = '';
+      for (var node of cell.childNodes) {
+        if (node.nodeName == "INPUT") {
+          if (node.checked) {
+            val += '✓';
+          }
+        } else if ((node.nodeName == "MARK") || (node.nodeName == "A")) {
+          val += node.firstChild.nodeValue;
+        } else {
+          val += node.nodeValue;
+        }
+      }
+      if (output == 'csv') {
+        val = val.replace(/\"/g, '\"\"'); // pair of double-quote characters
+        if (isNumeric(val)) {
+          val = +val;                     // use number
+        } else {
+          val = `"${val}"`;               // enclosed within double-quote
+        }
+      }
+      text += val;
+      if (cell != row.lastChild) {
+        text += (output == 'csv' ? ',' : '\t');
+      }
+    }
+    text += '\n';
+  }
+
+  if (output != 'clipboard') {
+    // To file: csv or txt
+    var blob = new Blob([text], {
+      type: `text/${output}`
+    });
+    saveFile(`${pcbdata.metadata.title}.${output}`, blob);
+  } else {
+    // To clipboard
+    var textArea = document.createElement("textarea");
+    textArea.classList.add('clipboard-temp');
+    textArea.value = text;
+
+    document.body.appendChild(textArea);
+    textArea.focus();
+    textArea.select();
+
+    try {
+      if (document.execCommand('copy')) {
+        console.log('Bom copied to clipboard.');
+      }
+    } catch (err) {
+      console.log('Can not copy to clipboard.');
+    }
+
+    document.body.removeChild(textArea);
+  }
+}
+
+function isNumeric(str) {
+  /* https://stackoverflow.com/a/175787 */
+  return (typeof str != "string" ? false : !isNaN(str) && !isNaN(parseFloat(str)));
+}
+
+function removeGutterNode(node) {
+  for (var i = 0; i < node.childNodes.length; i++) {
+    if (node.childNodes[i].classList &&
+      node.childNodes[i].classList.contains("gutter")) {
+      node.removeChild(node.childNodes[i]);
+      break;
+    }
+  }
+}
+
+function cleanGutters() {
+  removeGutterNode(document.getElementById("bot"));
+  removeGutterNode(document.getElementById("canvasdiv"));
+}
+
+var units = {
+  prefixes: {
+    giga: ["G", "g", "giga", "Giga", "GIGA"],
+    mega: ["M", "mega", "Mega", "MEGA"],
+    kilo: ["K", "k", "kilo", "Kilo", "KILO"],
+    milli: ["m", "milli", "Milli", "MILLI"],
+    micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
+    nano: ["N", "n", "nano", "Nano", "NANO"],
+    pico: ["P", "p", "pico", "Pico", "PICO"],
+  },
+  unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
+  unitsLong: [
+    "OHM", "Ohm", "ohm", "ohms",
+    "FARAD", "Farad", "farad",
+    "HENRY", "Henry", "henry"
+  ],
+  getMultiplier: function (s) {
+    if (this.prefixes.giga.includes(s)) return 1e9;
+    if (this.prefixes.mega.includes(s)) return 1e6;
+    if (this.prefixes.kilo.includes(s)) return 1e3;
+    if (this.prefixes.milli.includes(s)) return 1e-3;
+    if (this.prefixes.micro.includes(s)) return 1e-6;
+    if (this.prefixes.nano.includes(s)) return 1e-9;
+    if (this.prefixes.pico.includes(s)) return 1e-12;
+    return 1;
+  },
+  valueRegex: null,
+}
+
+function initUtils() {
+  var allPrefixes = units.prefixes.giga
+    .concat(units.prefixes.mega)
+    .concat(units.prefixes.kilo)
+    .concat(units.prefixes.milli)
+    .concat(units.prefixes.micro)
+    .concat(units.prefixes.nano)
+    .concat(units.prefixes.pico);
+  var allUnits = units.unitsShort.concat(units.unitsLong);
+  units.valueRegex = new RegExp("^([0-9\.]+)" +
+    "\\s*(" + allPrefixes.join("|") + ")?" +
+    "(" + allUnits.join("|") + ")?" +
+    "(\\b.*)?$", "");
+  units.valueAltRegex = new RegExp("^([0-9]*)" +
+    "(" + units.unitsShort.join("|") + ")?" +
+    "([GgMmKkUuNnPp])?" +
+    "([0-9]*)" +
+    "(\\b.*)?$", "");
+  if (config.fields.includes("Value")) {
+    var index = config.fields.indexOf("Value");
+    pcbdata.bom["parsedValues"] = {};
+    for (var id in pcbdata.bom.fields) {
+      pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index])
+    }
+  }
+}
+
+function parseValue(val, ref) {
+  var inferUnit = (unit, ref) => {
+    if (unit) {
+      unit = unit.toLowerCase();
+      if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
+        unit = 'r';
+      }
+      unit = unit[0];
+    } else {
+      ref = /^([a-z]+)\d+$/i.exec(ref);
+      if (ref) {
+        ref = ref[1].toLowerCase();
+        if (ref == "c") unit = 'f';
+        else if (ref == "l") unit = 'h';
+        else if (ref == "r" || ref == "rv") unit = 'r';
+        else unit = null;
+      }
+    }
+    return unit;
+  };
+  val = val.replace(/,/g, "");
+  var match = units.valueRegex.exec(val);
+  var unit;
+  if (match) {
+    val = parseFloat(match[1]);
+    if (match[2]) {
+      val = val * units.getMultiplier(match[2]);
+    }
+    unit = inferUnit(match[3], ref);
+    if (!unit) return null;
+    else return {
+      val: val,
+      unit: unit,
+      extra: match[4],
+    }
+  }
+  match = units.valueAltRegex.exec(val);
+  if (match && (match[1] || match[4])) {
+    val = parseFloat(match[1] + "." + match[4]);
+    if (match[3]) {
+      val = val * units.getMultiplier(match[3]);
+    }
+    unit = inferUnit(match[2], ref);
+    if (!unit) return null;
+    else return {
+      val: val,
+      unit: unit,
+      extra: match[5],
+    }
+  }
+  return null;
+}
+
+function valueCompare(a, b, stra, strb) {
+  if (a === null && b === null) {
+    // Failed to parse both values, compare them as strings.
+    if (stra != strb) return stra > strb ? 1 : -1;
+    else return 0;
+  } else if (a === null) {
+    return 1;
+  } else if (b === null) {
+    return -1;
+  } else {
+    if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
+    else if (a.val != b.val) return a.val > b.val ? 1 : -1;
+    else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
+    else return 0;
+  }
+}
+
+function validateSaveImgDimension(element) {
+  var valid = false;
+  var intValue = 0;
+  if (/^[1-9]\d*$/.test(element.value)) {
+    intValue = parseInt(element.value);
+    if (intValue <= 16000) {
+      valid = true;
+    }
+  }
+  if (valid) {
+    element.classList.remove("invalid");
+  } else {
+    element.classList.add("invalid");
+  }
+  return intValue;
+}
+
+function saveImage(layer) {
+  var width = validateSaveImgDimension(document.getElementById("render-save-width"));
+  var height = validateSaveImgDimension(document.getElementById("render-save-height"));
+  var bgcolor = null;
+  if (!document.getElementById("render-save-transparent").checked) {
+    var style = getComputedStyle(topmostdiv);
+    bgcolor = style.getPropertyValue("background-color");
+  }
+  if (!width || !height) return;
+
+  // Prepare image
+  var canvas = document.createElement("canvas");
+  var layerdict = {
+    transform: {
+      x: 0,
+      y: 0,
+      s: 1,
+      panx: 0,
+      pany: 0,
+      zoom: 1,
+    },
+    bg: canvas,
+    fab: canvas,
+    silk: canvas,
+    highlight: canvas,
+    layer: layer,
+  }
+  // Do the rendering
+  recalcLayerScale(layerdict, width, height);
+  prepareLayer(layerdict);
+  clearCanvas(canvas, bgcolor);
+  drawBackground(layerdict, false);
+  drawHighlightsOnLayer(layerdict, false);
+
+  // Save image
+  var imgdata = canvas.toDataURL("image/png");
+
+  var filename = pcbdata.metadata.title;
+  if (pcbdata.metadata.revision) {
+    filename += `.${pcbdata.metadata.revision}`;
+  }
+  filename += `.${layer}.png`;
+  saveFile(filename, dataURLtoBlob(imgdata));
+}
+
+function saveSettings() {
+  var data = {
+    type: "InteractiveHtmlBom settings",
+    version: 1,
+    pcbmetadata: pcbdata.metadata,
+    settings: settings,
+  }
+  var blob = new Blob([JSON.stringify(data, null, 4)], {
+    type: "application/json"
+  });
+  saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
+}
+
+function loadSettings() {
+  var input = document.createElement("input");
+  input.type = "file";
+  input.accept = ".settings.json";
+  input.onchange = function (e) {
+    var file = e.target.files[0];
+    var reader = new FileReader();
+    reader.onload = readerEvent => {
+      var content = readerEvent.target.result;
+      var newSettings;
+      try {
+        newSettings = JSON.parse(content);
+      } catch (e) {
+        alert("Selected file is not InteractiveHtmlBom settings file.");
+        return;
+      }
+      if (newSettings.type != "InteractiveHtmlBom settings") {
+        alert("Selected file is not InteractiveHtmlBom settings file.");
+        return;
+      }
+      var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
+      if (metadataMatches) {
+        for (var k in pcbdata.metadata) {
+          if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
+            metadataMatches = false;
+          }
+        }
+      }
+      if (!metadataMatches) {
+        var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
+        var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
+        if (!confirm(
+          `Settins file metadata does not match current metadata.\n\n` +
+          `Page metadata:\n${currentMetadata}\n\n` +
+          `Settings file metadata:\n${fileMetadata}\n\n` +
+          `Press OK if you would like to import settings anyway.`)) {
+          return;
+        }
+      }
+      overwriteSettings(newSettings.settings);
+    }
+    reader.readAsText(file, 'UTF-8');
+  }
+  input.click();
+}
+
+function resetSettings() {
+  if (!confirm(
+    `This will reset all checkbox states and other settings.\n\n` +
+    `Press OK if you want to continue.`)) {
+    return;
+  }
+  if (storage) {
+    var keys = [];
+    for (var i = 0; i < storage.length; i++) {
+      var key = storage.key(i);
+      if (key.startsWith(storagePrefix)) keys.push(key);
+    }
+    for (var key of keys) storage.removeItem(key);
+  }
+  location.reload();
+}
+
+function overwriteSettings(newSettings) {
+  initDone = false;
+  Object.assign(settings, newSettings);
+  writeStorage("bomlayout", settings.bomlayout);
+  writeStorage("bommode", settings.bommode);
+  writeStorage("canvaslayout", settings.canvaslayout);
+  writeStorage("bomCheckboxes", settings.checkboxes.join(","));
+  document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
+  for (var checkbox of settings.checkboxes) {
+    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
+  }
+  writeStorage("markWhenChecked", settings.markWhenChecked);
+  padsVisible(settings.renderPads);
+  document.getElementById("padsCheckbox").checked = settings.renderPads;
+  fabricationVisible(settings.renderFabrication);
+  document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
+  silkscreenVisible(settings.renderSilkscreen);
+  document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
+  referencesVisible(settings.renderReferences);
+  document.getElementById("referencesCheckbox").checked = settings.renderReferences;
+  valuesVisible(settings.renderValues);
+  document.getElementById("valuesCheckbox").checked = settings.renderValues;
+  tracksVisible(settings.renderTracks);
+  document.getElementById("tracksCheckbox").checked = settings.renderTracks;
+  zonesVisible(settings.renderZones);
+  document.getElementById("zonesCheckbox").checked = settings.renderZones;
+  dnpOutline(settings.renderDnpOutline);
+  document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
+  setRedrawOnDrag(settings.redrawOnDrag);
+  document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
+  setDarkMode(settings.darkMode);
+  document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
+  setHighlightPin1(settings.highlightpin1);
+  document.forms.highlightpin1.highlightpin1.value = settings.highlightpin1;
+  writeStorage("boardRotation", settings.boardRotation);
+  document.getElementById("boardRotation").value = settings.boardRotation / 5;
+  document.getElementById("rotationDegree").textContent = settings.boardRotation;
+  setOffsetBackRotation(settings.offsetBackRotation);
+  document.getElementById("offsetBackRotationCheckbox").checked = settings.offsetBackRotation;
+  initDone = true;
+  prepCheckboxes();
+  changeBomLayout(settings.bomlayout);
+}
+
+function saveFile(filename, blob) {
+  var link = document.createElement("a");
+  var objurl = URL.createObjectURL(blob);
+  link.download = filename;
+  link.href = objurl;
+  link.click();
+}
+
+function dataURLtoBlob(dataurl) {
+  var arr = dataurl.split(','),
+    mime = arr[0].match(/:(.*?);/)[1],
+    bstr = atob(arr[1]),
+    n = bstr.length,
+    u8arr = new Uint8Array(n);
+  while (n--) {
+    u8arr[n] = bstr.charCodeAt(n);
+  }
+  return new Blob([u8arr], {
+    type: mime
+  });
+}
+
+var settings = {
+  canvaslayout: "FB",
+  bomlayout: "left-right",
+  bommode: "grouped",
+  checkboxes: [],
+  checkboxStoredRefs: {},
+  darkMode: false,
+  highlightpin1: "none",
+  redrawOnDrag: true,
+  boardRotation: 0,
+  offsetBackRotation: false,
+  renderPads: true,
+  renderReferences: true,
+  renderValues: true,
+  renderSilkscreen: true,
+  renderFabrication: true,
+  renderDnpOutline: false,
+  renderTracks: true,
+  renderZones: true,
+  columnOrder: [],
+  hiddenColumns: [],
+  netColors: {},
+}
+
+function initDefaults() {
+  settings.bomlayout = readStorage("bomlayout");
+  if (settings.bomlayout === null) {
+    settings.bomlayout = config.bom_view;
+  }
+  if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
+    settings.bomlayout = config.bom_view;
+  }
+  settings.bommode = readStorage("bommode");
+  if (settings.bommode === null) {
+    settings.bommode = "grouped";
+  }
+  if (settings.bommode == "netlist" && !pcbdata.nets) {
+    settings.bommode = "grouped";
+  }
+  if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
+    settings.bommode = "grouped";
+  }
+  settings.canvaslayout = readStorage("canvaslayout");
+  if (settings.canvaslayout === null) {
+    settings.canvaslayout = config.layer_view;
+  }
+  var bomCheckboxes = readStorage("bomCheckboxes");
+  if (bomCheckboxes === null) {
+    bomCheckboxes = config.checkboxes;
+  }
+  settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
+  document.getElementById("bomCheckboxes").value = bomCheckboxes;
+
+  var highlightpin1 = readStorage("highlightpin1") || config.highlight_pin1;
+  if (highlightpin1 === "false") highlightpin1 = "none";
+  if (highlightpin1 === "true") highlightpin1 = "all";
+  setHighlightPin1(highlightpin1);
+  document.forms.highlightpin1.highlightpin1.value = highlightpin1;
+
+  settings.markWhenChecked = readStorage("markWhenChecked") || "";
+  populateMarkWhenCheckedOptions();
+
+  function initBooleanSetting(storageString, def, elementId, func) {
+    var b = readStorage(storageString);
+    if (b === null) {
+      b = def;
+    } else {
+      b = (b == "true");
+    }
+    document.getElementById(elementId).checked = b;
+    func(b);
+  }
+
+  initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
+  initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
+  initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
+  initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
+  initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
+  if ("tracks" in pcbdata) {
+    initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
+    initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
+  } else {
+    document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
+    tracksVisible(false);
+    zonesVisible(false);
+  }
+  initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
+  initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
+  initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);
+
+  var fields = ["checkboxes", "References"].concat(config.fields).concat(["Quantity"]);
+  var hcols = JSON.parse(readStorage("hiddenColumns"));
+  if (hcols === null) {
+    hcols = [];
+  }
+  settings.hiddenColumns = hcols.filter(e => fields.includes(e));
+
+  var cord = JSON.parse(readStorage("columnOrder"));
+  if (cord === null) {
+    cord = fields;
+  } else {
+    cord = cord.filter(e => fields.includes(e));
+    if (cord.length != fields.length)
+      cord = fields;
+  }
+  settings.columnOrder = cord;
+
+  settings.boardRotation = readStorage("boardRotation");
+  if (settings.boardRotation === null) {
+    settings.boardRotation = config.board_rotation * 5;
+  } else {
+    settings.boardRotation = parseInt(settings.boardRotation);
+  }
+  document.getElementById("boardRotation").value = settings.boardRotation / 5;
+  document.getElementById("rotationDegree").textContent = settings.boardRotation;
+  initBooleanSetting("offsetBackRotation", config.offset_back_rotation, "offsetBackRotationCheckbox", setOffsetBackRotation);
+
+  settings.netColors = JSON.parse(readStorage("netColors")) || {};
+}
+
+// Helper classes for user js callbacks.
+
+const IBOM_EVENT_TYPES = {
+  ALL: "all",
+  HIGHLIGHT_EVENT: "highlightEvent",
+  CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
+  BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
+}
+
+const EventHandler = {
+  callbacks: {},
+  init: function () {
+    for (eventType of Object.values(IBOM_EVENT_TYPES))
+      this.callbacks[eventType] = [];
+  },
+  registerCallback: function (eventType, callback) {
+    this.callbacks[eventType].push(callback);
+  },
+  emitEvent: function (eventType, eventArgs) {
+    event = {
+      eventType: eventType,
+      args: eventArgs,
+    }
+    var callback;
+    for (callback of this.callbacks[eventType])
+      callback(event);
+    for (callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
+      callback(event);
+  }
+}
+EventHandler.init();
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+/* PCB rendering code */
+
+var emptyContext2d = document.createElement("canvas").getContext("2d");
+
+function deg2rad(deg) {
+  return deg * Math.PI / 180;
+}
+
+function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
+  var point = [
+    linepoint[0] * text.width + offsetx,
+    linepoint[1] * text.height + offsety
+  ];
+  // This approximates pcbnew behavior with how text tilts depending on horizontal justification
+  point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
+  return point;
+}
+
+function drawText(ctx, text, color) {
+  if ("ref" in text && !settings.renderReferences) return;
+  if ("val" in text && !settings.renderValues) return;
+  ctx.save();
+  ctx.fillStyle = color;
+  ctx.strokeStyle = color;
+  ctx.lineCap = "round";
+  ctx.lineJoin = "round";
+  ctx.lineWidth = text.thickness;
+  if ("svgpath" in text) {
+    ctx.stroke(new Path2D(text.svgpath));
+    ctx.restore();
+    return;
+  }
+  if ("polygons" in text) {
+    ctx.fill(getPolygonsPath(text));
+    ctx.restore();
+    return;
+  }
+  ctx.translate(...text.pos);
+  ctx.translate(text.thickness * 0.5, 0);
+  var angle = -text.angle;
+  if (text.attr.includes("mirrored")) {
+    ctx.scale(-1, 1);
+    angle = -angle;
+  }
+  var tilt = 0;
+  if (text.attr.includes("italic")) {
+    tilt = 0.125;
+  }
+  var interline = text.height * 1.5 + text.thickness;
+  var txt = text.text.split("\n");
+  // KiCad ignores last empty line.
+  if (txt[txt.length - 1] == '') txt.pop();
+  ctx.rotate(deg2rad(angle));
+  var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
+  offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
+  for (var i in txt) {
+    var lineWidth = text.thickness + interline / 2 * tilt;
+    for (var j = 0; j < txt[i].length; j++) {
+      if (txt[i][j] == '\t') {
+        var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
+        lineWidth += fourSpaces - lineWidth % fourSpaces;
+      } else {
+        if (txt[i][j] == '~') {
+          j++;
+          if (j == txt[i].length)
+            break;
+        }
+        lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
+      }
+    }
+    var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
+    var inOverbar = false;
+    for (var j = 0; j < txt[i].length; j++) {
+      if (config.kicad_text_formatting) {
+        if (txt[i][j] == '\t') {
+          var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
+          offsetx += fourSpaces - offsetx % fourSpaces;
+          continue;
+        } else if (txt[i][j] == '~') {
+          j++;
+          if (j == txt[i].length)
+            break;
+          if (txt[i][j] != '~') {
+            inOverbar = !inOverbar;
+          }
+        }
+      }
+      var glyph = pcbdata.font_data[txt[i][j]];
+      if (inOverbar) {
+        var overbarStart = [offsetx, -text.height * 1.4 + offsety];
+        var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];
+
+        if (!lastHadOverbar) {
+          overbarStart[0] += text.height * 1.4 * tilt;
+          lastHadOverbar = true;
+        }
+        ctx.beginPath();
+        ctx.moveTo(...overbarStart);
+        ctx.lineTo(...overbarEnd);
+        ctx.stroke();
+      } else {
+        lastHadOverbar = false;
+      }
+      for (var line of glyph.l) {
+        ctx.beginPath();
+        ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
+        for (var k = 1; k < line.length; k++) {
+          ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
+        }
+        ctx.stroke();
+      }
+      offsetx += glyph.w * text.width;
+    }
+    offsety += interline;
+  }
+  ctx.restore();
+}
+
+function drawedge(ctx, scalefactor, edge, color) {
+  ctx.strokeStyle = color;
+  ctx.fillStyle = color;
+  ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
+  ctx.lineCap = "round";
+  ctx.lineJoin = "round";
+  if ("svgpath" in edge) {
+    ctx.stroke(new Path2D(edge.svgpath));
+  } else {
+    ctx.beginPath();
+    if (edge.type == "segment") {
+      ctx.moveTo(...edge.start);
+      ctx.lineTo(...edge.end);
+    }
+    if (edge.type == "rect") {
+      ctx.moveTo(...edge.start);
+      ctx.lineTo(edge.start[0], edge.end[1]);
+      ctx.lineTo(...edge.end);
+      ctx.lineTo(edge.end[0], edge.start[1]);
+      ctx.lineTo(...edge.start);
+    }
+    if (edge.type == "arc") {
+      ctx.arc(
+        ...edge.start,
+        edge.radius,
+        deg2rad(edge.startangle),
+        deg2rad(edge.endangle));
+    }
+    if (edge.type == "circle") {
+      ctx.arc(
+        ...edge.start,
+        edge.radius,
+        0, 2 * Math.PI);
+      ctx.closePath();
+    }
+    if (edge.type == "curve") {
+      ctx.moveTo(...edge.start);
+      ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
+    }
+    if("filled" in edge && edge.filled)
+      ctx.fill();
+    else
+      ctx.stroke();
+  }
+}
+
+function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
+  // chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
+  var path = new Path2D();
+  var width = size[0];
+  var height = size[1];
+  var x = width * -0.5;
+  var y = height * -0.5;
+  var chamfOffset = Math.min(width, height) * chamfratio;
+  path.moveTo(x, 0);
+  if (chamfpos & 4) {
+    path.lineTo(x, y + height - chamfOffset);
+    path.lineTo(x + chamfOffset, y + height);
+    path.lineTo(0, y + height);
+  } else {
+    path.arcTo(x, y + height, x + width, y + height, radius);
+  }
+  if (chamfpos & 8) {
+    path.lineTo(x + width - chamfOffset, y + height);
+    path.lineTo(x + width, y + height - chamfOffset);
+    path.lineTo(x + width, 0);
+  } else {
+    path.arcTo(x + width, y + height, x + width, y, radius);
+  }
+  if (chamfpos & 2) {
+    path.lineTo(x + width, y + chamfOffset);
+    path.lineTo(x + width - chamfOffset, y);
+    path.lineTo(0, y);
+  } else {
+    path.arcTo(x + width, y, x, y, radius);
+  }
+  if (chamfpos & 1) {
+    path.lineTo(x + chamfOffset, y);
+    path.lineTo(x, y + chamfOffset);
+    path.lineTo(x, 0);
+  } else {
+    path.arcTo(x, y, x, y + height, radius);
+  }
+  path.closePath();
+  return path;
+}
+
+function getOblongPath(size) {
+  return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
+}
+
+function getPolygonsPath(shape) {
+  if (shape.path2d) {
+    return shape.path2d;
+  }
+  if ("svgpath" in shape) {
+    shape.path2d = new Path2D(shape.svgpath);
+  } else {
+    var path = new Path2D();
+    for (var polygon of shape.polygons) {
+      path.moveTo(...polygon[0]);
+      for (var i = 1; i < polygon.length; i++) {
+        path.lineTo(...polygon[i]);
+      }
+      path.closePath();
+    }
+    shape.path2d = path;
+  }
+  return shape.path2d;
+}
+
+function drawPolygonShape(ctx, scalefactor, shape, color) {
+  ctx.save();
+  if (!("svgpath" in shape)) {
+    ctx.translate(...shape.pos);
+    ctx.rotate(deg2rad(-shape.angle));
+  }
+  if("filled" in shape && !shape.filled) {
+    ctx.strokeStyle = color;
+    ctx.lineWidth = Math.max(1 / scalefactor, shape.width);
+    ctx.lineCap = "round";
+    ctx.lineJoin = "round";
+    ctx.stroke(getPolygonsPath(shape));
+  } else {
+    ctx.fillStyle = color;
+    ctx.fill(getPolygonsPath(shape));
+  }
+  ctx.restore();
+}
+
+function drawDrawing(ctx, scalefactor, drawing, color) {
+  if (["segment", "arc", "circle", "curve", "rect"].includes(drawing.type)) {
+    drawedge(ctx, scalefactor, drawing, color);
+  } else if (drawing.type == "polygon") {
+    drawPolygonShape(ctx, scalefactor, drawing, color);
+  } else {
+    drawText(ctx, drawing, color);
+  }
+}
+
+function getCirclePath(radius) {
+  var path = new Path2D();
+  path.arc(0, 0, radius, 0, 2 * Math.PI);
+  path.closePath();
+  return path;
+}
+
+function getCachedPadPath(pad) {
+  if (!pad.path2d) {
+    // if path2d is not set, build one and cache it on pad object
+    if (pad.shape == "rect") {
+      pad.path2d = new Path2D();
+      pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
+    } else if (pad.shape == "oval") {
+      pad.path2d = getOblongPath(pad.size);
+    } else if (pad.shape == "circle") {
+      pad.path2d = getCirclePath(pad.size[0] / 2);
+    } else if (pad.shape == "roundrect") {
+      pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
+    } else if (pad.shape == "chamfrect") {
+      pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
+    } else if (pad.shape == "custom") {
+      pad.path2d = getPolygonsPath(pad);
+    }
+  }
+  return pad.path2d;
+}
+
+function drawPad(ctx, pad, color, outline) {
+  ctx.save();
+  ctx.translate(...pad.pos);
+  ctx.rotate(-deg2rad(pad.angle));
+  if (pad.offset) {
+    ctx.translate(...pad.offset);
+  }
+  ctx.fillStyle = color;
+  ctx.strokeStyle = color;
+  var path = getCachedPadPath(pad);
+  if (outline) {
+    ctx.stroke(path);
+  } else {
+    ctx.fill(path);
+  }
+  ctx.restore();
+}
+
+function drawPadHole(ctx, pad, padHoleColor) {
+  if (pad.type != "th") return;
+  ctx.save();
+  ctx.translate(...pad.pos);
+  ctx.rotate(-deg2rad(pad.angle));
+  ctx.fillStyle = padHoleColor;
+  if (pad.drillshape == "oblong") {
+    ctx.fill(getOblongPath(pad.drillsize));
+  } else {
+    ctx.fill(getCirclePath(pad.drillsize[0] / 2));
+  }
+  ctx.restore();
+}
+
+function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, outline) {
+  if (highlight) {
+    // draw bounding box
+    if (footprint.layer == layer) {
+      ctx.save();
+      ctx.globalAlpha = 0.2;
+      ctx.translate(...footprint.bbox.pos);
+      ctx.rotate(deg2rad(-footprint.bbox.angle));
+      ctx.translate(...footprint.bbox.relpos);
+      ctx.fillStyle = colors.pad;
+      ctx.fillRect(0, 0, ...footprint.bbox.size);
+      ctx.globalAlpha = 1;
+      ctx.strokeStyle = colors.pad;
+      ctx.lineWidth = 3 / scalefactor;
+      ctx.strokeRect(0, 0, ...footprint.bbox.size);
+      ctx.restore();
+    }
+  }
+  // draw drawings
+  for (var drawing of footprint.drawings) {
+    if (drawing.layer == layer) {
+      drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad);
+    }
+  }
+  ctx.lineWidth = 3 / scalefactor;
+  // draw pads
+  if (settings.renderPads) {
+    for (var pad of footprint.pads) {
+      if (pad.layers.includes(layer)) {
+        drawPad(ctx, pad, colors.pad, outline);
+        if (pad.pin1 &&
+          (settings.highlightpin1 == "all" ||
+            settings.highlightpin1 == "selected" && highlight)) {
+          drawPad(ctx, pad, colors.outline, true);
+        }
+      }
+    }
+    for (var pad of footprint.pads) {
+      drawPadHole(ctx, pad, colors.padHole);
+    }
+  }
+}
+
+function drawEdgeCuts(canvas, scalefactor) {
+  var ctx = canvas.getContext("2d");
+  var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
+  for (var edge of pcbdata.edges) {
+    drawDrawing(ctx, scalefactor, edge, edgecolor);
+  }
+}
+
+function drawFootprints(canvas, layer, scalefactor, highlight) {
+  var ctx = canvas.getContext("2d");
+  ctx.lineWidth = 3 / scalefactor;
+  var style = getComputedStyle(topmostdiv);
+
+  var colors = {
+    pad: style.getPropertyValue('--pad-color'),
+    padHole: style.getPropertyValue('--pad-hole-color'),
+    outline: style.getPropertyValue('--pin1-outline-color'),
+  }
+
+  for (var i = 0; i < pcbdata.footprints.length; i++) {
+    var mod = pcbdata.footprints[i];
+    var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
+    var h = highlightedFootprints.includes(i);
+    var d = markedFootprints.has(i);
+    if (highlight) {
+      if(h && d) {
+        colors.pad = style.getPropertyValue('--pad-color-highlight-both');
+        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-both');
+      } else if (h) {
+        colors.pad = style.getPropertyValue('--pad-color-highlight');
+        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight');
+      } else if (d) {
+        colors.pad = style.getPropertyValue('--pad-color-highlight-marked');
+        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-marked');
+      }
+    }
+    if( h || d || !highlight) {
+      drawFootprint(ctx, layer, scalefactor, mod, colors, highlight, outline);
+    }
+  }
+}
+
+function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
+  var ctx = canvas.getContext("2d");
+  for (var d of pcbdata.drawings[layername][layer]) {
+    if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
+      drawedge(ctx, scalefactor, d, edgeColor);
+    } else if (d.type == "polygon") {
+      drawPolygonShape(ctx, scalefactor, d, polygonColor);
+    } else {
+      drawText(ctx, d, textColor);
+    }
+  }
+}
+
+function drawTracks(canvas, layer, defaultColor, highlight) {
+  ctx = canvas.getContext("2d");
+  ctx.lineCap = "round";
+
+  var hasHole = (track) => (
+    'drillsize' in track &&
+    track.start[0] == track.end[0] &&
+    track.start[1] == track.end[1]);
+
+  // First draw tracks and tented vias
+  for (var track of pcbdata.tracks[layer]) {
+    if (highlight && highlightedNet != track.net) continue;
+    if (!hasHole(track)) {
+      ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
+      ctx.lineWidth = track.width;
+      ctx.beginPath();
+      if ('radius' in track) {
+        ctx.arc(
+          ...track.center,
+          track.radius,
+          deg2rad(track.startangle),
+          deg2rad(track.endangle));
+      } else {
+        ctx.moveTo(...track.start);
+        ctx.lineTo(...track.end);
+      }
+      ctx.stroke();
+    }
+  }
+  // Second pass to draw untented vias
+  var style = getComputedStyle(topmostdiv);
+  var holeColor = style.getPropertyValue('--pad-hole-color')
+
+  for (var track of pcbdata.tracks[layer]) {
+    if (highlight && highlightedNet != track.net) continue;
+    if (hasHole(track)) {
+      ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
+      ctx.lineWidth = track.width;
+      ctx.beginPath();
+      ctx.moveTo(...track.start);
+      ctx.lineTo(...track.end);
+      ctx.stroke();
+      ctx.strokeStyle = holeColor;
+      ctx.lineWidth = track.drillsize;
+      ctx.lineTo(...track.end);
+      ctx.stroke();
+    }
+  }
+}
+
+function drawZones(canvas, layer, defaultColor, highlight) {
+  ctx = canvas.getContext("2d");
+  ctx.lineJoin = "round";
+  for (var zone of pcbdata.zones[layer]) {
+    if (highlight && highlightedNet != zone.net) continue;
+    ctx.strokeStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
+    ctx.fillStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
+    if (!zone.path2d) {
+      zone.path2d = getPolygonsPath(zone);
+    }
+    ctx.fill(zone.path2d, zone.fillrule || "nonzero");
+    if (zone.width > 0) {
+      ctx.lineWidth = zone.width;
+      ctx.stroke(zone.path2d);
+    }
+  }
+}
+
+function clearCanvas(canvas, color = null) {
+  var ctx = canvas.getContext("2d");
+  ctx.save();
+  ctx.setTransform(1, 0, 0, 1, 0, 0);
+  if (color) {
+    ctx.fillStyle = color;
+    ctx.fillRect(0, 0, canvas.width, canvas.height);
+  } else {
+    if (!window.matchMedia("print").matches)
+      ctx.clearRect(0, 0, canvas.width, canvas.height);
+  }
+  ctx.restore();
+}
+
+function drawNets(canvas, layer, highlight) {
+  var style = getComputedStyle(topmostdiv);
+  if (settings.renderZones) {
+    var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
+    drawZones(canvas, layer, zoneColor, highlight);
+  }
+  if (settings.renderTracks) {
+    var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
+    drawTracks(canvas, layer, trackColor, highlight);
+  }
+  if (highlight && settings.renderPads) {
+    var padColor = style.getPropertyValue('--pad-color-highlight');
+    var padHoleColor = style.getPropertyValue('--pad-hole-color');
+    var ctx = canvas.getContext("2d");
+    for (var footprint of pcbdata.footprints) {
+      // draw pads
+      var padDrawn = false;
+      for (var pad of footprint.pads) {
+        if (highlightedNet != pad.net) continue;
+        if (pad.layers.includes(layer)) {
+          drawPad(ctx, pad, padColor, false);
+          padDrawn = true;
+        }
+      }
+      if (padDrawn) {
+        // redraw all pad holes because some pads may overlap
+        for (var pad of footprint.pads) {
+          drawPadHole(ctx, pad, padHoleColor);
+        }
+      }
+    }
+  }
+}
+
+function drawHighlightsOnLayer(canvasdict, clear = true) {
+  if (clear) {
+    clearCanvas(canvasdict.highlight);
+  }
+  if (markedFootprints.size > 0 || highlightedFootprints.length > 0) {
+    drawFootprints(canvasdict.highlight, canvasdict.layer,
+      canvasdict.transform.s * canvasdict.transform.zoom, true);
+  }
+  if (highlightedNet !== null) {
+    drawNets(canvasdict.highlight, canvasdict.layer, true);
+  }
+}
+
+function drawHighlights() {
+  drawHighlightsOnLayer(allcanvas.front);
+  drawHighlightsOnLayer(allcanvas.back);
+}
+
+function drawBackground(canvasdict, clear = true) {
+  if (clear) {
+    clearCanvas(canvasdict.bg);
+    clearCanvas(canvasdict.fab);
+    clearCanvas(canvasdict.silk);
+  }
+
+  drawNets(canvasdict.bg, canvasdict.layer, false);
+  drawFootprints(canvasdict.bg, canvasdict.layer,
+    canvasdict.transform.s * canvasdict.transform.zoom, false);
+
+  drawEdgeCuts(canvasdict.bg, canvasdict.transform.s * canvasdict.transform.zoom);
+
+  var style = getComputedStyle(topmostdiv);
+  var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
+  var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
+  var textColor = style.getPropertyValue('--silkscreen-text-color');
+  if (settings.renderSilkscreen) {
+    drawBgLayer(
+      "silkscreen", canvasdict.silk, canvasdict.layer,
+      canvasdict.transform.s * canvasdict.transform.zoom,
+      edgeColor, polygonColor, textColor);
+  }
+  edgeColor = style.getPropertyValue('--fabrication-edge-color');
+  polygonColor = style.getPropertyValue('--fabrication-polygon-color');
+  textColor = style.getPropertyValue('--fabrication-text-color');
+  if (settings.renderFabrication) {
+    drawBgLayer(
+      "fabrication", canvasdict.fab, canvasdict.layer,
+      canvasdict.transform.s * canvasdict.transform.zoom,
+      edgeColor, polygonColor, textColor);
+  }
+}
+
+function prepareCanvas(canvas, flip, transform) {
+  var ctx = canvas.getContext("2d");
+  ctx.setTransform(1, 0, 0, 1, 0, 0);
+  ctx.scale(transform.zoom, transform.zoom);
+  ctx.translate(transform.panx, transform.pany);
+  if (flip) {
+    ctx.scale(-1, 1);
+  }
+  ctx.translate(transform.x, transform.y);
+  ctx.rotate(deg2rad(settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
+  ctx.scale(transform.s, transform.s);
+}
+
+function prepareLayer(canvasdict) {
+  var flip = (canvasdict.layer === "B");
+  for (var c of ["bg", "fab", "silk", "highlight"]) {
+    prepareCanvas(canvasdict[c], flip, canvasdict.transform);
+  }
+}
+
+function rotateVector(v, angle) {
+  angle = deg2rad(angle);
+  return [
+    v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
+    v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
+  ];
+}
+
+function applyRotation(bbox, flip) {
+  var corners = [
+    [bbox.minx, bbox.miny],
+    [bbox.minx, bbox.maxy],
+    [bbox.maxx, bbox.miny],
+    [bbox.maxx, bbox.maxy],
+  ];
+  corners = corners.map((v) => rotateVector(v, settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
+  return {
+    minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
+    miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
+    maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
+    maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
+  }
+}
+
+function recalcLayerScale(layerdict, width, height) {
+  var flip = (layerdict.layer === "B");
+  var bbox = applyRotation(pcbdata.edges_bbox, flip);
+  var scalefactor = 0.98 * Math.min(
+    width / (bbox.maxx - bbox.minx),
+    height / (bbox.maxy - bbox.miny)
+  );
+  if (scalefactor < 0.1) {
+    scalefactor = 1;
+  }
+  layerdict.transform.s = scalefactor;
+  if (flip) {
+    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
+  } else {
+    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
+  }
+  layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
+  for (var c of ["bg", "fab", "silk", "highlight"]) {
+    canvas = layerdict[c];
+    canvas.width = width;
+    canvas.height = height;
+    canvas.style.width = (width / devicePixelRatio) + "px";
+    canvas.style.height = (height / devicePixelRatio) + "px";
+  }
+}
+
+function redrawCanvas(layerdict) {
+  prepareLayer(layerdict);
+  drawBackground(layerdict);
+  drawHighlightsOnLayer(layerdict);
+}
+
+function resizeCanvas(layerdict) {
+  var canvasdivid = {
+    "F": "frontcanvas",
+    "B": "backcanvas"
+  } [layerdict.layer];
+  var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
+  var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
+  recalcLayerScale(layerdict, width, height);
+  redrawCanvas(layerdict);
+}
+
+function resizeAll() {
+  resizeCanvas(allcanvas.front);
+  resizeCanvas(allcanvas.back);
+}
+
+function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
+  var A = x - x1;
+  var B = y - y1;
+  var C = x2 - x1;
+  var D = y2 - y1;
+
+  var dot = A * C + B * D;
+  var len_sq = C * C + D * D;
+  var dx, dy;
+  if (len_sq == 0) {
+    // start and end of the segment coincide
+    dx = x - x1;
+    dy = y - y1;
+  } else {
+    var param = dot / len_sq;
+    var xx, yy;
+    if (param < 0) {
+      xx = x1;
+      yy = y1;
+    } else if (param > 1) {
+      xx = x2;
+      yy = y2;
+    } else {
+      xx = x1 + param * C;
+      yy = y1 + param * D;
+    }
+    dx = x - xx;
+    dy = y - yy;
+  }
+  return dx * dx + dy * dy <= d * d;
+}
+
+function modulo(n, mod) {
+  return ((n % mod) + mod) % mod;
+}
+
+function pointWithinDistanceToArc(x, y, xc, yc, radius, startangle, endangle, d) {
+  var dx = x - xc;
+  var dy = y - yc;
+  var r_sq = dx * dx + dy * dy;
+  var rmin = Math.max(0, radius - d);
+  var rmax = radius + d;
+
+  if (r_sq < rmin * rmin || r_sq > rmax * rmax)
+    return false;
+
+  var angle1 = modulo(deg2rad(startangle), 2 * Math.PI);
+  var dx1 = xc + radius * Math.cos(angle1) - x;
+  var dy1 = yc + radius * Math.sin(angle1) - y;
+  if (dx1 * dx1 + dy1 * dy1 <= d * d)
+    return true;
+
+  var angle2 = modulo(deg2rad(endangle), 2 * Math.PI);
+  var dx2 = xc + radius * Math.cos(angle2) - x;
+  var dy2 = yc + radius * Math.sin(angle2) - y;
+  if (dx2 * dx2 + dy2 * dy2 <= d * d)
+    return true;
+
+  var angle = modulo(Math.atan2(dy, dx), 2 * Math.PI);
+  if (angle1 > angle2)
+    return (angle >= angle2 || angle <= angle1);
+  else
+    return (angle >= angle1 && angle <= angle2);
+}
+
+function pointWithinPad(x, y, pad) {
+  var v = [x - pad.pos[0], y - pad.pos[1]];
+  v = rotateVector(v, pad.angle);
+  if (pad.offset) {
+    v[0] -= pad.offset[0];
+    v[1] -= pad.offset[1];
+  }
+  return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
+}
+
+function netHitScan(layer, x, y) {
+  // Check track segments
+  if (settings.renderTracks && pcbdata.tracks) {
+    for (var track of pcbdata.tracks[layer]) {
+      if ('radius' in track) {
+        if (pointWithinDistanceToArc(x, y, ...track.center, track.radius, track.startangle, track.endangle, track.width / 2)) {
+          return track.net;
+        }
+      } else {
+        if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
+          return track.net;
+        }
+      }
+    }
+  }
+  // Check pads
+  if (settings.renderPads) {
+    for (var footprint of pcbdata.footprints) {
+      for (var pad of footprint.pads) {
+        if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
+          return pad.net;
+        }
+      }
+    }
+  }
+  return null;
+}
+
+function pointWithinFootprintBbox(x, y, bbox) {
+  var v = [x - bbox.pos[0], y - bbox.pos[1]];
+  v = rotateVector(v, bbox.angle);
+  return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
+    bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
+}
+
+function bboxHitScan(layer, x, y) {
+  var result = [];
+  for (var i = 0; i < pcbdata.footprints.length; i++) {
+    var footprint = pcbdata.footprints[i];
+    if (footprint.layer == layer) {
+      if (pointWithinFootprintBbox(x, y, footprint.bbox)) {
+        result.push(i);
+      }
+    }
+  }
+  return result;
+}
+
+function handlePointerDown(e, layerdict) {
+  if (e.button != 0 && e.button != 1) {
+    return;
+  }
+  e.preventDefault();
+  e.stopPropagation();
+
+  if (!e.hasOwnProperty("offsetX")) {
+    // The polyfill doesn't set this properly
+    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
+    e.offsetY = e.pageY - e.currentTarget.offsetTop;
+  }
+
+  layerdict.pointerStates[e.pointerId] = {
+    distanceTravelled: 0,
+    lastX: e.offsetX,
+    lastY: e.offsetY,
+    downTime: Date.now(),
+  };
+}
+
+function handleMouseClick(e, layerdict) {
+  if (!e.hasOwnProperty("offsetX")) {
+    // The polyfill doesn't set this properly
+    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
+    e.offsetY = e.pageY - e.currentTarget.offsetTop;
+  }
+
+  var x = e.offsetX;
+  var y = e.offsetY;
+  var t = layerdict.transform;
+  var flip = layerdict.layer === "B";
+  if (flip) {
+    x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
+  } else {
+    x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
+  }
+  y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
+  var v = rotateVector([x, y], -settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0));
+  if ("nets" in pcbdata) {
+    var net = netHitScan(layerdict.layer, ...v);
+    if (net !== highlightedNet) {
+      netClicked(net);
+    }
+  }
+  if (highlightedNet === null) {
+    var footprints = bboxHitScan(layerdict.layer, ...v);
+    if (footprints.length > 0) {
+      footprintsClicked(footprints);
+    }
+  }
+}
+
+function handlePointerLeave(e, layerdict) {
+  e.preventDefault();
+  e.stopPropagation();
+
+  if (!settings.redrawOnDrag) {
+    redrawCanvas(layerdict);
+  }
+
+  delete layerdict.pointerStates[e.pointerId];
+}
+
+function resetTransform(layerdict) {
+  layerdict.transform.panx = 0;
+  layerdict.transform.pany = 0;
+  layerdict.transform.zoom = 1;
+  redrawCanvas(layerdict);
+}
+
+function handlePointerUp(e, layerdict) {
+  if (!e.hasOwnProperty("offsetX")) {
+    // The polyfill doesn't set this properly
+    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
+    e.offsetY = e.pageY - e.currentTarget.offsetTop;
+  }
+
+  e.preventDefault();
+  e.stopPropagation();
+
+  if (e.button == 2) {
+    // Reset pan and zoom on right click.
+    resetTransform(layerdict);
+    layerdict.anotherPointerTapped = false;
+    return;
+  }
+
+  // We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
+  var ptr = layerdict.pointerStates[e.pointerId];
+  ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);
+
+  if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
+    if (Object.keys(layerdict.pointerStates).length == 1) {
+      if (layerdict.anotherPointerTapped) {
+        // This is the second pointer coming off of a two-finger tap
+        resetTransform(layerdict);
+      } else {
+        // This is just a regular tap
+        handleMouseClick(e, layerdict);
+      }
+      layerdict.anotherPointerTapped = false;
+    } else {
+      // This is the first finger coming off of what could become a two-finger tap
+      layerdict.anotherPointerTapped = true;
+    }
+  } else {
+    if (!settings.redrawOnDrag) {
+      redrawCanvas(layerdict);
+    }
+    layerdict.anotherPointerTapped = false;
+  }
+
+  delete layerdict.pointerStates[e.pointerId];
+}
+
+function handlePointerMove(e, layerdict) {
+  if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
+    return;
+  }
+  e.preventDefault();
+  e.stopPropagation();
+
+  if (!e.hasOwnProperty("offsetX")) {
+    // The polyfill doesn't set this properly
+    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
+    e.offsetY = e.pageY - e.currentTarget.offsetTop;
+  }
+
+  var thisPtr = layerdict.pointerStates[e.pointerId];
+
+  var dx = e.offsetX - thisPtr.lastX;
+  var dy = e.offsetY - thisPtr.lastY;
+
+  // If this number is low on pointer up, we count the action as a click
+  thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);
+
+  if (Object.keys(layerdict.pointerStates).length == 1) {
+    // This is a simple drag
+    layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
+    layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
+  } else if (Object.keys(layerdict.pointerStates).length == 2) {
+    var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];
+
+    var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
+    var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2) + Math.pow(e.offsetY - otherPtr.lastY, 2));
+
+    var scaleFactor = newDist / oldDist;
+
+    if (scaleFactor != NaN) {
+      layerdict.transform.zoom *= scaleFactor;
+
+      var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
+      layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
+      layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
+    }
+  }
+
+  thisPtr.lastX = e.offsetX;
+  thisPtr.lastY = e.offsetY;
+
+  if (settings.redrawOnDrag) {
+    redrawCanvas(layerdict);
+  }
+}
+
+function handleMouseWheel(e, layerdict) {
+  e.preventDefault();
+  e.stopPropagation();
+  var t = layerdict.transform;
+  var wheeldelta = e.deltaY;
+  if (e.deltaMode == 1) {
+    // FF only, scroll by lines
+    wheeldelta *= 30;
+  } else if (e.deltaMode == 2) {
+    wheeldelta *= 300;
+  }
+  var m = Math.pow(1.1, -wheeldelta / 40);
+  // Limit amount of zoom per tick.
+  if (m > 2) {
+    m = 2;
+  } else if (m < 0.5) {
+    m = 0.5;
+  }
+  t.zoom *= m;
+  var zoomd = (1 - m) / t.zoom;
+  t.panx += devicePixelRatio * e.offsetX * zoomd;
+  t.pany += devicePixelRatio * e.offsetY * zoomd;
+  redrawCanvas(layerdict);
+}
+
+function addMouseHandlers(div, layerdict) {
+  div.addEventListener("pointerdown", function(e) {
+    handlePointerDown(e, layerdict);
+  });
+  div.addEventListener("pointermove", function(e) {
+    handlePointerMove(e, layerdict);
+  });
+  div.addEventListener("pointerup", function(e) {
+    handlePointerUp(e, layerdict);
+  });
+  var pointerleave = function(e) {
+    handlePointerLeave(e, layerdict);
+  }
+  div.addEventListener("pointercancel", pointerleave);
+  div.addEventListener("pointerleave", pointerleave);
+  div.addEventListener("pointerout", pointerleave);
+
+  div.onwheel = function(e) {
+    handleMouseWheel(e, layerdict);
+  }
+  for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
+    element.addEventListener("contextmenu", function(e) {
+      e.preventDefault();
+    }, false);
+  }
+}
+
+function setRedrawOnDrag(value) {
+  settings.redrawOnDrag = value;
+  writeStorage("redrawOnDrag", value);
+}
+
+function setBoardRotation(value) {
+  settings.boardRotation = value * 5;
+  writeStorage("boardRotation", settings.boardRotation);
+  document.getElementById("rotationDegree").textContent = settings.boardRotation;
+  resizeAll();
+}
+
+function setOffsetBackRotation(value) {
+  settings.offsetBackRotation = value;
+  writeStorage("offsetBackRotation", value);
+  resizeAll();
+}
+
+function initRender() {
+  allcanvas = {
+    front: {
+      transform: {
+        x: 0,
+        y: 0,
+        s: 1,
+        panx: 0,
+        pany: 0,
+        zoom: 1,
+      },
+      pointerStates: {},
+      anotherPointerTapped: false,
+      bg: document.getElementById("F_bg"),
+      fab: document.getElementById("F_fab"),
+      silk: document.getElementById("F_slk"),
+      highlight: document.getElementById("F_hl"),
+      layer: "F",
+    },
+    back: {
+      transform: {
+        x: 0,
+        y: 0,
+        s: 1,
+        panx: 0,
+        pany: 0,
+        zoom: 1,
+      },
+      pointerStates: {},
+      anotherPointerTapped: false,
+      bg: document.getElementById("B_bg"),
+      fab: document.getElementById("B_fab"),
+      silk: document.getElementById("B_slk"),
+      highlight: document.getElementById("B_hl"),
+      layer: "B",
+    }
+  };
+  addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
+  addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
+}
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+/*
+ * Table reordering via Drag'n'Drop
+ * Inspired by: https://htmldom.dev/drag-and-drop-table-column
+ */
+
+function setBomHandlers() {
+
+  const bom = document.getElementById('bomtable');
+
+  let dragName;
+  let placeHolderElements;
+  let draggingElement;
+  let forcePopulation;
+  let xOffset;
+  let yOffset;
+  let wasDragged;
+
+  const mouseUpHandler = function(e) {
+    // Delete dragging element
+    draggingElement.remove();
+
+    // Make BOM selectable again
+    bom.style.removeProperty("userSelect");
+
+    // Remove listeners
+    document.removeEventListener('mousemove', mouseMoveHandler);
+    document.removeEventListener('mouseup', mouseUpHandler);
+
+    if (wasDragged) {
+      // Redraw whole BOM
+      populateBomTable();
+    }
+  }
+
+  const mouseMoveHandler = function(e) {
+    // Notice the dragging
+    wasDragged = true;
+
+    // Make the dragged element visible
+    draggingElement.style.removeProperty("display");
+
+    // Set elements position to mouse position
+    draggingElement.style.left = `${e.screenX - xOffset}px`;
+    draggingElement.style.top = `${e.screenY - yOffset}px`;
+
+    // Forced redrawing of BOM table
+    if (forcePopulation) {
+      forcePopulation = false;
+      // Copy array
+      phe = Array.from(placeHolderElements);
+      // populate BOM table again
+      populateBomHeader(dragName, phe);
+      populateBomBody(dragName, phe);
+    }
+
+    // Set up array of hidden columns
+    var hiddenColumns = Array.from(settings.hiddenColumns);
+    // In the ungrouped mode, quantity don't exist
+    if (settings.bommode === "ungrouped")
+      hiddenColumns.push("Quantity");
+    // If no checkbox fields can be found, we consider them hidden
+    if (settings.checkboxes.length == 0)
+      hiddenColumns.push("checkboxes");
+
+    // Get table headers and group them into checkboxes, extrafields and normal headers
+    const bh = document.getElementById("bomhead");
+    headers = Array.from(bh.querySelectorAll("th"))
+    headers.shift() // numCol is not part of the columnOrder
+    headerGroups = []
+    lastCompoundClass = null;
+    for (i = 0; i < settings.columnOrder.length; i++) {
+      cElem = settings.columnOrder[i];
+      if (hiddenColumns.includes(cElem)) {
+        // Hidden columns appear as a dummy element
+        headerGroups.push([]);
+        continue;
+      }
+      elem = headers.filter(e => getColumnOrderName(e) === cElem)[0];
+      if (elem.classList.contains("bom-checkbox")) {
+        if (lastCompoundClass === "bom-checkbox") {
+          cbGroup = headerGroups.pop();
+          cbGroup.push(elem);
+          headerGroups.push(cbGroup);
+        } else {
+          lastCompoundClass = "bom-checkbox";
+          headerGroups.push([elem])
+        }
+      } else {
+        headerGroups.push([elem])
+      }
+    }
+
+    // Copy settings.columnOrder
+    var columns = Array.from(settings.columnOrder)
+
+    // Set up array with indices of hidden columns
+    var hiddenIndices = hiddenColumns.map(e => settings.columnOrder.indexOf(e));
+    var dragIndex = columns.indexOf(dragName);
+    var swapIndex = dragIndex;
+    var swapDone = false;
+
+    // Check if the current dragged element is swapable with the left or right element
+    if (dragIndex > 0) {
+      // Get left headers boundingbox
+      swapIndex = dragIndex - 1;
+      while (hiddenIndices.includes(swapIndex) && swapIndex > 0)
+        swapIndex--;
+      if (!hiddenIndices.includes(swapIndex)) {
+        box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
+        if (e.clientX < box.left + window.scrollX + (box.width / 2)) {
+          swapElement = columns[dragIndex];
+          columns.splice(dragIndex, 1);
+          columns.splice(swapIndex, 0, swapElement);
+          forcePopulation = true;
+          swapDone = true;
+        }
+      }
+    }
+    if ((!swapDone) && dragIndex < headerGroups.length - 1) {
+      // Get right headers boundingbox
+      swapIndex = dragIndex + 1;
+      while (hiddenIndices.includes(swapIndex))
+        swapIndex++;
+      if (swapIndex < headerGroups.length) {
+        box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
+        if (e.clientX > box.left + window.scrollX + (box.width / 2)) {
+          swapElement = columns[dragIndex];
+          columns.splice(dragIndex, 1);
+          columns.splice(swapIndex, 0, swapElement);
+          forcePopulation = true;
+          swapDone = true;
+        }
+      }
+    }
+
+    // Write back change to storage
+    if (swapDone) {
+      settings.columnOrder = columns
+      writeStorage("columnOrder", JSON.stringify(columns));
+    }
+
+  }
+
+  const mouseDownHandler = function(e) {
+    var target = e.target;
+    if (target.tagName.toLowerCase() != "td")
+      target = target.parentElement;
+
+    // Used to check if a dragging has ever happened
+    wasDragged = false;
+
+    // Create new element which will be displayed as the dragged column
+    draggingElement = document.createElement("div")
+    draggingElement.classList.add("dragging");
+    draggingElement.style.display = "none";
+    draggingElement.style.position = "absolute";
+    draggingElement.style.overflow = "hidden";
+
+    // Get bomhead and bombody elements
+    const bh = document.getElementById("bomhead");
+    const bb = document.getElementById("bombody");
+
+    // Get all compound headers for the current column
+    var compoundHeaders;
+    if (target.classList.contains("bom-checkbox")) {
+      compoundHeaders = Array.from(bh.querySelectorAll("th.bom-checkbox"));
+    } else {
+      compoundHeaders = [target];
+    }
+
+    // Create new table which will display the column
+    var newTable = document.createElement("table");
+    newTable.classList.add("bom");
+    newTable.style.background = "white";
+    draggingElement.append(newTable);
+
+    // Create new header element
+    var newHeader = document.createElement("thead");
+    newTable.append(newHeader);
+
+    // Set up array for storing all placeholder elements
+    placeHolderElements = [];
+
+    // Add all compound headers to the new thead element and placeholders
+    compoundHeaders.forEach(function(h) {
+      clone = cloneElementWithDimensions(h);
+      newHeader.append(clone);
+      placeHolderElements.push(clone);
+    });
+
+    // Create new body element
+    var newBody = document.createElement("tbody");
+    newTable.append(newBody);
+
+    // Get indices for compound headers
+    var idxs = compoundHeaders.map(e => getBomTableHeaderIndex(e));
+
+    // For each row in the BOM body...
+    var rows = bb.querySelectorAll("tr");
+    rows.forEach(function(row) {
+      // ..get the cells for the compound column
+      const tds = row.querySelectorAll("td");
+      var copytds = idxs.map(i => tds[i]);
+      // Add them to the new element and the placeholders
+      var newRow = document.createElement("tr");
+      copytds.forEach(function(td) {
+        clone = cloneElementWithDimensions(td);
+        newRow.append(clone);
+        placeHolderElements.push(clone);
+      });
+      newBody.append(newRow);
+    });
+
+    // Compute width for compound header
+    var width = compoundHeaders.reduce((acc, x) => acc + x.clientWidth, 0);
+    draggingElement.style.width = `${width}px`;
+
+    // Insert the new dragging element and disable selection on BOM
+    bom.insertBefore(draggingElement, null);
+    bom.style.userSelect = "none";
+
+    // Determine the mouse position offset
+    xOffset = e.screenX - compoundHeaders.reduce((acc, x) => Math.min(acc, x.offsetLeft), compoundHeaders[0].offsetLeft);
+    yOffset = e.screenY - compoundHeaders[0].offsetTop;
+
+    // Get name for the column in settings.columnOrder
+    dragName = getColumnOrderName(target);
+
+    // Change text and class for placeholder elements
+    placeHolderElements = placeHolderElements.map(function(e) {
+      newElem = cloneElementWithDimensions(e);
+      newElem.textContent = "";
+      newElem.classList.add("placeholder");
+      return newElem;
+    });
+
+    // On next mouse move, the whole BOM needs to be redrawn to show the placeholders
+    forcePopulation = true;
+
+    // Add listeners for move and up on mouse
+    document.addEventListener('mousemove', mouseMoveHandler);
+    document.addEventListener('mouseup', mouseUpHandler);
+  }
+
+  // In netlist mode, there is nothing to reorder
+  if (settings.bommode === "netlist")
+    return;
+
+  // Add mouseDownHandler to every column except the numCol
+  bom.querySelectorAll("th")
+    .forEach(function(head) {
+      if (!head.classList.contains("numCol")) {
+        head.onmousedown = mouseDownHandler;
+      }
+    });
+
+}
+
+function getBoundingClientRectFromMultiple(elements) {
+  var elems = Array.from(elements);
+
+  if (elems.length == 0)
+    return null;
+
+  var box = elems.shift()
+    .getBoundingClientRect();
+
+  elems.forEach(function(elem) {
+    var elembox = elem.getBoundingClientRect();
+    box.left = Math.min(elembox.left, box.left);
+    box.top = Math.min(elembox.top, box.top);
+    box.width += elembox.width;
+    box.height = Math.max(elembox.height, box.height);
+  });
+
+  return box;
+}
+
+function cloneElementWithDimensions(elem) {
+  var newElem = elem.cloneNode(true);
+  newElem.style.height = window.getComputedStyle(elem).height;
+  newElem.style.width = window.getComputedStyle(elem).width;
+  return newElem;
+}
+
+function getBomTableHeaderIndex(elem) {
+  const bh = document.getElementById('bomhead');
+  const ths = Array.from(bh.querySelectorAll("th"));
+  return ths.indexOf(elem);
+}
+
+function getColumnOrderName(elem) {
+  var cname = elem.getAttribute("col_name");
+  if (cname === "bom-checkbox")
+    return "checkboxes";
+  else
+    return cname;
+}
+
+function resizableGrid(tablehead) {
+  var cols = tablehead.firstElementChild.children;
+  var rowWidth = tablehead.offsetWidth;
+
+  for (var i = 1; i < cols.length; i++) {
+    if (cols[i].classList.contains("bom-checkbox"))
+      continue;
+    cols[i].style.width = ((cols[i].clientWidth - paddingDiff(cols[i])) * 100 / rowWidth) + '%';
+  }
+
+  for (var i = 1; i < cols.length - 1; i++) {
+    var div = document.createElement('div');
+    div.className = "column-width-handle";
+    cols[i].appendChild(div);
+    setListeners(div);
+  }
+
+  function setListeners(div) {
+    var startX, curCol, nxtCol, curColWidth, nxtColWidth, rowWidth;
+
+    div.addEventListener('mousedown', function(e) {
+      e.preventDefault();
+      e.stopPropagation();
+
+      curCol = e.target.parentElement;
+      nxtCol = curCol.nextElementSibling;
+      startX = e.pageX;
+
+      var padding = paddingDiff(curCol);
+
+      rowWidth = curCol.parentElement.offsetWidth;
+      curColWidth = curCol.clientWidth - padding;
+      nxtColWidth = nxtCol.clientWidth - padding;
+    });
+
+    document.addEventListener('mousemove', function(e) {
+      if (startX) {
+        var diffX = e.pageX - startX;
+        diffX = -Math.min(-diffX, curColWidth - 20);
+        diffX = Math.min(diffX, nxtColWidth - 20);
+
+        curCol.style.width = ((curColWidth + diffX) * 100 / rowWidth) + '%';
+        nxtCol.style.width = ((nxtColWidth - diffX) * 100 / rowWidth) + '%';
+        console.log(`${curColWidth + nxtColWidth} ${(curColWidth + diffX) * 100 / rowWidth + (nxtColWidth - diffX) * 100 / rowWidth}`);
+      }
+    });
+
+    document.addEventListener('mouseup', function(e) {
+      curCol = undefined;
+      nxtCol = undefined;
+      startX = undefined;
+      nxtColWidth = undefined;
+      curColWidth = undefined
+    });
+  }
+
+  function paddingDiff(col) {
+
+    if (getStyleVal(col, 'box-sizing') == 'border-box') {
+      return 0;
+    }
+
+    var padLeft = getStyleVal(col, 'padding-left');
+    var padRight = getStyleVal(col, 'padding-right');
+    return (parseInt(padLeft) + parseInt(padRight));
+
+  }
+
+  function getStyleVal(elm, css) {
+    return (window.getComputedStyle(elm, null).getPropertyValue(css))
+  }
+}
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+/* DOM manipulation and misc code */
+
+var bomsplit;
+var canvassplit;
+var initDone = false;
+var bomSortFunction = null;
+var currentSortColumn = null;
+var currentSortOrder = null;
+var currentHighlightedRowId;
+var highlightHandlers = [];
+var footprintIndexToHandler = {};
+var netsToHandler = {};
+var markedFootprints = new Set();
+var highlightedFootprints = [];
+var highlightedNet = null;
+var lastClicked;
+
+function dbg(html) {
+  dbgdiv.innerHTML = html;
+}
+
+function redrawIfInitDone() {
+  if (initDone) {
+    redrawCanvas(allcanvas.front);
+    redrawCanvas(allcanvas.back);
+  }
+}
+
+function padsVisible(value) {
+  writeStorage("padsVisible", value);
+  settings.renderPads = value;
+  redrawIfInitDone();
+}
+
+function referencesVisible(value) {
+  writeStorage("referencesVisible", value);
+  settings.renderReferences = value;
+  redrawIfInitDone();
+}
+
+function valuesVisible(value) {
+  writeStorage("valuesVisible", value);
+  settings.renderValues = value;
+  redrawIfInitDone();
+}
+
+function tracksVisible(value) {
+  writeStorage("tracksVisible", value);
+  settings.renderTracks = value;
+  redrawIfInitDone();
+}
+
+function zonesVisible(value) {
+  writeStorage("zonesVisible", value);
+  settings.renderZones = value;
+  redrawIfInitDone();
+}
+
+function dnpOutline(value) {
+  writeStorage("dnpOutline", value);
+  settings.renderDnpOutline = value;
+  redrawIfInitDone();
+}
+
+function setDarkMode(value) {
+  if (value) {
+    topmostdiv.classList.add("dark");
+  } else {
+    topmostdiv.classList.remove("dark");
+  }
+  writeStorage("darkmode", value);
+  settings.darkMode = value;
+  redrawIfInitDone();
+  if (initDone) {
+    populateBomTable();
+  }
+}
+
+function setShowBOMColumn(field, value) {
+  if (field === "references") {
+    var rl = document.getElementById("reflookup");
+    rl.disabled = !value;
+    if (!value) {
+      rl.value = "";
+      updateRefLookup("");
+    }
+  }
+
+  var n = settings.hiddenColumns.indexOf(field);
+  if (value) {
+    if (n != -1) {
+      settings.hiddenColumns.splice(n, 1);
+    }
+  } else {
+    if (n == -1) {
+      settings.hiddenColumns.push(field);
+    }
+  }
+
+  writeStorage("hiddenColumns", JSON.stringify(settings.hiddenColumns));
+
+  if (initDone) {
+    populateBomTable();
+  }
+
+  redrawIfInitDone();
+}
+
+
+function setFullscreen(value) {
+  if (value) {
+    document.documentElement.requestFullscreen();
+  } else {
+    document.exitFullscreen();
+  }
+}
+
+function fabricationVisible(value) {
+  writeStorage("fabricationVisible", value);
+  settings.renderFabrication = value;
+  redrawIfInitDone();
+}
+
+function silkscreenVisible(value) {
+  writeStorage("silkscreenVisible", value);
+  settings.renderSilkscreen = value;
+  redrawIfInitDone();
+}
+
+function setHighlightPin1(value) {
+  writeStorage("highlightpin1", value);
+  settings.highlightpin1 = value;
+  redrawIfInitDone();
+}
+
+function getStoredCheckboxRefs(checkbox) {
+  function convert(ref) {
+    var intref = parseInt(ref);
+    if (isNaN(intref)) {
+      for (var i = 0; i < pcbdata.footprints.length; i++) {
+        if (pcbdata.footprints[i].ref == ref) {
+          return i;
+        }
+      }
+      return -1;
+    } else {
+      return intref;
+    }
+  }
+  if (!(checkbox in settings.checkboxStoredRefs)) {
+    var val = readStorage("checkbox_" + checkbox);
+    settings.checkboxStoredRefs[checkbox] = val ? val : "";
+  }
+  if (!settings.checkboxStoredRefs[checkbox]) {
+    return new Set();
+  } else {
+    return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
+  }
+}
+
+function getCheckboxState(checkbox, references) {
+  var storedRefsSet = getStoredCheckboxRefs(checkbox);
+  var currentRefsSet = new Set(references.map(r => r[1]));
+  // Get difference of current - stored
+  var difference = new Set(currentRefsSet);
+  for (ref of storedRefsSet) {
+    difference.delete(ref);
+  }
+  if (difference.size == 0) {
+    // All the current refs are stored
+    return "checked";
+  } else if (difference.size == currentRefsSet.size) {
+    // None of the current refs are stored
+    return "unchecked";
+  } else {
+    // Some of the refs are stored
+    return "indeterminate";
+  }
+}
+
+function setBomCheckboxState(checkbox, element, references) {
+  var state = getCheckboxState(checkbox, references);
+  element.checked = (state == "checked");
+  element.indeterminate = (state == "indeterminate");
+}
+
+function createCheckboxChangeHandler(checkbox, references, row) {
+  return function () {
+    refsSet = getStoredCheckboxRefs(checkbox);
+    var markWhenChecked = settings.markWhenChecked == checkbox;
+    eventArgs = {
+      checkbox: checkbox,
+      refs: references,
+    }
+    if (this.checked) {
+      // checkbox ticked
+      for (var ref of references) {
+        refsSet.add(ref[1]);
+      }
+      if (markWhenChecked) {
+        row.classList.add("checked");
+        for (var ref of references) {
+          markedFootprints.add(ref[1]);
+        }
+        drawHighlights();
+      }
+      eventArgs.state = 'checked';
+    } else {
+      // checkbox unticked
+      for (var ref of references) {
+        refsSet.delete(ref[1]);
+      }
+      if (markWhenChecked) {
+        row.classList.remove("checked");
+        for (var ref of references) {
+          markedFootprints.delete(ref[1]);
+        }
+        drawHighlights();
+      }
+      eventArgs.state = 'unchecked';
+    }
+    settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
+    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
+    updateCheckboxStats(checkbox);
+    EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
+  }
+}
+
+function clearHighlightedFootprints() {
+  if (currentHighlightedRowId) {
+    document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
+    currentHighlightedRowId = null;
+    highlightedFootprints = [];
+    highlightedNet = null;
+  }
+}
+
+function createRowHighlightHandler(rowid, refs, net) {
+  return function () {
+    if (currentHighlightedRowId) {
+      if (currentHighlightedRowId == rowid) {
+        return;
+      }
+      document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
+    }
+    document.getElementById(rowid).classList.add("highlighted");
+    currentHighlightedRowId = rowid;
+    highlightedFootprints = refs ? refs.map(r => r[1]) : [];
+    highlightedNet = net;
+    drawHighlights();
+    EventHandler.emitEvent(
+      IBOM_EVENT_TYPES.HIGHLIGHT_EVENT, {
+      rowid: rowid,
+      refs: refs,
+      net: net
+    });
+  }
+}
+
+function updateNetColors() {
+  writeStorage("netColors", JSON.stringify(settings.netColors));
+  redrawIfInitDone();
+}
+
+function netColorChangeHandler(net) {
+  return (event) => {
+    settings.netColors[net] = event.target.value;
+    updateNetColors();
+  }
+}
+
+function netColorRightClick(net) {
+  return (event) => {
+    if (event.button == 2) {
+      event.preventDefault();
+      event.stopPropagation();
+
+      var style = getComputedStyle(topmostdiv);
+      var defaultNetColor = style.getPropertyValue('--track-color').trim();
+      event.target.value = defaultNetColor;
+      delete settings.netColors[net];
+      updateNetColors();
+    }
+  }
+}
+
+function entryMatches(entry) {
+  if (settings.bommode == "netlist") {
+    // entry is just a net name
+    return entry.toLowerCase().indexOf(filter) >= 0;
+  }
+  // check refs
+  if (!settings.hiddenColumns.includes("references")) {
+    for (var ref of entry) {
+      if (ref[0].toLowerCase().indexOf(filter) >= 0) {
+        return true;
+      }
+    }
+  }
+  // check fields
+  for (var i in config.fields) {
+    var f = config.fields[i];
+    if (!settings.hiddenColumns.includes(f)) {
+      for (var ref of entry) {
+        if (String(pcbdata.bom.fields[ref[1]][i]).toLowerCase().indexOf(filter) >= 0) {
+          return true;
+        }
+      }
+    }
+  }
+  return false;
+}
+
+function findRefInEntry(entry) {
+  return entry.filter(r => r[0].toLowerCase() == reflookup);
+}
+
+function highlightFilter(s) {
+  if (!filter) {
+    return s;
+  }
+  var parts = s.toLowerCase().split(filter);
+  if (parts.length == 1) {
+    return s;
+  }
+  var r = "";
+  var pos = 0;
+  for (var i in parts) {
+    if (i > 0) {
+      r += '<mark class="highlight">' +
+        s.substring(pos, pos + filter.length) +
+        '</mark>';
+      pos += filter.length;
+    }
+    r += s.substring(pos, pos + parts[i].length);
+    pos += parts[i].length;
+  }
+  return r;
+}
+
+function checkboxSetUnsetAllHandler(checkboxname) {
+  return function () {
+    var checkboxnum = 0;
+    while (checkboxnum < settings.checkboxes.length &&
+      settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
+      checkboxnum++;
+    }
+    if (checkboxnum >= settings.checkboxes.length) {
+      return;
+    }
+    var allset = true;
+    var checkbox;
+    var row;
+    for (row of bombody.childNodes) {
+      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
+      if (!checkbox.checked || checkbox.indeterminate) {
+        allset = false;
+        break;
+      }
+    }
+    for (row of bombody.childNodes) {
+      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
+      checkbox.checked = !allset;
+      checkbox.indeterminate = false;
+      checkbox.onchange();
+    }
+  }
+}
+
+function createColumnHeader(name, cls, comparator, is_checkbox = false) {
+  var th = document.createElement("TH");
+  th.innerHTML = name;
+  th.classList.add(cls);
+  if (is_checkbox)
+    th.setAttribute("col_name", "bom-checkbox");
+  else
+    th.setAttribute("col_name", name);
+  var span = document.createElement("SPAN");
+  span.classList.add("sortmark");
+  span.classList.add("none");
+  th.appendChild(span);
+  var spacer = document.createElement("div");
+  spacer.className = "column-spacer";
+  th.appendChild(spacer);
+  spacer.onclick = function () {
+    if (currentSortColumn && th !== currentSortColumn) {
+      // Currently sorted by another column
+      currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
+      currentSortColumn.childNodes[1].classList.add("none");
+      currentSortColumn = null;
+      currentSortOrder = null;
+    }
+    if (currentSortColumn && th === currentSortColumn) {
+      // Already sorted by this column
+      if (currentSortOrder == "asc") {
+        // Sort by this column, descending order
+        bomSortFunction = function (a, b) {
+          return -comparator(a, b);
+        }
+        currentSortColumn.childNodes[1].classList.remove("asc");
+        currentSortColumn.childNodes[1].classList.add("desc");
+        currentSortOrder = "desc";
+      } else {
+        // Unsort
+        bomSortFunction = null;
+        currentSortColumn.childNodes[1].classList.remove("desc");
+        currentSortColumn.childNodes[1].classList.add("none");
+        currentSortColumn = null;
+        currentSortOrder = null;
+      }
+    } else {
+      // Sort by this column, ascending order
+      bomSortFunction = comparator;
+      currentSortColumn = th;
+      currentSortColumn.childNodes[1].classList.remove("none");
+      currentSortColumn.childNodes[1].classList.add("asc");
+      currentSortOrder = "asc";
+    }
+    populateBomBody();
+  }
+  if (is_checkbox) {
+    spacer.onclick = fancyDblClickHandler(
+      spacer, spacer.onclick, checkboxSetUnsetAllHandler(name));
+  }
+  return th;
+}
+
+function populateBomHeader(placeHolderColumn = null, placeHolderElements = null) {
+  while (bomhead.firstChild) {
+    bomhead.removeChild(bomhead.firstChild);
+  }
+  var tr = document.createElement("TR");
+  var th = document.createElement("TH");
+  th.classList.add("numCol");
+
+  var vismenu = document.createElement("div");
+  vismenu.id = "vismenu";
+  vismenu.classList.add("menu");
+
+  var visbutton = document.createElement("div");
+  visbutton.classList.add("visbtn");
+  visbutton.classList.add("hideonprint");
+
+  var viscontent = document.createElement("div");
+  viscontent.classList.add("menu-content");
+  viscontent.id = "vismenu-content";
+
+  settings.columnOrder.forEach(column => {
+    if (typeof column !== "string")
+      return;
+
+    // Skip empty columns
+    if (column === "checkboxes" && settings.checkboxes.length == 0)
+      return;
+    else if (column === "Quantity" && settings.bommode == "ungrouped")
+      return;
+
+    var label = document.createElement("label");
+    label.classList.add("menu-label");
+
+    var input = document.createElement("input");
+    input.classList.add("visibility_checkbox");
+    input.type = "checkbox";
+    input.onchange = function (e) {
+      setShowBOMColumn(column, e.target.checked)
+    };
+    input.checked = !(settings.hiddenColumns.includes(column));
+
+    label.appendChild(input);
+    if (column.length > 0)
+      label.append(column[0].toUpperCase() + column.slice(1));
+
+    viscontent.appendChild(label);
+  });
+
+  viscontent.childNodes[0].classList.add("menu-label-top");
+
+  vismenu.appendChild(visbutton);
+  if (settings.bommode != "netlist") {
+    vismenu.appendChild(viscontent);
+    th.appendChild(vismenu);
+  }
+  tr.appendChild(th);
+
+  var checkboxCompareClosure = function (checkbox) {
+    return (a, b) => {
+      var stateA = getCheckboxState(checkbox, a);
+      var stateB = getCheckboxState(checkbox, b);
+      if (stateA > stateB) return -1;
+      if (stateA < stateB) return 1;
+      return 0;
+    }
+  }
+  var stringFieldCompareClosure = function (fieldIndex) {
+    return (a, b) => {
+      var fa = pcbdata.bom.fields[a[0][1]][fieldIndex];
+      var fb = pcbdata.bom.fields[b[0][1]][fieldIndex];
+      if (fa != fb) return fa > fb ? 1 : -1;
+      else return 0;
+    }
+  }
+  var referenceRegex = /(?<prefix>[^0-9]+)(?<number>[0-9]+)/;
+  var compareRefs = (a, b) => {
+    var ra = referenceRegex.exec(a);
+    var rb = referenceRegex.exec(b);
+    if (ra === null || rb === null) {
+      if (a != b) return a > b ? 1 : -1;
+      return 0;
+    } else {
+      if (ra.groups.prefix != rb.groups.prefix) {
+        return ra.groups.prefix > rb.groups.prefix ? 1 : -1;
+      }
+      if (ra.groups.number != rb.groups.number) {
+        return parseInt(ra.groups.number) > parseInt(rb.groups.number) ? 1 : -1;
+      }
+      return 0;
+    }
+  }
+  if (settings.bommode == "netlist") {
+    tr.appendChild(createColumnHeader("Net name", "bom-netname", (a, b) => {
+      if (a > b) return -1;
+      if (a < b) return 1;
+      return 0;
+    }));
+    tr.appendChild(createColumnHeader("Color", "bom-color", (a, b) => {
+      return 0;
+    }));
+  } else {
+    // Filter hidden columns
+    var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
+    var valueIndex = config.fields.indexOf("Value");
+    var footprintIndex = config.fields.indexOf("Footprint");
+    columns.forEach((column) => {
+      if (column === placeHolderColumn) {
+        var n = 1;
+        if (column === "checkboxes")
+          n = settings.checkboxes.length;
+        for (i = 0; i < n; i++) {
+          td = placeHolderElements.shift();
+          tr.appendChild(td);
+        }
+        return;
+      } else if (column === "checkboxes") {
+        for (var checkbox of settings.checkboxes) {
+          th = createColumnHeader(
+            checkbox, "bom-checkbox", checkboxCompareClosure(checkbox), true);
+          tr.appendChild(th);
+        }
+      } else if (column === "References") {
+        tr.appendChild(createColumnHeader("References", "references", (a, b) => {
+          var i = 0;
+          while (i < a.length && i < b.length) {
+            if (a[i] != b[i]) return compareRefs(a[i][0], b[i][0]);
+            i++;
+          }
+          return a.length - b.length;
+        }));
+      } else if (column === "Value") {
+        tr.appendChild(createColumnHeader("Value", "value", (a, b) => {
+          var ra = a[0][1], rb = b[0][1];
+          return valueCompare(
+            pcbdata.bom.parsedValues[ra], pcbdata.bom.parsedValues[rb],
+            pcbdata.bom.fields[ra][valueIndex], pcbdata.bom.fields[rb][valueIndex]);
+        }));
+        return;
+      } else if (column === "Footprint") {
+        tr.appendChild(createColumnHeader(
+          "Footprint", "footprint", stringFieldCompareClosure(footprintIndex)));
+      } else if (column === "Quantity" && settings.bommode == "grouped") {
+        tr.appendChild(createColumnHeader("Quantity", "quantity", (a, b) => {
+          return a.length - b.length;
+        }));
+      } else {
+        // Other fields
+        var i = config.fields.indexOf(column);
+        if (i < 0)
+          return;
+        tr.appendChild(createColumnHeader(
+          column, `field${i + 1}`, stringFieldCompareClosure(i)));
+      }
+    });
+  }
+  bomhead.appendChild(tr);
+}
+
+function populateBomBody(placeholderColumn = null, placeHolderElements = null) {
+  const urlRegex = /^(https?:\/\/[^\s\/$.?#][^\s]*|file:\/\/([a-zA-Z]:|\/)[^\x00]+)$/;
+  while (bom.firstChild) {
+    bom.removeChild(bom.firstChild);
+  }
+  highlightHandlers = [];
+  footprintIndexToHandler = {};
+  netsToHandler = {};
+  currentHighlightedRowId = null;
+  var first = true;
+  var style = getComputedStyle(topmostdiv);
+  var defaultNetColor = style.getPropertyValue('--track-color').trim();
+  if (settings.bommode == "netlist") {
+    bomtable = pcbdata.nets.slice();
+  } else {
+    switch (settings.canvaslayout) {
+      case 'F':
+        bomtable = pcbdata.bom.F.slice();
+        break;
+      case 'FB':
+        bomtable = pcbdata.bom.both.slice();
+        break;
+      case 'B':
+        bomtable = pcbdata.bom.B.slice();
+        break;
+    }
+    if (settings.bommode == "ungrouped") {
+      // expand bom table
+      expandedTable = []
+      for (var bomentry of bomtable) {
+        for (var ref of bomentry) {
+          expandedTable.push([ref]);
+        }
+      }
+      bomtable = expandedTable;
+    }
+  }
+  if (bomSortFunction) {
+    bomtable = bomtable.sort(bomSortFunction);
+  }
+  for (var i in bomtable) {
+    var bomentry = bomtable[i];
+    if (filter && !entryMatches(bomentry)) {
+      continue;
+    }
+    var references = null;
+    var netname = null;
+    var tr = document.createElement("TR");
+    var td = document.createElement("TD");
+    var rownum = +i + 1;
+    tr.id = "bomrow" + rownum;
+    td.textContent = rownum;
+    tr.appendChild(td);
+    if (settings.bommode == "netlist") {
+      netname = bomentry;
+      td = document.createElement("TD");
+      td.innerHTML = highlightFilter(netname ? netname : "&lt;no net&gt;");
+      tr.appendChild(td);
+      var color = settings.netColors[netname] || defaultNetColor;
+      td = document.createElement("TD");
+      var colorBox = document.createElement("INPUT");
+      colorBox.type = "color";
+      colorBox.value = color;
+      colorBox.onchange = netColorChangeHandler(netname);
+      colorBox.onmouseup = netColorRightClick(netname);
+      colorBox.oncontextmenu = (e) => e.preventDefault();
+      td.appendChild(colorBox);
+      td.classList.add("color-column");
+      tr.appendChild(td);
+    } else {
+      if (reflookup) {
+        references = findRefInEntry(bomentry);
+        if (references.length == 0) {
+          continue;
+        }
+      } else {
+        references = bomentry;
+      }
+      // Filter hidden columns
+      var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
+      columns.forEach((column) => {
+        if (column === placeholderColumn) {
+          var n = 1;
+          if (column === "checkboxes")
+            n = settings.checkboxes.length;
+          for (i = 0; i < n; i++) {
+            td = placeHolderElements.shift();
+            tr.appendChild(td);
+          }
+          return;
+        } else if (column === "checkboxes") {
+          for (var checkbox of settings.checkboxes) {
+            if (checkbox) {
+              td = document.createElement("TD");
+              var input = document.createElement("input");
+              input.type = "checkbox";
+              input.onchange = createCheckboxChangeHandler(checkbox, references, tr);
+              setBomCheckboxState(checkbox, input, references);
+              if (input.checked && settings.markWhenChecked == checkbox) {
+                tr.classList.add("checked");
+              }
+              td.appendChild(input);
+              tr.appendChild(td);
+            }
+          }
+        } else if (column === "References") {
+          td = document.createElement("TD");
+          td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
+          tr.appendChild(td);
+        } else if (column === "Quantity" && settings.bommode == "grouped") {
+          // Quantity
+          td = document.createElement("TD");
+          td.textContent = references.length;
+          tr.appendChild(td);
+        } else {
+          // All the other fields
+          var field_index = config.fields.indexOf(column)
+          if (field_index < 0)
+            return;
+          var valueSet = new Set();
+          references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index]));
+          td = document.createElement("TD");
+          var output = new Array();
+          for (let item of valueSet) {
+            const visible = highlightFilter(String(item));
+            if (typeof item === 'string' && item.match(urlRegex)) {
+              output.push(`<a href="${item}" target="_blank">${visible}</a>`);
+            } else {
+              output.push(visible);
+            }
+          }
+          td.innerHTML = output.join(", ");
+          tr.appendChild(td);
+        }
+      });
+    }
+    bom.appendChild(tr);
+    var handler = createRowHighlightHandler(tr.id, references, netname);
+    tr.onmousemove = handler;
+    highlightHandlers.push({
+      id: tr.id,
+      handler: handler,
+    });
+    if (references !== null) {
+      for (var refIndex of references.map(r => r[1])) {
+        footprintIndexToHandler[refIndex] = handler;
+      }
+    }
+    if (netname !== null) {
+      netsToHandler[netname] = handler;
+    }
+    if ((filter || reflookup) && first) {
+      handler();
+      first = false;
+    }
+  }
+  EventHandler.emitEvent(
+    IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, {
+    filter: filter,
+    reflookup: reflookup,
+    checkboxes: settings.checkboxes,
+    bommode: settings.bommode,
+  });
+}
+
+function highlightPreviousRow() {
+  if (!currentHighlightedRowId) {
+    highlightHandlers[highlightHandlers.length - 1].handler();
+  } else {
+    if (highlightHandlers.length > 1 &&
+      highlightHandlers[0].id == currentHighlightedRowId) {
+      highlightHandlers[highlightHandlers.length - 1].handler();
+    } else {
+      for (var i = 0; i < highlightHandlers.length - 1; i++) {
+        if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
+          highlightHandlers[i].handler();
+          break;
+        }
+      }
+    }
+  }
+  smoothScrollToRow(currentHighlightedRowId);
+}
+
+function highlightNextRow() {
+  if (!currentHighlightedRowId) {
+    highlightHandlers[0].handler();
+  } else {
+    if (highlightHandlers.length > 1 &&
+      highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
+      highlightHandlers[0].handler();
+    } else {
+      for (var i = 1; i < highlightHandlers.length; i++) {
+        if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
+          highlightHandlers[i].handler();
+          break;
+        }
+      }
+    }
+  }
+  smoothScrollToRow(currentHighlightedRowId);
+}
+
+function populateBomTable() {
+  populateBomHeader();
+  populateBomBody();
+  setBomHandlers();
+  resizableGrid(bomhead);
+}
+
+function footprintsClicked(footprintIndexes) {
+  var lastClickedIndex = footprintIndexes.indexOf(lastClicked);
+  for (var i = 1; i <= footprintIndexes.length; i++) {
+    var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length];
+    if (refIndex in footprintIndexToHandler) {
+      lastClicked = refIndex;
+      footprintIndexToHandler[refIndex]();
+      smoothScrollToRow(currentHighlightedRowId);
+      break;
+    }
+  }
+}
+
+function netClicked(net) {
+  if (net in netsToHandler) {
+    netsToHandler[net]();
+    smoothScrollToRow(currentHighlightedRowId);
+  } else {
+    clearHighlightedFootprints();
+    highlightedNet = net;
+    drawHighlights();
+  }
+}
+
+function updateFilter(input) {
+  filter = input.toLowerCase();
+  populateBomTable();
+}
+
+function updateRefLookup(input) {
+  reflookup = input.toLowerCase();
+  populateBomTable();
+}
+
+function changeCanvasLayout(layout) {
+  document.getElementById("fl-btn").classList.remove("depressed");
+  document.getElementById("fb-btn").classList.remove("depressed");
+  document.getElementById("bl-btn").classList.remove("depressed");
+  switch (layout) {
+    case 'F':
+      document.getElementById("fl-btn").classList.add("depressed");
+      if (settings.bomlayout != "bom-only") {
+        canvassplit.collapse(1);
+      }
+      break;
+    case 'B':
+      document.getElementById("bl-btn").classList.add("depressed");
+      if (settings.bomlayout != "bom-only") {
+        canvassplit.collapse(0);
+      }
+      break;
+    default:
+      document.getElementById("fb-btn").classList.add("depressed");
+      if (settings.bomlayout != "bom-only") {
+        canvassplit.setSizes([50, 50]);
+      }
+  }
+  settings.canvaslayout = layout;
+  writeStorage("canvaslayout", layout);
+  resizeAll();
+  changeBomMode(settings.bommode);
+}
+
+function populateMetadata() {
+  document.getElementById("title").innerHTML = pcbdata.metadata.title;
+  document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
+  document.getElementById("company").innerHTML = pcbdata.metadata.company;
+  document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
+  if (pcbdata.metadata.title != "") {
+    document.title = pcbdata.metadata.title + " BOM";
+  }
+  // Calculate board stats
+  var fp_f = 0,
+    fp_b = 0,
+    pads_f = 0,
+    pads_b = 0,
+    pads_th = 0;
+  for (var i = 0; i < pcbdata.footprints.length; i++) {
+    if (pcbdata.bom.skipped.includes(i)) continue;
+    var mod = pcbdata.footprints[i];
+    if (mod.layer == "F") {
+      fp_f++;
+    } else {
+      fp_b++;
+    }
+    for (var pad of mod.pads) {
+      if (pad.type == "th") {
+        pads_th++;
+      } else {
+        if (pad.layers.includes("F")) {
+          pads_f++;
+        }
+        if (pad.layers.includes("B")) {
+          pads_b++;
+        }
+      }
+    }
+  }
+  document.getElementById("stats-components-front").innerHTML = fp_f;
+  document.getElementById("stats-components-back").innerHTML = fp_b;
+  document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
+  document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
+  document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
+  document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
+  document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
+  document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
+  document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
+  document.getElementById("stats-th-pads").innerHTML = pads_th;
+  // Update version string
+  document.getElementById("github-link").innerHTML = "InteractiveHtmlBom&nbsp;" +
+    /^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
+}
+
+function changeBomLayout(layout) {
+  document.getElementById("bom-btn").classList.remove("depressed");
+  document.getElementById("lr-btn").classList.remove("depressed");
+  document.getElementById("tb-btn").classList.remove("depressed");
+  switch (layout) {
+    case 'bom-only':
+      document.getElementById("bom-btn").classList.add("depressed");
+      if (bomsplit) {
+        bomsplit.destroy();
+        bomsplit = null;
+        canvassplit.destroy();
+        canvassplit = null;
+      }
+      document.getElementById("frontcanvas").style.display = "none";
+      document.getElementById("backcanvas").style.display = "none";
+      document.getElementById("topmostdiv").style.height = "";
+      document.getElementById("topmostdiv").style.display = "block";
+      break;
+    case 'top-bottom':
+      document.getElementById("tb-btn").classList.add("depressed");
+      document.getElementById("frontcanvas").style.display = "";
+      document.getElementById("backcanvas").style.display = "";
+      document.getElementById("topmostdiv").style.height = "100%";
+      document.getElementById("topmostdiv").style.display = "flex";
+      document.getElementById("bomdiv").classList.remove("split-horizontal");
+      document.getElementById("canvasdiv").classList.remove("split-horizontal");
+      document.getElementById("frontcanvas").classList.add("split-horizontal");
+      document.getElementById("backcanvas").classList.add("split-horizontal");
+      if (bomsplit) {
+        bomsplit.destroy();
+        bomsplit = null;
+        canvassplit.destroy();
+        canvassplit = null;
+      }
+      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
+        sizes: [50, 50],
+        onDragEnd: resizeAll,
+        direction: "vertical",
+        gutterSize: 5
+      });
+      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
+        sizes: [50, 50],
+        gutterSize: 5,
+        onDragEnd: resizeAll
+      });
+      break;
+    case 'left-right':
+      document.getElementById("lr-btn").classList.add("depressed");
+      document.getElementById("frontcanvas").style.display = "";
+      document.getElementById("backcanvas").style.display = "";
+      document.getElementById("topmostdiv").style.height = "100%";
+      document.getElementById("topmostdiv").style.display = "flex";
+      document.getElementById("bomdiv").classList.add("split-horizontal");
+      document.getElementById("canvasdiv").classList.add("split-horizontal");
+      document.getElementById("frontcanvas").classList.remove("split-horizontal");
+      document.getElementById("backcanvas").classList.remove("split-horizontal");
+      if (bomsplit) {
+        bomsplit.destroy();
+        bomsplit = null;
+        canvassplit.destroy();
+        canvassplit = null;
+      }
+      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
+        sizes: [50, 50],
+        onDragEnd: resizeAll,
+        gutterSize: 5
+      });
+      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
+        sizes: [50, 50],
+        gutterSize: 5,
+        direction: "vertical",
+        onDragEnd: resizeAll
+      });
+  }
+  settings.bomlayout = layout;
+  writeStorage("bomlayout", layout);
+  changeCanvasLayout(settings.canvaslayout);
+}
+
+function changeBomMode(mode) {
+  document.getElementById("bom-grouped-btn").classList.remove("depressed");
+  document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
+  document.getElementById("bom-netlist-btn").classList.remove("depressed");
+  var chkbxs = document.getElementsByClassName("visibility_checkbox");
+
+  switch (mode) {
+    case 'grouped':
+      document.getElementById("bom-grouped-btn").classList.add("depressed");
+      for (var i = 0; i < chkbxs.length; i++) {
+        chkbxs[i].disabled = false;
+      }
+      break;
+    case 'ungrouped':
+      document.getElementById("bom-ungrouped-btn").classList.add("depressed");
+      for (var i = 0; i < chkbxs.length; i++) {
+        chkbxs[i].disabled = false;
+      }
+      break;
+    case 'netlist':
+      document.getElementById("bom-netlist-btn").classList.add("depressed");
+      for (var i = 0; i < chkbxs.length; i++) {
+        chkbxs[i].disabled = true;
+      }
+  }
+
+  writeStorage("bommode", mode);
+  if (mode != settings.bommode) {
+    settings.bommode = mode;
+    bomSortFunction = null;
+    currentSortColumn = null;
+    currentSortOrder = null;
+    clearHighlightedFootprints();
+  }
+  populateBomTable();
+}
+
+function focusFilterField() {
+  focusInputField(document.getElementById("filter"));
+}
+
+function focusRefLookupField() {
+  focusInputField(document.getElementById("reflookup"));
+}
+
+function toggleBomCheckbox(bomrowid, checkboxnum) {
+  if (!bomrowid || checkboxnum > settings.checkboxes.length) {
+    return;
+  }
+  var bomrow = document.getElementById(bomrowid);
+  var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
+  checkbox.checked = !checkbox.checked;
+  checkbox.indeterminate = false;
+  checkbox.onchange();
+}
+
+function checkBomCheckbox(bomrowid, checkboxname) {
+  var checkboxnum = 0;
+  while (checkboxnum < settings.checkboxes.length &&
+    settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
+    checkboxnum++;
+  }
+  if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
+    return;
+  }
+  var bomrow = document.getElementById(bomrowid);
+  var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
+  checkbox.checked = true;
+  checkbox.indeterminate = false;
+  checkbox.onchange();
+}
+
+function setBomCheckboxes(value) {
+  writeStorage("bomCheckboxes", value);
+  settings.checkboxes = value.split(",").map((e) => e.trim()).filter((e) => e);
+  prepCheckboxes();
+  populateMarkWhenCheckedOptions();
+  setMarkWhenChecked(settings.markWhenChecked);
+}
+
+function setMarkWhenChecked(value) {
+  writeStorage("markWhenChecked", value);
+  settings.markWhenChecked = value;
+  markedFootprints.clear();
+  for (var ref of (value ? getStoredCheckboxRefs(value) : [])) {
+    markedFootprints.add(ref);
+  }
+  populateBomTable();
+  drawHighlights();
+}
+
+function prepCheckboxes() {
+  var table = document.getElementById("checkbox-stats");
+  while (table.childElementCount > 1) {
+    table.removeChild(table.lastChild);
+  }
+  if (settings.checkboxes.length) {
+    table.style.display = "";
+  } else {
+    table.style.display = "none";
+  }
+  for (var checkbox of settings.checkboxes) {
+    var tr = document.createElement("TR");
+    var td = document.createElement("TD");
+    td.innerHTML = checkbox;
+    tr.appendChild(td);
+    td = document.createElement("TD");
+    td.id = "checkbox-stats-" + checkbox;
+    var progressbar = document.createElement("div");
+    progressbar.classList.add("bar");
+    td.appendChild(progressbar);
+    var text = document.createElement("div");
+    text.classList.add("text");
+    td.appendChild(text);
+    tr.appendChild(td);
+    table.appendChild(tr);
+    updateCheckboxStats(checkbox);
+  }
+}
+
+function populateMarkWhenCheckedOptions() {
+  var container = document.getElementById("markWhenCheckedContainer");
+
+  if (settings.checkboxes.length == 0) {
+    container.parentElement.style.display = "none";
+    return;
+  }
+
+  container.innerHTML = '';
+  container.parentElement.style.display = "inline-block";
+
+  function createOption(name, displayName) {
+    var id = "markWhenChecked-" + name;
+
+    var div = document.createElement("div");
+    div.classList.add("radio-container");
+
+    var input = document.createElement("input");
+    input.type = "radio";
+    input.name = "markWhenChecked";
+    input.value = name;
+    input.id = id;
+    input.onchange = () => setMarkWhenChecked(name);
+    div.appendChild(input);
+
+    // Preserve the selected element when the checkboxes change
+    if (name == settings.markWhenChecked) {
+      input.checked = true;
+    }
+
+    var label = document.createElement("label");
+    label.innerHTML = displayName;
+    label.htmlFor = id;
+    div.appendChild(label);
+
+    container.appendChild(div);
+  }
+  createOption("", "None");
+  for (var checkbox of settings.checkboxes) {
+    createOption(checkbox, checkbox);
+  }
+}
+
+function updateCheckboxStats(checkbox) {
+  var checked = getStoredCheckboxRefs(checkbox).size;
+  var total = pcbdata.footprints.length - pcbdata.bom.skipped.length;
+  var percent = checked * 100.0 / total;
+  var td = document.getElementById("checkbox-stats-" + checkbox);
+  td.firstChild.style.width = percent + "%";
+  td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
+}
+
+function constrain(number, min, max) {
+  return Math.min(Math.max(parseInt(number), min), max);
+}
+
+document.onkeydown = function (e) {
+  switch (e.key) {
+    case "n":
+      if (document.activeElement.type == "text") {
+        return;
+      }
+      if (currentHighlightedRowId !== null) {
+        checkBomCheckbox(currentHighlightedRowId, "placed");
+        highlightNextRow();
+        e.preventDefault();
+      }
+      break;
+    case "ArrowUp":
+      highlightPreviousRow();
+      e.preventDefault();
+      break;
+    case "ArrowDown":
+      highlightNextRow();
+      e.preventDefault();
+      break;
+    case "ArrowLeft":
+    case "ArrowRight":
+      if (document.activeElement.type != "text") {
+        e.preventDefault();
+        let boardRotationElement = document.getElementById("boardRotation")
+        settings.boardRotation = parseInt(boardRotationElement.value);  // degrees / 5
+        if (e.key == "ArrowLeft") {
+          settings.boardRotation += 3;  // 15 degrees
+        }
+        else {
+          settings.boardRotation -= 3;
+        }
+        settings.boardRotation = constrain(settings.boardRotation, boardRotationElement.min, boardRotationElement.max);
+        boardRotationElement.value = settings.boardRotation
+        setBoardRotation(settings.boardRotation);
+      }
+      break;
+    default:
+      break;
+  }
+  if (e.altKey) {
+    switch (e.key) {
+      case "f":
+        focusFilterField();
+        e.preventDefault();
+        break;
+      case "r":
+        focusRefLookupField();
+        e.preventDefault();
+        break;
+      case "z":
+        changeBomLayout("bom-only");
+        e.preventDefault();
+        break;
+      case "x":
+        changeBomLayout("left-right");
+        e.preventDefault();
+        break;
+      case "c":
+        changeBomLayout("top-bottom");
+        e.preventDefault();
+        break;
+      case "v":
+        changeCanvasLayout("F");
+        e.preventDefault();
+        break;
+      case "b":
+        changeCanvasLayout("FB");
+        e.preventDefault();
+        break;
+      case "n":
+        changeCanvasLayout("B");
+        e.preventDefault();
+        break;
+      default:
+        break;
+    }
+    if (e.key >= '1' && e.key <= '9') {
+      toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key));
+      e.preventDefault();
+    }
+  }
+}
+
+function hideNetlistButton() {
+  document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
+  document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
+  document.getElementById("bom-netlist-btn").style.display = "none";
+}
+
+function topToggle() {
+  var top = document.getElementById("top");
+  var toptoggle = document.getElementById("toptoggle");
+  if (top.style.display === "none") {
+    top.style.display = "flex";
+    toptoggle.classList.remove("flipped");
+  } else {
+    top.style.display = "none";
+    toptoggle.classList.add("flipped");
+  }
+}
+
+window.onload = function (e) {
+  initUtils();
+  initRender();
+  initStorage();
+  initDefaults();
+  cleanGutters();
+  populateMetadata();
+  dbgdiv = document.getElementById("dbg");
+  bom = document.getElementById("bombody");
+  bomhead = document.getElementById("bomhead");
+  filter = "";
+  reflookup = "";
+  if (!("nets" in pcbdata)) {
+    hideNetlistButton();
+  }
+  initDone = true;
+  setBomCheckboxes(document.getElementById("bomCheckboxes").value);
+  // Triggers render
+  changeBomLayout(settings.bomlayout);
+
+  // Users may leave fullscreen without touching the checkbox. Uncheck.
+  document.addEventListener('fullscreenchange', () => {
+    if (!document.fullscreenElement)
+      document.getElementById('fullscreenCheckbox').checked = false;
+  });
+}
+
+window.onresize = resizeAll;
+window.matchMedia("print").addListener(resizeAll);
+
+///////////////////////////////////////////////
+
+///////////////////////////////////////////////
+// EventHandler.registerCallback(IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, () => {
+//     for(var tr of bom.childNodes) {
+//         tr.onclick = tr.onmousemove;
+//         tr.onmousemove = null;
+//     };
+// });
+
+///////////////////////////////////////////////
+  </script>
+</head>
+
+<body>
+
+<div id="topmostdiv" class="topmostdiv">
+  <div id="top">
+    <div id="fileinfodiv">
+      <table class="fileinfo">
+        <tbody>
+          <tr>
+            <td id="title" class="title" style="width: 70%">
+              Title
+            </td>
+            <td id="revision" class="title" style="width: 30%">
+              Revision
+            </td>
+          </tr>
+          <tr>
+            <td id="company">
+              Company
+            </td>
+            <td id="filedate">
+              Date
+            </td>
+          </tr>
+        </tbody>
+      </table>
+    </div>
+    <div id="bomcontrols">
+      <div class="hideonprint menu">
+        <button class="menubtn"></button>
+        <div class="menu-content">
+          <label class="menu-label menu-label-top" style="width: calc(50% - 18px)">
+            <input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
+            Dark mode
+          </label><!-- This comment eats space! All of it!
+          --><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
+            <input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
+            Full Screen
+          </label>
+          <label class="menu-label" style="width: calc(50% - 18px)">
+            <input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
+            Fab layer
+          </label><!-- This comment eats space! All of it!
+          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
+            <input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
+            Silkscreen
+          </label>
+          <label class="menu-label" style="width: calc(50% - 18px)">
+            <input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
+            References
+          </label><!-- This comment eats space! All of it!
+          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
+            <input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
+            Values
+          </label>
+          <div id="tracksAndZonesCheckboxes">
+            <label class="menu-label" style="width: calc(50% - 18px)">
+              <input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
+              Tracks
+            </label><!-- This comment eats space! All of it!
+            --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
+              <input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
+              Zones
+            </label>
+          </div>
+          <label class="menu-label" style="width: calc(50% - 18px)">
+            <input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
+            Pads
+          </label><!-- This comment eats space! All of it!
+          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
+            <input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
+            DNP outlined
+          </label>
+          <label class="menu-label">
+            <input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
+            Continuous redraw on drag
+          </label>
+          <label class="menu-label">
+            Highlight first pin
+            <form id="highlightpin1">
+              <div class="flexbox">
+                <label>
+                  <input type="radio" name="highlightpin1" value="none" onchange="setHighlightPin1('none')">
+                  None
+                </label>
+                <label>
+                  <input type="radio" name="highlightpin1" value="all" onchange="setHighlightPin1('all')">
+                  All
+                </label>
+                <label>
+                  <input type="radio" name="highlightpin1" value="selected" onchange="setHighlightPin1('selected')">
+                  Selected
+                </label>
+              </div>
+            </form>
+          </label>
+          <label class="menu-label">
+            <span>Board rotation</span>
+            <span style="float: right"><span id="rotationDegree">0</span>&#176;</span>
+            <input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
+          </label>
+          <label class="menu-label">
+            <input id="offsetBackRotationCheckbox" type="checkbox" onchange="setOffsetBackRotation(this.checked)">
+            Offset back rotation
+          </label>
+          <label class="menu-label">
+            <div style="margin-left: 5px">Bom checkboxes</div>
+            <input id="bomCheckboxes" class="menu-textbox" type=text
+                   oninput="setBomCheckboxes(this.value)">
+          </label>
+          <label class="menu-label">
+            <div style="margin-left: 5px">Mark when checked</div>
+            <div id="markWhenCheckedContainer"></div>
+          </label>
+          <label class="menu-label">
+            <span class="shameless-plug">
+              <span>Created using</span>
+              <a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
+              <a target="blank" title="Mouse and keyboard help" href="https://github.com/openscopeproject/InteractiveHtmlBom/wiki/Usage#bom-page-mouse-actions" style="text-decoration: none;"><label class="help-link">?</label></a>
+            </span>
+          </label>
+        </div>
+      </div>
+      <div class="button-container hideonprint">
+        <button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')"
+                title="Front only">F
+        </button>
+        <button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')"
+                title="Front and Back">FB
+        </button>
+        <button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')"
+                title="Back only">B
+        </button>
+      </div>
+      <div class="button-container hideonprint">
+        <button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')"
+                title="BOM only"></button>
+        <button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')"
+                title="BOM left, drawings right"></button>
+        <button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')"
+                title="BOM top, drawings bot"></button>
+      </div>
+      <div class="button-container hideonprint">
+        <button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')"
+                title="Grouped BOM"></button>
+        <button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')"
+                title="Ungrouped BOM"></button>
+        <button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')"
+                title="Netlist"></button>
+      </div>
+      <div class="hideonprint menu">
+        <button class="statsbtn"></button>
+        <div class="menu-content">
+          <table class="stats">
+            <tbody>
+              <tr>
+                <td width="40%">Board stats</td>
+                <td>Front</td>
+                <td>Back</td>
+                <td>Total</td>
+              </tr>
+              <tr>
+                <td>Components</td>
+                <td id="stats-components-front">~</td>
+                <td id="stats-components-back">~</td>
+                <td id="stats-components-total">~</td>
+              </tr>
+              <tr>
+                <td>Groups</td>
+                <td id="stats-groups-front">~</td>
+                <td id="stats-groups-back">~</td>
+                <td id="stats-groups-total">~</td>
+              </tr>
+              <tr>
+                <td>SMD pads</td>
+                <td id="stats-smd-pads-front">~</td>
+                <td id="stats-smd-pads-back">~</td>
+                <td id="stats-smd-pads-total">~</td>
+              </tr>
+              <tr>
+                <td>TH pads</td>
+                <td colspan=3 id="stats-th-pads">~</td>
+              </tr>
+            </tbody>
+          </table>
+          <table class="stats">
+            <col width="40%"/><col />
+            <tbody id="checkbox-stats">
+              <tr>
+                <td colspan=2 style="border-top: 0">Checkboxes</td>
+              </tr>
+            </tbody>
+          </table>
+        </div>
+      </div>
+      <div class="hideonprint menu">
+        <button class="iobtn"></button>
+        <div class="menu-content">
+          <div class="menu-label menu-label-top">
+            <div style="margin-left: 5px;">Save board image</div>
+            <div class="flexbox">
+              <input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
+                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
+              <span>X</span>
+              <input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
+                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
+            </div>
+            <label>
+              <input id="render-save-transparent" type="checkbox">
+              Transparent background
+            </label>
+            <div class="flexbox">
+              <button class="savebtn" onclick="saveImage('F')">Front</button>
+              <button class="savebtn" onclick="saveImage('B')">Back</button>
+            </div>
+          </div>
+          <div class="menu-label">
+            <span style="margin-left: 5px;">Config and checkbox state</span>
+            <div class="flexbox">
+              <button class="savebtn" onclick="saveSettings()">Export</button>
+              <button class="savebtn" onclick="loadSettings()">Import</button>
+              <button class="savebtn" onclick="resetSettings()">Reset</button>
+            </div>
+          </div>
+          <div class="menu-label">
+            <span style="margin-left: 5px;">Save bom table as</span>
+            <div class="flexbox">
+              <button class="savebtn" onclick="saveBomTable('csv')">csv</button>
+              <button class="savebtn" onclick="saveBomTable('txt')">txt</button>
+            </div>
+          </div>
+        </div>
+      </div>
+    </div>
+  </div>
+  <div id="topdivider">
+    <div class="hideonprint">
+      <div id="toptoggle" onclick="topToggle()">︽</div>
+    </div>
+  </div>
+  <div id="bot" class="split" style="flex: 1 1">
+    <div id="bomdiv" class="split split-horizontal">
+      <div style="width: 100%">
+        <input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup"
+               oninput="updateRefLookup(this.value)">
+        <input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter"
+               oninput="updateFilter(this.value)">
+        <div class="button-container hideonprint" style="float: left; margin: 0;">
+          <button id="copy" title="Copy bom table to clipboard"
+               onclick="saveBomTable('clipboard')"></button>
+        </div>
+      </div>
+      <div id="dbg"></div>
+      <table class="bom" id="bomtable">
+        <thead id="bomhead">
+        </thead>
+        <tbody id="bombody">
+        </tbody>
+      </table>
+    </div>
+    <div id="canvasdiv" class="split split-horizontal">
+      <div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden">
+        <div style="position: relative; width: 100%; height: 100%;">
+          <canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
+          <canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
+          <canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
+          <canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
+        </div>
+      </div>
+      <div id="backcanvas" class="split" touch-action="none" style="overflow: hidden">
+        <div style="position: relative; width: 100%; height: 100%;">
+          <canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
+          <canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
+          <canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
+          <canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
+        </div>
+      </div>
+    </div>
+  </div>
+</div>
+
+</body>
+
+</html>
diff --git a/fp-info-cache b/fp-info-cache
index e5eff2f..2ebb847 100644
--- a/fp-info-cache
+++ b/fp-info-cache
@@ -1,4 +1,4 @@
-22383917194591032
+23160656517208677
 74AHC125BQ_115
 QFN50P300X250X100-15N
 
@@ -266,6 +266,13 @@ BC-2001 CR2032 2032 Battery Holder
 3
 2
 Battery
+BatteryHolder_Renata_SMTU2032-LF_1x2032
+https://www.renata.com/fr/downloads/?product=smtu2032-lf&fileid=6a9833a4d49dfb7b550194fe0f
+Renata SMT battery holder coin cell 2032
+0
+2
+2
+Battery
 BatteryHolder_Seiko_MS621F
 Seiko MS621F, https://www.sii.co.jp/en/me/files/2014/02/file_EXTENDED_PRDCT_SPEC_75_FILE_11.jpg
 Seiko MS621F
@@ -315,6 +322,13 @@ battery CR-2025 coin cell vertical
 2
 2
 Battery
+Battery_Panasonic_CR2032-HFN_Horizontal_CircularHoles
+Panasonic CR-2032/HFN battery, https://industrial.panasonic.com/cdbs/www-data/pdf2/AAA4000/AAA4000D166.PDF
+battery CR-2032 coin cell
+0
+2
+2
+Battery
 Battery_Panasonic_CR2032-VS1N_Vertical_CircularHoles
 Panasonic CR-2032/VS1N battery, https://industrial.panasonic.com/cdbs/www-data/pdf2/AAA4000/AAA4000D348.PDF
 battery CR-2032 coin cell vertical
@@ -1288,6 +1302,13 @@ SPST Tactile Switch
 4
 2
 Button_Switch_SMD
+SW_Push_1TS009xxxx-xxxx-xxxx_6x6x5mm
+tactile push button, 6x6mm, height=5mm, 12V 50mA, https://datasheet.lcsc.com/lcsc/1811151231_HYP--Hongyuan-Precision-1TS009A-1800-5000-CT_C319409.pdf
+tact sw push 6mm silicone rubber
+0
+2
+2
+Button_Switch_SMD
 SW_Push_SPST_NO_Alps_SKRK
 http://www.alps.com/prod/info/E/HTML/Tact/SurfaceMount/SKRK/SKRKAHE020.html
 SMD SMT button
@@ -1302,7 +1323,7 @@ Ultraminiature Surface Mount Slide Switch, right-angle, https://www.ckswitches.c
 8
 4
 Button_Switch_SMD
-SW_SPDT_CK-JS102011SAQN
+SW_SPDT_CK_JS102011SAQN
 Sub-miniature slide switch, right-angle, http://www.ckswitches.com/media/1422/js.pdf
 switch spdt
 0
@@ -1407,6 +1428,20 @@ Tactile Switch
 3
 3
 Button_Switch_SMD
+SW_SPST_CK_KMS2xxG
+Microminiature SMT Side Actuated, 4.2 x 2.8 x 1.42mm, https://www.ckswitches.com/media/1482/kms.pdf
+Switch SPST KMS2
+0
+5
+3
+Button_Switch_SMD
+SW_SPST_CK_KMS2xxGP
+Microminiature SMT Side Actuated, 4.2 x 2.8 x 1.42mm with pegs, https://www.ckswitches.com/media/1482/kms.pdf
+Switch SPST KMS2
+0
+5
+3
+Button_Switch_SMD
 SW_SPST_CK_KXT3
 https://www.ckswitches.com/media/1465/kxt3.pdf
 Switch SPST KXT3
@@ -1631,33 +1666,26 @@ Push Button
 4
 4
 Button_Switch_THT
-SW_CW_GPTS203211B
-SPST Off-On Pushbutton, 1A, 30V, CW Industries P/N GPTS203211B, http://switches-connectors-custom.cwind.com/Asset/GPTS203211BR2.pdf
-SPST button switch Off-On
-0
-2
-2
-Button_Switch_THT
-SW_CuK_JS202011AQN_DPDT_Angled
-CuK sub miniature slide switch, JS series, DPDT, right angle, http://www.ckswitches.com/media/1422/js.pdf
+SW_CK_JS202011AQN_DPDT_Angled
+C&K sub miniature slide switch, JS series, DPDT, right angle, http://www.ckswitches.com/media/1422/js.pdf
 switch DPDT
 0
 6
 6
 Button_Switch_THT
-SW_CuK_JS202011CQN_DPDT_Straight
-CuK sub miniature slide switch, JS series, DPDT, right angle, http://www.ckswitches.com/media/1422/js.pdf
+SW_CK_JS202011CQN_DPDT_Straight
+C&K sub miniature slide switch, JS series, DPDT, right angle, http://www.ckswitches.com/media/1422/js.pdf
 switch DPDT
 0
 6
 6
 Button_Switch_THT
-SW_CuK_OS102011MA1QN1_SPDT_Angled
-CuK miniature slide switch, OS series, SPDT, right angle, http://www.ckswitches.com/media/1428/os.pdf
-switch SPDT
+SW_CW_GPTS203211B
+SPST Off-On Pushbutton, 1A, 30V, CW Industries P/N GPTS203211B, http://switches-connectors-custom.cwind.com/Asset/GPTS203211BR2.pdf
+SPST button switch Off-On
 0
-5
-3
+2
+2
 Button_Switch_THT
 SW_DIP_SPSTx01_Piano_10.8x4.1mm_W7.62mm_P2.54mm
 1x-dip-switch SPST , Piano, row spacing 7.62 mm (300 mils), body size 10.8x4.1mm
@@ -2044,8 +2072,15 @@ switch single-pole double-throw spdt ON-ON illuminated LED
 6
 6
 Button_Switch_THT
+SW_NKK_NR01
+NKK Switches NR01 series rotary switch, 10.7 x 10.7mm. https://www.nkkswitches.com/pdf/NR01%20Rotaries.pdf
+NKK NR01 SP3T SP4T SP5T
+0
+10
+7
+Button_Switch_THT
 SW_PUSH-12mm
-SW PUSH 12mm https://www.e-switch.com/system/asset/product_line/data_sheet/143/TL1100.pdf
+Generic SW PUSH 12mm, e.g https://sten-eswitch-13110800-production.s3.amazonaws.com/system/asset/product_line/data_sheet/143/TL1100.pdf
 tact sw push 12mm
 0
 4
@@ -2073,7 +2108,7 @@ PHAP3362A 6mm tact sw THT
 2
 Button_Switch_THT
 SW_PUSH_6mm
-https://www.omron.com/ecb/products/pdf/en-b3f.pdf
+Generic 6mm SW tactile push button
 tact sw push 6mm
 0
 4
@@ -2233,6 +2268,20 @@ IP67 ultra-miniture horizontal
 8
 6
 Button_Switch_THT
+SW_SPST_Omron_B3F-40xx
+SW_THT_Tactile_Omron_B3F-40xx, 12x12 mm, Through hole switch from the B3F Family manufactured by Omron,  https://www.omron.com/ecb/products/pdf/en-b3f.pdf
+tactile switch THT button push B3F-4000 B3F-4050 B3F-4005 B3F-4055  
+0
+4
+2
+Button_Switch_THT
+SW_SPST_Omron_B3F-50xx
+SW_THT_Tactile_Omron_B3F-50xx, 12x12x7,3 mm, Through hole switch from the B3F Family manufactured by Omron,  https://www.omron.com/ecb/products/pdf/en-b3f.pdf
+tactile omron switch tht B3F-5000 B3F-5050 B3F-5001 B3F-5051  
+0
+4
+2
+Button_Switch_THT
 SW_SPST_Omron_B3F-315x_Angled
 tactile switch, 7.3mm x 6.25mm  x 7.4mm, right angle, https://omronfs.omron.com/en_US/ecb/products/pdf/en-b3f.pdf
 tactile switch Omron B3F right angle through hole
@@ -2240,7 +2289,21 @@ tactile switch Omron B3F right angle through hole
 4
 2
 Button_Switch_THT
-SW_Slide_1P2T_CK_OS102011MS2Q
+SW_Slide-03_Wuerth-WS-SLTV_10x2.5x6.4_P2.54mm
+Wuerth, WS-SLTV, 450301014042, https://www.we-online.com/components/products/datasheet/450301014042.pdf
+switch single-pole double-throw SPDT würth wurth
+0
+3
+3
+Button_Switch_THT
+SW_Slide_SPDT_Angled_CK_OS102011MA1Q
+CuK miniature slide switch, OS series, SPDT, right angle, http://www.ckswitches.com/media/1428/os.pdf
+switch SPDT
+0
+5
+3
+Button_Switch_THT
+SW_Slide_SPDT_Straight_CK_OS102011MS2Q
 CuK miniature slide switch, OS series, SPDT, https://www.ckswitches.com/media/1428/os.pdf
 switch SPDT
 0
@@ -2415,6 +2478,13 @@ Buzzer Magnetic 9mm AT-0927-TT-6-R
 2
 2
 Buzzer_Beeper
+MagneticBuzzer_PUI_SMT-1028-T-2-R
+Buzzer, 2830Hz, 3.6Vpp, 90dbA@10cm, Top sound port, 10x10x3,5mm, https://api.puiaudio.com/file/612539d9-c50b-48de-88aa-b63ef8817a91.pdf
+SMT 1028
+0
+4
+3
+Buzzer_Beeper
 MagneticBuzzer_ProSignal_ABI-009-RC
 Buzzer, Elektromagnetic Beeper, Summer, 6V-DC,
 Pro Signal ABI-009-RC 
@@ -3094,15 +3164,15 @@ capacitor handsolder
 2
 2
 Capacitor_SMD
-C_2220_5650Metric
-Capacitor SMD 2220 (5650 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size from: http://datasheets.avx.com/AVX-HV_MLCC.pdf), generated with kicad-footprint-generator
+C_2220_5750Metric
+Capacitor SMD 2220 (5750 Metric), square (rectangular) end terminal, IPC-7351 nominal, (Body size from: http://datasheets.avx.com/AVX-HV_MLCC.pdf), generated with kicad-footprint-generator
 capacitor
 0
 2
 2
 Capacitor_SMD
-C_2220_5650Metric_Pad1.97x5.40mm_HandSolder
-Capacitor SMD 2220 (5650 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size from: http://datasheets.avx.com/AVX-HV_MLCC.pdf), generated with kicad-footprint-generator
+C_2220_5750Metric_Pad1.97x5.40mm_HandSolder
+Capacitor SMD 2220 (5750 Metric), square (rectangular) end terminal, IPC-7351 nominal with elongated pad for handsoldering. (Body size from: http://datasheets.avx.com/AVX-HV_MLCC.pdf), generated with kicad-footprint-generator
 capacitor handsolder
 0
 2
@@ -6342,9 +6412,44 @@ capacitor tantalum
 2
 2
 Connector
-Banana_Cliff_FCR7350x_S16N-PC_Horizontal
-Cliff single 4mm shrouded banana panel socket, through-hole, horizontal, https://www.cliffuk.co.uk/products/testleads/sockets/S16NPC.pdf
-cliff 4mm socket jack banana
+Banana_Cliff_FCR7350B_S16N-PC_Horizontal
+Cliff single 4mm shrouded banana panel socket, through-hole, horizontal, black, https://www.cliffuk.co.uk/products/testleads/sockets/S16NPC.pdf
+cliff 4mm socket jack banana black
+0
+1
+1
+Connector
+Banana_Cliff_FCR7350G_S16N-PC_Horizontal
+Cliff single 4mm shrouded banana panel socket, through-hole, horizontal, green, https://www.cliffuk.co.uk/products/testleads/sockets/S16NPC.pdf
+cliff 4mm socket jack banana green
+0
+1
+1
+Connector
+Banana_Cliff_FCR7350L_S16N-PC_Horizontal
+Cliff single 4mm shrouded banana panel socket, through-hole, horizontal, blue, https://www.cliffuk.co.uk/products/testleads/sockets/S16NPC.pdf
+cliff 4mm socket jack banana blue
+0
+1
+1
+Connector
+Banana_Cliff_FCR7350N_S16N-PC_Horizontal
+Cliff single 4mm shrouded banana panel socket, through-hole, horizontal, brown, https://www.cliffuk.co.uk/products/testleads/sockets/S16NPC.pdf
+cliff 4mm socket jack banana brown
+0
+1
+1
+Connector
+Banana_Cliff_FCR7350R_S16N-PC_Horizontal
+Cliff single 4mm shrouded banana panel socket, through-hole, horizontal, red, https://www.cliffuk.co.uk/products/testleads/sockets/S16NPC.pdf
+cliff 4mm socket jack banana red
+0
+1
+1
+Connector
+Banana_Cliff_FCR7350Y_S16N-PC_Horizontal
+Cliff single 4mm shrouded banana panel socket, through-hole, horizontal, yellow, https://www.cliffuk.co.uk/products/testleads/sockets/S16NPC.pdf
+cliff 4mm socket jack banana yellow
 0
 1
 1
@@ -6461,6 +6566,13 @@ Grove-1x04
 4
 4
 Connector
+OCN_OK-01GM030-04_2x15_P0.4mm_Vertical
+Board to board connector, 2x15, 0.4mm pitch, http://www.main-soul.com/datasheet/ocn/connector/Spec_Draw_OK-01.pdf
+board-to-board
+0
+30
+30
+Connector
 SpringContact_Harwin_S1941-46R
 7.25mm SMT Multi-directional Spring Contact (T+R), https://cdn.harwin.com/pdfs/S1941R.pdf
 spring contact emi emc shield
@@ -6699,6 +6811,13 @@ TRS audio jack horizontal
 4
 3
 Connector_Audio
+Jack_3.5mm_Lumberg_1503_03_Horizontal
+TRS 3.5mm, horizontal, Surface Mount (SMT), https://downloads.lumberg.com/datenblaetter/en/1503_03.pdf
+TRS audio jack horizontal
+0
+5
+4
+Connector_Audio
 Jack_3.5mm_Lumberg_1503_07_Horizontal
 TRS 3.5mm, horizontal, through-hole, height 5mm, width 6.5mm, https://downloads.lumberg.com/datenblaetter/en/1503_07.pdf
 TRS audio jack horizontal
@@ -8085,6 +8204,13 @@ barrel jack cui dc power
 4
 3
 Connector_BarrelJack
+BarrelJack_CUI_PJ-079BH_Horizontal
+Barrel Jack, 2.5mm ID, 5.5mm OD, 24V, 5A, switch, https://www.cui.com/product/resource/pj-079bh.pdf 
+barrel jack cui dc power
+0
+5
+4
+Connector_BarrelJack
 BarrelJack_CUI_PJ-102AH_Horizontal
 Thin-pin DC Barrel Jack, https://cdn-shop.adafruit.com/datasheets/21mmdcjackDatasheet.pdf
 Power Jack
@@ -8155,6 +8281,13 @@ connector cf
 54
 50
 Connector_Card
+SD-SIM_microSD-microSIM_Molex_104168-1620
+microSD and microSIM connector, https://www.molex.com/pdm_docs/sd/1041681620_sd.pdf
+Combo Connector microSD and microSIM
+0
+25
+18
+Connector_Card
 SD_Hirose_DM1AA_SF_PEJ82
 SD, SMD, top-mount, push-push (https://www.hirose.com/product/document?clcode=CL0609-0004-8-82&productname=DM1AA-SF-PEJ(82)&series=DM1&documenttype=2DDrawing&lang=en&documentid=0000915301)
 SD card connector
@@ -8240,7 +8373,7 @@ Micro SD Wuerth Wurth Würth
 9
 Connector_Card
 microSIM_JAE_SF53S006VCBR2000
-https://www.jae.com/z-en/pdf_download_exec.cfm?param=SJ115712.pdf
+micro SIM card connector, 6pos., 1.45mm height, Push-pull type, https://www.jae.com/direct/topics/topics_file_download/topics_id=68883&ext_no=06
 microSIM GSM Card
 0
 14
@@ -8820,7 +8953,7 @@ DIN 41612 IEC 60603 F
 48
 48
 Connector_DIN
-DIN41612_Q2_2x16_Male_Horizontal_THT
+DIN41612_Q2_2x16_Female_Horizontal_THT
 DIN41612 connector, type Q/2, Horizontal, 2 rows 16 pins wide, https://www.erni-x-press.com/de/downloads/kataloge/englische_kataloge/erni-din41612-iec60603-2-e.pdf
 DIN 41612 IEC 60603 Q/2
 0
@@ -8834,7 +8967,7 @@ DIN 41612 IEC 60603 Q/2
 32
 32
 Connector_DIN
-DIN41612_Q3_2x10_Male_Horizontal_THT
+DIN41612_Q3_2x10_Female_Horizontal_THT
 DIN41612 connector, type Q/3, Horizontal, 2 rows 10 pins wide, https://www.erni-x-press.com/de/downloads/kataloge/englische_kataloge/erni-din41612-iec60603-2-e.pdf
 DIN 41612 IEC 60603 Q/3
 0
@@ -8848,7 +8981,7 @@ DIN 41612 IEC 60603 Q/3
 20
 20
 Connector_DIN
-DIN41612_Q_2x32_Male_Horizontal_THT
+DIN41612_Q_2x32_Female_Horizontal_THT
 DIN41612 connector, type Q, Horizontal, 2 rows 32 pins wide, https://www.erni-x-press.com/de/downloads/kataloge/englische_kataloge/erni-din41612-iec60603-2-e.pdf
 DIN 41612 IEC 60603 Q
 0
@@ -8862,7 +8995,7 @@ DIN 41612 IEC 60603 Q
 64
 64
 Connector_DIN
-DIN41612_R2_2x16_Male_Horizontal_THT
+DIN41612_R2_2x16_Female_Horizontal_THT
 DIN41612 connector, type R/2, Horizontal, 3 rows 16 pins wide, https://www.erni-x-press.com/de/downloads/kataloge/englische_kataloge/erni-din41612-iec60603-2-e.pdf
 DIN 41612 IEC 60603 R/2
 0
@@ -8876,7 +9009,7 @@ DIN 41612 IEC 60603 R/2
 32
 32
 Connector_DIN
-DIN41612_R2_3x16_Male_Horizontal_THT
+DIN41612_R2_3x16_Female_Horizontal_THT
 DIN41612 connector, type R/2, Horizontal, 3 rows 16 pins wide, https://www.erni-x-press.com/de/downloads/kataloge/englische_kataloge/erni-din41612-iec60603-2-e.pdf
 DIN 41612 IEC 60603 R/2
 0
@@ -8890,7 +9023,7 @@ DIN 41612 IEC 60603 R/2
 48
 48
 Connector_DIN
-DIN41612_R3_2x10_Male_Horizontal_THT
+DIN41612_R3_2x10_Female_Horizontal_THT
 DIN41612 connector, type R/3, Horizontal, 3 rows 10 pins wide, https://www.erni-x-press.com/de/downloads/kataloge/englische_kataloge/erni-din41612-iec60603-2-e.pdf
 DIN 41612 IEC 60603 R/3
 0
@@ -8904,7 +9037,7 @@ DIN 41612 IEC 60603 R/3
 20
 20
 Connector_DIN
-DIN41612_R3_3x10_Male_Horizontal_THT
+DIN41612_R3_3x10_Female_Horizontal_THT
 DIN41612 connector, type R/3, Horizontal, 3 rows 10 pins wide, https://www.erni-x-press.com/de/downloads/kataloge/englische_kataloge/erni-din41612-iec60603-2-e.pdf
 DIN 41612 IEC 60603 R/3
 0
@@ -8918,7 +9051,7 @@ DIN 41612 IEC 60603 R/3
 30
 30
 Connector_DIN
-DIN41612_R_1x32_Male_Horizontal_THT
+DIN41612_R_1x32_Female_Horizontal_THT
 DIN41612 connector, type R, Horizontal, 3 rows 32 pins wide, https://www.erni-x-press.com/de/downloads/kataloge/englische_kataloge/erni-din41612-iec60603-2-e.pdf
 DIN 41612 IEC 60603 R
 0
@@ -8932,7 +9065,7 @@ DIN 41612 IEC 60603 R
 32
 32
 Connector_DIN
-DIN41612_R_2x16_Male_Horizontal_THT
+DIN41612_R_2x16_Female_Horizontal_THT
 DIN41612 connector, type R, Horizontal, 3 rows 32 pins wide, https://www.erni-x-press.com/de/downloads/kataloge/englische_kataloge/erni-din41612-iec60603-2-e.pdf
 DIN 41612 IEC 60603 R
 0
@@ -8946,7 +9079,7 @@ DIN 41612 IEC 60603 R
 32
 32
 Connector_DIN
-DIN41612_R_2x32_Male_Horizontal_THT
+DIN41612_R_2x32_Female_Horizontal_THT
 DIN41612 connector, type R, Horizontal, 3 rows 32 pins wide, https://www.erni-x-press.com/de/downloads/kataloge/englische_kataloge/erni-din41612-iec60603-2-e.pdf
 DIN 41612 IEC 60603 R
 0
@@ -8960,7 +9093,7 @@ DIN 41612 IEC 60603 R
 64
 64
 Connector_DIN
-DIN41612_R_3x16_Male_Horizontal_THT
+DIN41612_R_3x16_Female_Horizontal_THT
 DIN41612 connector, type R, Horizontal, 3 rows 32 pins wide, https://www.erni-x-press.com/de/downloads/kataloge/englische_kataloge/erni-din41612-iec60603-2-e.pdf
 DIN 41612 IEC 60603 R
 0
@@ -8974,7 +9107,7 @@ DIN 41612 IEC 60603 R
 48
 48
 Connector_DIN
-DIN41612_R_3x32_Male_Horizontal_THT
+DIN41612_R_3x32_Female_Horizontal_THT
 DIN41612 connector, type R, Horizontal, 3 rows 32 pins wide, https://www.erni-x-press.com/de/downloads/kataloge/englische_kataloge/erni-din41612-iec60603-2-e.pdf
 DIN 41612 IEC 60603 R
 0
@@ -10024,6 +10157,153 @@ connector Hirose FH12 horizontal
 55
 54
 Connector_FFC-FPC
+Hirose_FH26-13S-0.3SHW_2Rows-13Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-13S-0.3SHW, 13 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+15
+14
+Connector_FFC-FPC
+Hirose_FH26-15S-0.3SHW_2Rows-15Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-15S-0.3SHW, 15 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+17
+16
+Connector_FFC-FPC
+Hirose_FH26-17S-0.3SHW_2Rows-17Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-17S-0.3SHW, 17 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+19
+18
+Connector_FFC-FPC
+Hirose_FH26-19S-0.3SHW_2Rows-19Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-19S-0.3SHW, 19 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+21
+20
+Connector_FFC-FPC
+Hirose_FH26-21S-0.3SHW_2Rows-21Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-21S-0.3SHW, 21 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+23
+22
+Connector_FFC-FPC
+Hirose_FH26-23S-0.3SHW_2Rows-23Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-23S-0.3SHW, 23 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+25
+24
+Connector_FFC-FPC
+Hirose_FH26-25S-0.3SHW_2Rows-25Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-25S-0.3SHW, 25 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+27
+26
+Connector_FFC-FPC
+Hirose_FH26-27S-0.3SHW_2Rows-27Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-27S-0.3SHW, 27 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+29
+28
+Connector_FFC-FPC
+Hirose_FH26-29S-0.3SHW_2Rows-29Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-29S-0.3SHW, 29 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+31
+30
+Connector_FFC-FPC
+Hirose_FH26-31S-0.3SHW_2Rows-31Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-31S-0.3SHW, 31 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+33
+32
+Connector_FFC-FPC
+Hirose_FH26-33S-0.3SHW_2Rows-33Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-33S-0.3SHW, 33 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+35
+34
+Connector_FFC-FPC
+Hirose_FH26-35S-0.3SHW_2Rows-35Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-35S-0.3SHW, 35 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+37
+36
+Connector_FFC-FPC
+Hirose_FH26-37S-0.3SHW_2Rows-37Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-37S-0.3SHW, 37 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+39
+38
+Connector_FFC-FPC
+Hirose_FH26-39S-0.3SHW_2Rows-39Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-39S-0.3SHW, 39 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+41
+40
+Connector_FFC-FPC
+Hirose_FH26-41S-0.3SHW_2Rows-41Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-41S-0.3SHW, 41 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+43
+42
+Connector_FFC-FPC
+Hirose_FH26-45S-0.3SHW_2Rows-45Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-45S-0.3SHW, 45 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+47
+46
+Connector_FFC-FPC
+Hirose_FH26-51S-0.3SHW_2Rows-51Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-51S-0.3SHW, 51 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+53
+52
+Connector_FFC-FPC
+Hirose_FH26-55S-0.3SHW_2Rows-55Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-55S-0.3SHW, 55 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+57
+56
+Connector_FFC-FPC
+Hirose_FH26-57S-0.3SHW_2Rows-57Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-57S-0.3SHW, 57 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+59
+58
+Connector_FFC-FPC
+Hirose_FH26-61S-0.3SHW_2Rows-61Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-61S-0.3SHW, 61 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+63
+62
+Connector_FFC-FPC
+Hirose_FH26-71S-0.3SHW_2Rows-71Pins-1MP_P0.60mm_Horizontal
+Hirose 0.30mm Pitch FFC/FPC, FH26-71S-0.3SHW, 71 Circuits (https://www.hirose.com/en/product/document?clcode=&productname=&series=FH26&documenttype=Catalog&lang=en&documentid=D49355_en), generated with kicad-footprint-generator
+connector Hirose  horizontal
+0
+73
+72
+Connector_FFC-FPC
 Hirose_FH41-30S-0.5SH_1x30_1MP_1SH_P0.5mm_Horizontal
 Hirose FH41, FFC/FPC connector, FH41-30S-0.5SH, 30 Pins per row (https://www.hirose.com/fr/product/document?clcode=CL0580-2218-5-05&productname=FH41-30S-0.5SH(05)&series=FH41&documenttype=2DDrawing&lang=fr&documentid=0001001704)
 connector Hirose FH41 horizontal
@@ -14408,14 +14688,14 @@ connector JST ACH vertical
 Connector_JST
 JST_AUH_BM03B-AUHKS-GA-TB_1x03-1MP_P1.50mm_Vertical
 JST AUH series connector, BM03B-AUHKS-GA-TB (http://www.jst-mfg.com/product/pdf/eng/eAUH.pdf), generated with kicad-footprint-generator
-connector JST AUH side entry
+connector JST AUH vertical
 0
 5
 4
 Connector_JST
 JST_AUH_BM05B-AUHKS-GA-TB_1x05-1MP_P1.50mm_Vertical
 JST AUH series connector, BM05B-AUHKS-GA-TB (http://www.jst-mfg.com/product/pdf/eng/eAUH.pdf), generated with kicad-footprint-generator
-connector JST AUH side entry
+connector JST AUH vertical
 0
 7
 6
@@ -14618,196 +14898,196 @@ connector JST EH top entry
 Connector_JST
 JST_GH_BM02B-GHS-TBT_1x02-1MP_P1.25mm_Vertical
 JST GH series connector, BM02B-GHS-TBT (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH side entry
+connector JST GH vertical
 0
 4
 3
 Connector_JST
 JST_GH_BM03B-GHS-TBT_1x03-1MP_P1.25mm_Vertical
 JST GH series connector, BM03B-GHS-TBT (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH side entry
+connector JST GH vertical
 0
 5
 4
 Connector_JST
 JST_GH_BM04B-GHS-TBT_1x04-1MP_P1.25mm_Vertical
 JST GH series connector, BM04B-GHS-TBT (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH side entry
+connector JST GH vertical
 0
 6
 5
 Connector_JST
 JST_GH_BM05B-GHS-TBT_1x05-1MP_P1.25mm_Vertical
 JST GH series connector, BM05B-GHS-TBT (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH side entry
+connector JST GH vertical
 0
 7
 6
 Connector_JST
 JST_GH_BM06B-GHS-TBT_1x06-1MP_P1.25mm_Vertical
 JST GH series connector, BM06B-GHS-TBT (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH side entry
+connector JST GH vertical
 0
 8
 7
 Connector_JST
 JST_GH_BM07B-GHS-TBT_1x07-1MP_P1.25mm_Vertical
 JST GH series connector, BM07B-GHS-TBT (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH side entry
+connector JST GH vertical
 0
 9
 8
 Connector_JST
 JST_GH_BM08B-GHS-TBT_1x08-1MP_P1.25mm_Vertical
 JST GH series connector, BM08B-GHS-TBT (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH side entry
+connector JST GH vertical
 0
 10
 9
 Connector_JST
 JST_GH_BM09B-GHS-TBT_1x09-1MP_P1.25mm_Vertical
 JST GH series connector, BM09B-GHS-TBT (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH side entry
+connector JST GH vertical
 0
 11
 10
 Connector_JST
 JST_GH_BM10B-GHS-TBT_1x10-1MP_P1.25mm_Vertical
 JST GH series connector, BM10B-GHS-TBT (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH side entry
+connector JST GH vertical
 0
 12
 11
 Connector_JST
 JST_GH_BM11B-GHS-TBT_1x11-1MP_P1.25mm_Vertical
 JST GH series connector, BM11B-GHS-TBT (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH side entry
+connector JST GH vertical
 0
 13
 12
 Connector_JST
 JST_GH_BM12B-GHS-TBT_1x12-1MP_P1.25mm_Vertical
 JST GH series connector, BM12B-GHS-TBT (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH side entry
+connector JST GH vertical
 0
 14
 13
 Connector_JST
 JST_GH_BM13B-GHS-TBT_1x13-1MP_P1.25mm_Vertical
 JST GH series connector, BM13B-GHS-TBT (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH side entry
+connector JST GH vertical
 0
 15
 14
 Connector_JST
 JST_GH_BM14B-GHS-TBT_1x14-1MP_P1.25mm_Vertical
 JST GH series connector, BM14B-GHS-TBT (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH side entry
+connector JST GH vertical
 0
 16
 15
 Connector_JST
 JST_GH_BM15B-GHS-TBT_1x15-1MP_P1.25mm_Vertical
 JST GH series connector, BM15B-GHS-TBT (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH side entry
+connector JST GH vertical
 0
 17
 16
 Connector_JST
 JST_GH_SM02B-GHS-TB_1x02-1MP_P1.25mm_Horizontal
 JST GH series connector, SM02B-GHS-TB (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH top entry
+connector JST GH horizontal
 0
 4
 3
 Connector_JST
 JST_GH_SM03B-GHS-TB_1x03-1MP_P1.25mm_Horizontal
 JST GH series connector, SM03B-GHS-TB (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH top entry
+connector JST GH horizontal
 0
 5
 4
 Connector_JST
 JST_GH_SM04B-GHS-TB_1x04-1MP_P1.25mm_Horizontal
 JST GH series connector, SM04B-GHS-TB (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH top entry
+connector JST GH horizontal
 0
 6
 5
 Connector_JST
 JST_GH_SM05B-GHS-TB_1x05-1MP_P1.25mm_Horizontal
 JST GH series connector, SM05B-GHS-TB (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH top entry
+connector JST GH horizontal
 0
 7
 6
 Connector_JST
 JST_GH_SM06B-GHS-TB_1x06-1MP_P1.25mm_Horizontal
 JST GH series connector, SM06B-GHS-TB (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH top entry
+connector JST GH horizontal
 0
 8
 7
 Connector_JST
 JST_GH_SM07B-GHS-TB_1x07-1MP_P1.25mm_Horizontal
 JST GH series connector, SM07B-GHS-TB (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH top entry
+connector JST GH horizontal
 0
 9
 8
 Connector_JST
 JST_GH_SM08B-GHS-TB_1x08-1MP_P1.25mm_Horizontal
 JST GH series connector, SM08B-GHS-TB (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH top entry
+connector JST GH horizontal
 0
 10
 9
 Connector_JST
 JST_GH_SM09B-GHS-TB_1x09-1MP_P1.25mm_Horizontal
 JST GH series connector, SM09B-GHS-TB (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH top entry
+connector JST GH horizontal
 0
 11
 10
 Connector_JST
 JST_GH_SM10B-GHS-TB_1x10-1MP_P1.25mm_Horizontal
 JST GH series connector, SM10B-GHS-TB (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH top entry
+connector JST GH horizontal
 0
 12
 11
 Connector_JST
 JST_GH_SM11B-GHS-TB_1x11-1MP_P1.25mm_Horizontal
 JST GH series connector, SM11B-GHS-TB (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH top entry
+connector JST GH horizontal
 0
 13
 12
 Connector_JST
 JST_GH_SM12B-GHS-TB_1x12-1MP_P1.25mm_Horizontal
 JST GH series connector, SM12B-GHS-TB (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH top entry
+connector JST GH horizontal
 0
 14
 13
 Connector_JST
 JST_GH_SM13B-GHS-TB_1x13-1MP_P1.25mm_Horizontal
 JST GH series connector, SM13B-GHS-TB (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH top entry
+connector JST GH horizontal
 0
 15
 14
 Connector_JST
 JST_GH_SM14B-GHS-TB_1x14-1MP_P1.25mm_Horizontal
 JST GH series connector, SM14B-GHS-TB (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH top entry
+connector JST GH horizontal
 0
 16
 15
 Connector_JST
 JST_GH_SM15B-GHS-TB_1x15-1MP_P1.25mm_Horizontal
 JST GH series connector, SM15B-GHS-TB (http://www.jst-mfg.com/product/pdf/eng/eGH.pdf), generated with kicad-footprint-generator
-connector JST GH top entry
+connector JST GH horizontal
 0
 17
 16
@@ -14933,7 +15213,7 @@ connector JST JWPF side entry
 Connector_JST
 JST_LEA_SM02B-LEASS-TF_1x02-1MP_P4.20mm_Horizontal
 JST LEA series connector, SM02B-LEASS-TF (http://www.jst-mfg.com/product/pdf/eng/eLEA.pdf), generated with kicad-footprint-generator
-connector JST LEA top entry
+connector JST LEA horizontal
 0
 4
 3
@@ -15164,7 +15444,7 @@ connector JST PH side entry
 Connector_JST
 JST_PH_B2B-PH-SM4-TB_1x02-1MP_P2.00mm_Vertical
 JST PH series connector, B2B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH side entry
+connector JST PH vertical
 0
 4
 3
@@ -15178,7 +15458,7 @@ connector JST PH side entry
 Connector_JST
 JST_PH_B3B-PH-SM4-TB_1x03-1MP_P2.00mm_Vertical
 JST PH series connector, B3B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH side entry
+connector JST PH vertical
 0
 5
 4
@@ -15192,7 +15472,7 @@ connector JST PH side entry
 Connector_JST
 JST_PH_B4B-PH-SM4-TB_1x04-1MP_P2.00mm_Vertical
 JST PH series connector, B4B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH side entry
+connector JST PH vertical
 0
 6
 5
@@ -15206,7 +15486,7 @@ connector JST PH side entry
 Connector_JST
 JST_PH_B5B-PH-SM4-TB_1x05-1MP_P2.00mm_Vertical
 JST PH series connector, B5B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH side entry
+connector JST PH vertical
 0
 7
 6
@@ -15220,7 +15500,7 @@ connector JST PH side entry
 Connector_JST
 JST_PH_B6B-PH-SM4-TB_1x06-1MP_P2.00mm_Vertical
 JST PH series connector, B6B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH side entry
+connector JST PH vertical
 0
 8
 7
@@ -15234,7 +15514,7 @@ connector JST PH side entry
 Connector_JST
 JST_PH_B7B-PH-SM4-TB_1x07-1MP_P2.00mm_Vertical
 JST PH series connector, B7B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH side entry
+connector JST PH vertical
 0
 9
 8
@@ -15248,7 +15528,7 @@ connector JST PH side entry
 Connector_JST
 JST_PH_B8B-PH-SM4-TB_1x08-1MP_P2.00mm_Vertical
 JST PH series connector, B8B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH side entry
+connector JST PH vertical
 0
 10
 9
@@ -15262,7 +15542,7 @@ connector JST PH side entry
 Connector_JST
 JST_PH_B9B-PH-SM4-TB_1x09-1MP_P2.00mm_Vertical
 JST PH series connector, B9B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH side entry
+connector JST PH vertical
 0
 11
 10
@@ -15276,7 +15556,7 @@ connector JST PH side entry
 Connector_JST
 JST_PH_B10B-PH-SM4-TB_1x10-1MP_P2.00mm_Vertical
 JST PH series connector, B10B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH side entry
+connector JST PH vertical
 0
 12
 11
@@ -15290,7 +15570,7 @@ connector JST PH side entry
 Connector_JST
 JST_PH_B11B-PH-SM4-TB_1x11-1MP_P2.00mm_Vertical
 JST PH series connector, B11B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH side entry
+connector JST PH vertical
 0
 13
 12
@@ -15304,7 +15584,7 @@ connector JST PH side entry
 Connector_JST
 JST_PH_B12B-PH-SM4-TB_1x12-1MP_P2.00mm_Vertical
 JST PH series connector, B12B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH side entry
+connector JST PH vertical
 0
 14
 13
@@ -15318,7 +15598,7 @@ connector JST PH side entry
 Connector_JST
 JST_PH_B13B-PH-SM4-TB_1x13-1MP_P2.00mm_Vertical
 JST PH series connector, B13B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH side entry
+connector JST PH vertical
 0
 15
 14
@@ -15332,7 +15612,7 @@ connector JST PH side entry
 Connector_JST
 JST_PH_B14B-PH-SM4-TB_1x14-1MP_P2.00mm_Vertical
 JST PH series connector, B14B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH side entry
+connector JST PH vertical
 0
 16
 15
@@ -15346,7 +15626,7 @@ connector JST PH side entry
 Connector_JST
 JST_PH_B15B-PH-SM4-TB_1x15-1MP_P2.00mm_Vertical
 JST PH series connector, B15B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH side entry
+connector JST PH vertical
 0
 17
 16
@@ -15360,7 +15640,7 @@ connector JST PH side entry
 Connector_JST
 JST_PH_B16B-PH-SM4-TB_1x16-1MP_P2.00mm_Vertical
 JST PH series connector, B16B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH side entry
+connector JST PH vertical
 0
 18
 17
@@ -15374,7 +15654,7 @@ connector JST PH top entry
 Connector_JST
 JST_PH_S2B-PH-SM4-TB_1x02-1MP_P2.00mm_Horizontal
 JST PH series connector, S2B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH top entry
+connector JST PH horizontal
 0
 4
 3
@@ -15388,7 +15668,7 @@ connector JST PH top entry
 Connector_JST
 JST_PH_S3B-PH-SM4-TB_1x03-1MP_P2.00mm_Horizontal
 JST PH series connector, S3B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH top entry
+connector JST PH horizontal
 0
 5
 4
@@ -15402,7 +15682,7 @@ connector JST PH top entry
 Connector_JST
 JST_PH_S4B-PH-SM4-TB_1x04-1MP_P2.00mm_Horizontal
 JST PH series connector, S4B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH top entry
+connector JST PH horizontal
 0
 6
 5
@@ -15416,7 +15696,7 @@ connector JST PH top entry
 Connector_JST
 JST_PH_S5B-PH-SM4-TB_1x05-1MP_P2.00mm_Horizontal
 JST PH series connector, S5B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH top entry
+connector JST PH horizontal
 0
 7
 6
@@ -15430,7 +15710,7 @@ connector JST PH top entry
 Connector_JST
 JST_PH_S6B-PH-SM4-TB_1x06-1MP_P2.00mm_Horizontal
 JST PH series connector, S6B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH top entry
+connector JST PH horizontal
 0
 8
 7
@@ -15444,7 +15724,7 @@ connector JST PH top entry
 Connector_JST
 JST_PH_S7B-PH-SM4-TB_1x07-1MP_P2.00mm_Horizontal
 JST PH series connector, S7B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH top entry
+connector JST PH horizontal
 0
 9
 8
@@ -15458,7 +15738,7 @@ connector JST PH top entry
 Connector_JST
 JST_PH_S8B-PH-SM4-TB_1x08-1MP_P2.00mm_Horizontal
 JST PH series connector, S8B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH top entry
+connector JST PH horizontal
 0
 10
 9
@@ -15472,7 +15752,7 @@ connector JST PH top entry
 Connector_JST
 JST_PH_S9B-PH-SM4-TB_1x09-1MP_P2.00mm_Horizontal
 JST PH series connector, S9B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH top entry
+connector JST PH horizontal
 0
 11
 10
@@ -15486,7 +15766,7 @@ connector JST PH top entry
 Connector_JST
 JST_PH_S10B-PH-SM4-TB_1x10-1MP_P2.00mm_Horizontal
 JST PH series connector, S10B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH top entry
+connector JST PH horizontal
 0
 12
 11
@@ -15500,7 +15780,7 @@ connector JST PH top entry
 Connector_JST
 JST_PH_S11B-PH-SM4-TB_1x11-1MP_P2.00mm_Horizontal
 JST PH series connector, S11B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH top entry
+connector JST PH horizontal
 0
 13
 12
@@ -15514,7 +15794,7 @@ connector JST PH top entry
 Connector_JST
 JST_PH_S12B-PH-SM4-TB_1x12-1MP_P2.00mm_Horizontal
 JST PH series connector, S12B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH top entry
+connector JST PH horizontal
 0
 14
 13
@@ -15528,7 +15808,7 @@ connector JST PH top entry
 Connector_JST
 JST_PH_S13B-PH-SM4-TB_1x13-1MP_P2.00mm_Horizontal
 JST PH series connector, S13B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH top entry
+connector JST PH horizontal
 0
 15
 14
@@ -15542,7 +15822,7 @@ connector JST PH top entry
 Connector_JST
 JST_PH_S14B-PH-SM4-TB_1x14-1MP_P2.00mm_Horizontal
 JST PH series connector, S14B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH top entry
+connector JST PH horizontal
 0
 16
 15
@@ -15556,7 +15836,7 @@ connector JST PH top entry
 Connector_JST
 JST_PH_S15B-PH-SM4-TB_1x15-1MP_P2.00mm_Horizontal
 JST PH series connector, S15B-PH-SM4-TB (http://www.jst-mfg.com/product/pdf/eng/ePH.pdf), generated with kicad-footprint-generator
-connector JST PH top entry
+connector JST PH horizontal
 0
 17
 16
@@ -15815,490 +16095,490 @@ connector JST SFH horizontal
 Connector_JST
 JST_SHL_SM02B-SHLS-TF_1x02-1MP_P1.00mm_Horizontal
 JST SHL series connector, SM02B-SHLS-TF (http://www.jst-mfg.com/product/pdf/eng/eSHL.pdf), generated with kicad-footprint-generator
-connector JST SHL top entry
+connector JST SHL horizontal
 0
 4
 3
 Connector_JST
 JST_SHL_SM05B-SHLS-TF_1x05-1MP_P1.00mm_Horizontal
 JST SHL series connector, SM05B-SHLS-TF (http://www.jst-mfg.com/product/pdf/eng/eSHL.pdf), generated with kicad-footprint-generator
-connector JST SHL top entry
+connector JST SHL horizontal
 0
 7
 6
 Connector_JST
 JST_SHL_SM06B-SHLS-TF_1x06-1MP_P1.00mm_Horizontal
 JST SHL series connector, SM06B-SHLS-TF (http://www.jst-mfg.com/product/pdf/eng/eSHL.pdf), generated with kicad-footprint-generator
-connector JST SHL top entry
+connector JST SHL horizontal
 0
 8
 7
 Connector_JST
 JST_SHL_SM07B-SHLS-TF_1x07-1MP_P1.00mm_Horizontal
 JST SHL series connector, SM07B-SHLS-TF (http://www.jst-mfg.com/product/pdf/eng/eSHL.pdf), generated with kicad-footprint-generator
-connector JST SHL top entry
+connector JST SHL horizontal
 0
 9
 8
 Connector_JST
 JST_SHL_SM08B-SHLS-TF_1x08-1MP_P1.00mm_Horizontal
 JST SHL series connector, SM08B-SHLS-TF (http://www.jst-mfg.com/product/pdf/eng/eSHL.pdf), generated with kicad-footprint-generator
-connector JST SHL top entry
+connector JST SHL horizontal
 0
 10
 9
 Connector_JST
 JST_SHL_SM10B-SHLS-TF_1x10-1MP_P1.00mm_Horizontal
 JST SHL series connector, SM10B-SHLS-TF (http://www.jst-mfg.com/product/pdf/eng/eSHL.pdf), generated with kicad-footprint-generator
-connector JST SHL top entry
+connector JST SHL horizontal
 0
 12
 11
 Connector_JST
 JST_SHL_SM11B-SHLS-TF_1x11-1MP_P1.00mm_Horizontal
 JST SHL series connector, SM11B-SHLS-TF (http://www.jst-mfg.com/product/pdf/eng/eSHL.pdf), generated with kicad-footprint-generator
-connector JST SHL top entry
+connector JST SHL horizontal
 0
 13
 12
 Connector_JST
 JST_SHL_SM12B-SHLS-TF_1x12-1MP_P1.00mm_Horizontal
 JST SHL series connector, SM12B-SHLS-TF (http://www.jst-mfg.com/product/pdf/eng/eSHL.pdf), generated with kicad-footprint-generator
-connector JST SHL top entry
+connector JST SHL horizontal
 0
 14
 13
 Connector_JST
 JST_SHL_SM14B-SHLS-TF_1x14-1MP_P1.00mm_Horizontal
 JST SHL series connector, SM14B-SHLS-TF (http://www.jst-mfg.com/product/pdf/eng/eSHL.pdf), generated with kicad-footprint-generator
-connector JST SHL top entry
+connector JST SHL horizontal
 0
 16
 15
 Connector_JST
 JST_SHL_SM16B-SHLS-TF_1x16-1MP_P1.00mm_Horizontal
 JST SHL series connector, SM16B-SHLS-TF (http://www.jst-mfg.com/product/pdf/eng/eSHL.pdf), generated with kicad-footprint-generator
-connector JST SHL top entry
+connector JST SHL horizontal
 0
 18
 17
 Connector_JST
 JST_SHL_SM20B-SHLS-TF_1x20-1MP_P1.00mm_Horizontal
 JST SHL series connector, SM20B-SHLS-TF (http://www.jst-mfg.com/product/pdf/eng/eSHL.pdf), generated with kicad-footprint-generator
-connector JST SHL top entry
+connector JST SHL horizontal
 0
 22
 21
 Connector_JST
 JST_SHL_SM22B-SHLS-TF_1x22-1MP_P1.00mm_Horizontal
 JST SHL series connector, SM22B-SHLS-TF (http://www.jst-mfg.com/product/pdf/eng/eSHL.pdf), generated with kicad-footprint-generator
-connector JST SHL top entry
+connector JST SHL horizontal
 0
 24
 23
 Connector_JST
 JST_SHL_SM26B-SHLS-TF_1x26-1MP_P1.00mm_Horizontal
 JST SHL series connector, SM26B-SHLS-TF (http://www.jst-mfg.com/product/pdf/eng/eSHL.pdf), generated with kicad-footprint-generator
-connector JST SHL top entry
+connector JST SHL horizontal
 0
 28
 27
 Connector_JST
 JST_SHL_SM30B-SHLS-TF_1x30-1MP_P1.00mm_Horizontal
 JST SHL series connector, SM30B-SHLS-TF (http://www.jst-mfg.com/product/pdf/eng/eSHL.pdf), generated with kicad-footprint-generator
-connector JST SHL top entry
+connector JST SHL horizontal
 0
 32
 31
 Connector_JST
 JST_SH_BM02B-SRSS-TB_1x02-1MP_P1.00mm_Vertical
 JST SH series connector, BM02B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH side entry
+connector JST SH vertical
 0
 4
 3
 Connector_JST
 JST_SH_BM03B-SRSS-TB_1x03-1MP_P1.00mm_Vertical
 JST SH series connector, BM03B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH side entry
+connector JST SH vertical
 0
 5
 4
 Connector_JST
 JST_SH_BM04B-SRSS-TB_1x04-1MP_P1.00mm_Vertical
 JST SH series connector, BM04B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH side entry
+connector JST SH vertical
 0
 6
 5
 Connector_JST
 JST_SH_BM05B-SRSS-TB_1x05-1MP_P1.00mm_Vertical
 JST SH series connector, BM05B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH side entry
+connector JST SH vertical
 0
 7
 6
 Connector_JST
 JST_SH_BM06B-SRSS-TB_1x06-1MP_P1.00mm_Vertical
 JST SH series connector, BM06B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH side entry
+connector JST SH vertical
 0
 8
 7
 Connector_JST
 JST_SH_BM07B-SRSS-TB_1x07-1MP_P1.00mm_Vertical
 JST SH series connector, BM07B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH side entry
+connector JST SH vertical
 0
 9
 8
 Connector_JST
 JST_SH_BM08B-SRSS-TB_1x08-1MP_P1.00mm_Vertical
 JST SH series connector, BM08B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH side entry
+connector JST SH vertical
 0
 10
 9
 Connector_JST
 JST_SH_BM09B-SRSS-TB_1x09-1MP_P1.00mm_Vertical
 JST SH series connector, BM09B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH side entry
+connector JST SH vertical
 0
 11
 10
 Connector_JST
 JST_SH_BM10B-SRSS-TB_1x10-1MP_P1.00mm_Vertical
 JST SH series connector, BM10B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH side entry
+connector JST SH vertical
 0
 12
 11
 Connector_JST
 JST_SH_BM11B-SRSS-TB_1x11-1MP_P1.00mm_Vertical
 JST SH series connector, BM11B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH side entry
+connector JST SH vertical
 0
 13
 12
 Connector_JST
 JST_SH_BM12B-SRSS-TB_1x12-1MP_P1.00mm_Vertical
 JST SH series connector, BM12B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH side entry
+connector JST SH vertical
 0
 14
 13
 Connector_JST
 JST_SH_BM13B-SRSS-TB_1x13-1MP_P1.00mm_Vertical
 JST SH series connector, BM13B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH side entry
+connector JST SH vertical
 0
 15
 14
 Connector_JST
 JST_SH_BM14B-SRSS-TB_1x14-1MP_P1.00mm_Vertical
 JST SH series connector, BM14B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH side entry
+connector JST SH vertical
 0
 16
 15
 Connector_JST
 JST_SH_BM15B-SRSS-TB_1x15-1MP_P1.00mm_Vertical
 JST SH series connector, BM15B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH side entry
+connector JST SH vertical
 0
 17
 16
 Connector_JST
 JST_SH_SM02B-SRSS-TB_1x02-1MP_P1.00mm_Horizontal
 JST SH series connector, SM02B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH top entry
+connector JST SH horizontal
 0
 4
 3
 Connector_JST
 JST_SH_SM03B-SRSS-TB_1x03-1MP_P1.00mm_Horizontal
 JST SH series connector, SM03B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH top entry
+connector JST SH horizontal
 0
 5
 4
 Connector_JST
 JST_SH_SM04B-SRSS-TB_1x04-1MP_P1.00mm_Horizontal
 JST SH series connector, SM04B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH top entry
+connector JST SH horizontal
 0
 6
 5
 Connector_JST
 JST_SH_SM05B-SRSS-TB_1x05-1MP_P1.00mm_Horizontal
 JST SH series connector, SM05B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH top entry
+connector JST SH horizontal
 0
 7
 6
 Connector_JST
 JST_SH_SM06B-SRSS-TB_1x06-1MP_P1.00mm_Horizontal
 JST SH series connector, SM06B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH top entry
+connector JST SH horizontal
 0
 8
 7
 Connector_JST
 JST_SH_SM07B-SRSS-TB_1x07-1MP_P1.00mm_Horizontal
 JST SH series connector, SM07B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH top entry
+connector JST SH horizontal
 0
 9
 8
 Connector_JST
 JST_SH_SM08B-SRSS-TB_1x08-1MP_P1.00mm_Horizontal
 JST SH series connector, SM08B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH top entry
+connector JST SH horizontal
 0
 10
 9
 Connector_JST
 JST_SH_SM09B-SRSS-TB_1x09-1MP_P1.00mm_Horizontal
 JST SH series connector, SM09B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH top entry
+connector JST SH horizontal
 0
 11
 10
 Connector_JST
 JST_SH_SM10B-SRSS-TB_1x10-1MP_P1.00mm_Horizontal
 JST SH series connector, SM10B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH top entry
+connector JST SH horizontal
 0
 12
 11
 Connector_JST
 JST_SH_SM11B-SRSS-TB_1x11-1MP_P1.00mm_Horizontal
 JST SH series connector, SM11B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH top entry
+connector JST SH horizontal
 0
 13
 12
 Connector_JST
 JST_SH_SM12B-SRSS-TB_1x12-1MP_P1.00mm_Horizontal
 JST SH series connector, SM12B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH top entry
+connector JST SH horizontal
 0
 14
 13
 Connector_JST
 JST_SH_SM13B-SRSS-TB_1x13-1MP_P1.00mm_Horizontal
 JST SH series connector, SM13B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH top entry
+connector JST SH horizontal
 0
 15
 14
 Connector_JST
 JST_SH_SM14B-SRSS-TB_1x14-1MP_P1.00mm_Horizontal
 JST SH series connector, SM14B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH top entry
+connector JST SH horizontal
 0
 16
 15
 Connector_JST
 JST_SH_SM15B-SRSS-TB_1x15-1MP_P1.00mm_Horizontal
 JST SH series connector, SM15B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH top entry
+connector JST SH horizontal
 0
 17
 16
 Connector_JST
 JST_SH_SM20B-SRSS-TB_1x20-1MP_P1.00mm_Horizontal
 JST SH series connector, SM20B-SRSS-TB (http://www.jst-mfg.com/product/pdf/eng/eSH.pdf), generated with kicad-footprint-generator
-connector JST SH top entry
+connector JST SH horizontal
 0
 22
 21
 Connector_JST
 JST_SUR_BM02B-SURS-TF_1x02-1MP_P0.80mm_Vertical
 JST SUR series connector, BM02B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR side entry
+connector JST SUR vertical
 0
 4
 3
 Connector_JST
 JST_SUR_BM03B-SURS-TF_1x03-1MP_P0.80mm_Vertical
 JST SUR series connector, BM03B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR side entry
+connector JST SUR vertical
 0
 5
 4
 Connector_JST
 JST_SUR_BM04B-SURS-TF_1x04-1MP_P0.80mm_Vertical
 JST SUR series connector, BM04B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR side entry
+connector JST SUR vertical
 0
 6
 5
 Connector_JST
 JST_SUR_BM05B-SURS-TF_1x05-1MP_P0.80mm_Vertical
 JST SUR series connector, BM05B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR side entry
+connector JST SUR vertical
 0
 7
 6
 Connector_JST
 JST_SUR_BM06B-SURS-TF_1x06-1MP_P0.80mm_Vertical
 JST SUR series connector, BM06B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR side entry
+connector JST SUR vertical
 0
 8
 7
 Connector_JST
 JST_SUR_BM08B-SURS-TF_1x08-1MP_P0.80mm_Vertical
 JST SUR series connector, BM08B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR side entry
+connector JST SUR vertical
 0
 10
 9
 Connector_JST
 JST_SUR_BM10B-SURS-TF_1x10-1MP_P0.80mm_Vertical
 JST SUR series connector, BM10B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR side entry
+connector JST SUR vertical
 0
 12
 11
 Connector_JST
 JST_SUR_BM12B-SURS-TF_1x12-1MP_P0.80mm_Vertical
 JST SUR series connector, BM12B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR side entry
+connector JST SUR vertical
 0
 14
 13
 Connector_JST
 JST_SUR_BM14B-SURS-TF_1x14-1MP_P0.80mm_Vertical
 JST SUR series connector, BM14B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR side entry
+connector JST SUR vertical
 0
 16
 15
 Connector_JST
 JST_SUR_BM15B-SURS-TF_1x15-1MP_P0.80mm_Vertical
 JST SUR series connector, BM15B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR side entry
+connector JST SUR vertical
 0
 17
 16
 Connector_JST
 JST_SUR_BM16B-SURS-TF_1x16-1MP_P0.80mm_Vertical
 JST SUR series connector, BM16B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR side entry
+connector JST SUR vertical
 0
 18
 17
 Connector_JST
 JST_SUR_BM17B-SURS-TF_1x17-1MP_P0.80mm_Vertical
 JST SUR series connector, BM17B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR side entry
+connector JST SUR vertical
 0
 19
 18
 Connector_JST
 JST_SUR_BM20B-SURS-TF_1x20-1MP_P0.80mm_Vertical
 JST SUR series connector, BM20B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR side entry
+connector JST SUR vertical
 0
 22
 21
 Connector_JST
 JST_SUR_SM02B-SURS-TF_1x02-1MP_P0.80mm_Horizontal
 JST SUR series connector, SM02B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR top entry
+connector JST SUR horizontal
 0
 4
 3
 Connector_JST
 JST_SUR_SM03B-SURS-TF_1x03-1MP_P0.80mm_Horizontal
 JST SUR series connector, SM03B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR top entry
+connector JST SUR horizontal
 0
 5
 4
 Connector_JST
 JST_SUR_SM04B-SURS-TF_1x04-1MP_P0.80mm_Horizontal
 JST SUR series connector, SM04B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR top entry
+connector JST SUR horizontal
 0
 6
 5
 Connector_JST
 JST_SUR_SM05B-SURS-TF_1x05-1MP_P0.80mm_Horizontal
 JST SUR series connector, SM05B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR top entry
+connector JST SUR horizontal
 0
 7
 6
 Connector_JST
 JST_SUR_SM06B-SURS-TF_1x06-1MP_P0.80mm_Horizontal
 JST SUR series connector, SM06B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR top entry
+connector JST SUR horizontal
 0
 8
 7
 Connector_JST
 JST_SUR_SM08B-SURS-TF_1x08-1MP_P0.80mm_Horizontal
 JST SUR series connector, SM08B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR top entry
+connector JST SUR horizontal
 0
 10
 9
 Connector_JST
 JST_SUR_SM10B-SURS-TF_1x10-1MP_P0.80mm_Horizontal
 JST SUR series connector, SM10B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR top entry
+connector JST SUR horizontal
 0
 12
 11
 Connector_JST
 JST_SUR_SM12B-SURS-TF_1x12-1MP_P0.80mm_Horizontal
 JST SUR series connector, SM12B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR top entry
+connector JST SUR horizontal
 0
 14
 13
 Connector_JST
 JST_SUR_SM14B-SURS-TF_1x14-1MP_P0.80mm_Horizontal
 JST SUR series connector, SM14B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR top entry
+connector JST SUR horizontal
 0
 16
 15
 Connector_JST
 JST_SUR_SM15B-SURS-TF_1x15-1MP_P0.80mm_Horizontal
 JST SUR series connector, SM15B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR top entry
+connector JST SUR horizontal
 0
 17
 16
 Connector_JST
 JST_SUR_SM16B-SURS-TF_1x16-1MP_P0.80mm_Horizontal
 JST SUR series connector, SM16B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR top entry
+connector JST SUR horizontal
 0
 18
 17
 Connector_JST
 JST_SUR_SM17B-SURS-TF_1x17-1MP_P0.80mm_Horizontal
 JST SUR series connector, SM17B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR top entry
+connector JST SUR horizontal
 0
 19
 18
 Connector_JST
 JST_SUR_SM20B-SURS-TF_1x20-1MP_P0.80mm_Horizontal
 JST SUR series connector, SM20B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR top entry
+connector JST SUR horizontal
 0
 22
 21
 Connector_JST
 JST_SUR_SM22B-SURS-TF_1x22-1MP_P0.80mm_Horizontal
 JST SUR series connector, SM22B-SURS-TF (http://www.jst-mfg.com/product/pdf/eng/eSUR.pdf), generated with kicad-footprint-generator
-connector JST SUR top entry
+connector JST SUR horizontal
 0
 24
 23
@@ -16613,7 +16893,7 @@ connector JST VH top entry
 Connector_JST
 JST_XAG_SM05B-XAGKS-BN-TB_1x05-1MP_P2.50mm_Horizontal
 JST XAG series connector, SM05B-XAGKS-BN-TB (http://www.jst-mfg.com/product/pdf/eng/eXAG.pdf), generated with kicad-footprint-generator
-connector JST XAG top entry
+connector JST XAG horizontal
 0
 7
 6
@@ -19042,14 +19322,14 @@ connector Molex Micro-Fit_3.0 vertical
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-0215_2x01_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-0215 (compatible alternatives: 43045-0216, 43045-0217), 1 Pins per row (http://www.molex.com/pdm_docs/sd/430450217_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 2
 2
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-0218_2x01-1MP_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-0218 (compatible alternatives: 43045-0219, 43045-0220), 1 Pins per row (http://www.molex.com/pdm_docs/sd/430450218_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 4
 3
@@ -19084,14 +19364,14 @@ connector Molex Micro-Fit_3.0 vertical
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-0415_2x02_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-0415 (compatible alternatives: 43045-0416, 43045-0417), 2 Pins per row (http://www.molex.com/pdm_docs/sd/430450217_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 4
 4
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-0418_2x02-1MP_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-0418 (compatible alternatives: 43045-0419, 43045-0420), 2 Pins per row (http://www.molex.com/pdm_docs/sd/430450218_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 6
 5
@@ -19126,14 +19406,14 @@ connector Molex Micro-Fit_3.0 vertical
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-0615_2x03_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-0615 (compatible alternatives: 43045-0616, 43045-0617), 3 Pins per row (http://www.molex.com/pdm_docs/sd/430450217_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 6
 6
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-0618_2x03-1MP_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-0618 (compatible alternatives: 43045-0619, 43045-0620), 3 Pins per row (http://www.molex.com/pdm_docs/sd/430450218_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 8
 7
@@ -19168,14 +19448,14 @@ connector Molex Micro-Fit_3.0 vertical
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-0815_2x04_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-0815 (compatible alternatives: 43045-0816, 43045-0817), 4 Pins per row (http://www.molex.com/pdm_docs/sd/430450217_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 8
 8
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-0818_2x04-1MP_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-0818 (compatible alternatives: 43045-0819, 43045-0820), 4 Pins per row (http://www.molex.com/pdm_docs/sd/430450218_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 10
 9
@@ -19210,14 +19490,14 @@ connector Molex Micro-Fit_3.0 vertical
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-1015_2x05_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-1015 (compatible alternatives: 43045-1016, 43045-1017), 5 Pins per row (http://www.molex.com/pdm_docs/sd/430450217_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 10
 10
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-1018_2x05-1MP_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-1018 (compatible alternatives: 43045-1019, 43045-1020), 5 Pins per row (http://www.molex.com/pdm_docs/sd/430450218_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 12
 11
@@ -19252,14 +19532,14 @@ connector Molex Micro-Fit_3.0 vertical
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-1215_2x06_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-1215 (compatible alternatives: 43045-1216, 43045-1217), 6 Pins per row (http://www.molex.com/pdm_docs/sd/430450217_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 12
 12
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-1218_2x06-1MP_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-1218 (compatible alternatives: 43045-1219, 43045-1220), 6 Pins per row (http://www.molex.com/pdm_docs/sd/430450218_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 14
 13
@@ -19294,14 +19574,14 @@ connector Molex Micro-Fit_3.0 vertical
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-1415_2x07_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-1415 (compatible alternatives: 43045-1416, 43045-1417), 7 Pins per row (http://www.molex.com/pdm_docs/sd/430450217_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 14
 14
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-1418_2x07-1MP_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-1418 (compatible alternatives: 43045-1419, 43045-1420), 7 Pins per row (http://www.molex.com/pdm_docs/sd/430450218_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 16
 15
@@ -19336,14 +19616,14 @@ connector Molex Micro-Fit_3.0 vertical
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-1615_2x08_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-1615 (compatible alternatives: 43045-1616, 43045-1617), 8 Pins per row (http://www.molex.com/pdm_docs/sd/430450217_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 16
 16
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-1618_2x08-1MP_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-1618 (compatible alternatives: 43045-1619, 43045-1620), 8 Pins per row (http://www.molex.com/pdm_docs/sd/430450218_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 18
 17
@@ -19378,14 +19658,14 @@ connector Molex Micro-Fit_3.0 vertical
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-1815_2x09_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-1815 (compatible alternatives: 43045-1816, 43045-1817), 9 Pins per row (http://www.molex.com/pdm_docs/sd/430450217_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 18
 18
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-1818_2x09-1MP_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-1818 (compatible alternatives: 43045-1819, 43045-1820), 9 Pins per row (http://www.molex.com/pdm_docs/sd/430450218_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 20
 19
@@ -19420,14 +19700,14 @@ connector Molex Micro-Fit_3.0 vertical
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-2015_2x10_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-2015 (compatible alternatives: 43045-2016, 43045-2017), 10 Pins per row (http://www.molex.com/pdm_docs/sd/430450217_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 20
 20
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-2018_2x10-1MP_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-2018 (compatible alternatives: 43045-2019, 43045-2020), 10 Pins per row (http://www.molex.com/pdm_docs/sd/430450218_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 22
 21
@@ -19462,14 +19742,14 @@ connector Molex Micro-Fit_3.0 vertical
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-2215_2x11_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-2215 (compatible alternatives: 43045-2216, 43045-2217), 11 Pins per row (http://www.molex.com/pdm_docs/sd/430450217_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 22
 22
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-2218_2x11-1MP_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-2218 (compatible alternatives: 43045-2219, 43045-2220), 11 Pins per row (http://www.molex.com/pdm_docs/sd/430450218_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 24
 23
@@ -19504,14 +19784,14 @@ connector Molex Micro-Fit_3.0 vertical
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-2415_2x12_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-2415 (compatible alternatives: 43045-2416, 43045-2417), 12 Pins per row (http://www.molex.com/pdm_docs/sd/430450217_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 24
 24
 Connector_Molex
 Molex_Micro-Fit_3.0_43045-2418_2x12-1MP_P3.00mm_Vertical
 Molex Micro-Fit 3.0 Connector System, 43045-2418 (compatible alternatives: 43045-2419, 43045-2420), 12 Pins per row (http://www.molex.com/pdm_docs/sd/430450218_sd.pdf), generated with kicad-footprint-generator
-connector Molex Micro-Fit_3.0 side entry
+connector Molex Micro-Fit_3.0 vertical
 0
 26
 25
@@ -23464,6 +23744,20 @@ MiniPCI
 6
 1
 Connector_PCBEdge
+SODIMM-200_1.8V_Card_edge
+SODIMM 200-pins edge connector, Jedec MO-224 Variation AB compliant (1.8V DDR2 SDRAM), 0.6mm pitch, https://www.jst-mfg.com/product/pdf/eng/eDM-200P.pdf
+sodimm
+0
+200
+200
+Connector_PCBEdge
+SODIMM-200_2.5V_Card_edge
+SODIMM 200-pins edge connector, Jedec MO-224 Variation AA compliant (2.5V DDR SDRAM), 0.6mm pitch, https://www.jst-mfg.com/product/pdf/eng/eDM-200P.pdf
+sodimm
+0
+200
+200
+Connector_PCBEdge
 Samtec_MECF-05-0_-L-DV_2x05_P1.27mm_Polarized_Edge
 Highspeed card edge connector for PCB's with 05 contacts (polarized)
 conn samtec card-edge high-speed
@@ -42721,8 +43015,8 @@ RJ9 Connector tab down
 4
 4
 Connector_RJ
-RJ12_Amphenol_54601
-RJ12 connector  https://cdn.amphenol-icc.com/media/wysiwyg/files/drawing/c-bmj-0082.pdf
+RJ12_Amphenol_54601-x06_Horizontal
+RJ12 6P6C horizontal socket, plastic body, tab down, https://cdn.amphenol-icc.com/media/wysiwyg/files/drawing/c-bmj-0082.pdf
 RJ12 connector
 0
 6
@@ -42812,6 +43106,13 @@ RJ45 Magjack
 14
 13
 Connector_RJ
+RJ45_Bel_V895-1001-AW_Vertical
+1 Port RJ45 Magjack Vertical Connector SMD 10/100 Base-T, https://www.belfuse.com/resources/drawings/magneticsolutions/dr-mag-v895-1001-aw.pdf
+RJ45 Magjack
+0
+14
+11
+Connector_RJ
 RJ45_Cetus_J1B1211CCD_Horizontal
 1 Port RJ45 Magjack Connector Through Hole 10/100 Base-T, Cetus, used and distributed by WIZnet (https://wizwiki.net/wiki/lib/exe/fetch.php?media=products:wiz550web:wiz550webds_kr:j1b1211ccd.pdf)
 RJ45 Magjack
@@ -42819,6 +43120,13 @@ RJ45 Magjack
 14
 13
 Connector_RJ
+RJ45_Connfly_DS1128-09-S8xx-S_Horizontal
+1 Port RJ45 8p8c receptacle, shielded, through hole, 2 LEDs, tab up, http://en.connfly.group/static/upload/file//DS1128-09.pdf
+RJ45 8p8c ethernet
+0
+14
+13
+Connector_RJ
 RJ45_HALO_HFJ11-x2450E-LxxRL_Horizontal
 Halo FastJack, Shielded, 2 LEDs, https://www.haloelectronics.com/pdf/fastjack-100baset.pdf
 10/100 Ethernet RJ45 Tab-Down
@@ -42854,6 +43162,13 @@ RJ45 ethernet magnetic
 16
 15
 Connector_RJ
+RJ45_Molex_9346520x_Horizontal
+1 Port RJ45 Magjack Connector Through Hole 10/100 Base-T, two LED, tab up
+RJ45 Magjack
+0
+14
+13
+Connector_RJ
 RJ45_Molex_0855135013_Vertical
 1 Port, RJ45, Series 85513, vertical, SMD, https://www.molex.com/pdm_docs/sd/855135013_sd.pdf
 RJ45 Vertical
@@ -46361,16 +46676,23 @@ conn samtec card-edge socket high-speed
 20
 18
 Connector_Samtec_HSEC8
-Samtec_HSEC8-109-01-X-DV-A_2x09_P0.8mm_Pol04_Socket_AlignmentPins
-0.8 mm Highspeed card edge card connector socket for 1.57mm PCBs, vertical, alignment pins (source: https://suddendocs.samtec.com/prints/hsec8-1xxx-xx-xx-dv-x-xx-footprint.pdf)
-conn samtec card-edge socket high-speed
+Samtec_HSEC8-109-X-X-DV-BL_2x09_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x9 contacts (with board lock option)
+conn samtec card-edge high-speed
 0
 18
 18
 Connector_Samtec_HSEC8
-Samtec_HSEC8-109-01-X-DV_2x09_P0.8mm_Pol04_Socket
-0.8 mm Highspeed card edge card connector socket for 1.57mm PCBs, vertical (source: https://suddendocs.samtec.com/prints/hsec8-1xxx-xx-xx-dv-x-xx-footprint.pdf)
-conn samtec card-edge socket high-speed
+Samtec_HSEC8-109-X-X-DV_2x09_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x9 contacts
+conn samtec card-edge high-speed
+0
+18
+18
+Connector_Samtec_HSEC8
+Samtec_HSEC8-109-X-X-DV_2x09_P0.8mm_Wing_Edge
+Highspeed card edge for PCB's with 2x9 contacts (with horizontal Edge.Cuts ends)
+conn samtec card-edge high-speed
 0
 18
 18
@@ -46424,6 +46746,27 @@ conn samtec card-edge socket high-speed
 20
 20
 Connector_Samtec_HSEC8
+Samtec_HSEC8-110-X-X-DV-BL_2x10_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x10 contacts (with board lock option)
+conn samtec card-edge high-speed
+0
+20
+20
+Connector_Samtec_HSEC8
+Samtec_HSEC8-110-X-X-DV_2x10_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x10 contacts
+conn samtec card-edge high-speed
+0
+20
+20
+Connector_Samtec_HSEC8
+Samtec_HSEC8-110-X-X-DV_2x10_P0.8mm_Wing_Edge
+Highspeed card edge for PCB's with 2x10 contacts (with horizontal Edge.Cuts ends)
+conn samtec card-edge high-speed
+0
+20
+20
+Connector_Samtec_HSEC8
 Samtec_HSEC8-113-01-X-DV-A-BL_2x13_P0.8mm_Pol06_Socket_WeldTabs_BoardLocks
 0.8 mm Highspeed card edge card connector socket for 1.57mm PCBs, vertical, alignment pins, weld tabs, board locks (source: https://suddendocs.samtec.com/prints/hsec8-1xxx-xx-xx-dv-x-xx-footprint.pdf)
 conn samtec card-edge socket high-speed
@@ -46452,6 +46795,27 @@ conn samtec card-edge socket high-speed
 26
 26
 Connector_Samtec_HSEC8
+Samtec_HSEC8-113-X-X-DV-BL_2x13_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x13 contacts (with board lock option)
+conn samtec card-edge high-speed
+0
+26
+26
+Connector_Samtec_HSEC8
+Samtec_HSEC8-113-X-X-DV_2x13_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x13 contacts
+conn samtec card-edge high-speed
+0
+26
+26
+Connector_Samtec_HSEC8
+Samtec_HSEC8-113-X-X-DV_2x13_P0.8mm_Wing_Edge
+Highspeed card edge for PCB's with 2x13 contacts (with horizontal Edge.Cuts ends)
+conn samtec card-edge high-speed
+0
+26
+26
+Connector_Samtec_HSEC8
 Samtec_HSEC8-120-01-X-DV-A-BL_2x20_P0.8mm_Socket_WeldTabs_BoardLocks
 0.8 mm Highspeed card edge card connector socket for 1.57mm PCBs, vertical, alignment pins, weld tabs, board locks (source: https://suddendocs.samtec.com/prints/hsec8-1xxx-xx-xx-dv-x-xx-footprint.pdf)
 conn samtec card-edge socket high-speed
@@ -46501,6 +46865,27 @@ conn samtec card-edge socket high-speed
 40
 40
 Connector_Samtec_HSEC8
+Samtec_HSEC8-120-X-X-DV-BL_2x20_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x20 contacts (with board lock option)
+conn samtec card-edge high-speed
+0
+40
+40
+Connector_Samtec_HSEC8
+Samtec_HSEC8-120-X-X-DV_2x20_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x20 contacts
+conn samtec card-edge high-speed
+0
+40
+40
+Connector_Samtec_HSEC8
+Samtec_HSEC8-120-X-X-DV_2x20_P0.8mm_Wing_Edge
+Highspeed card edge for PCB's with 2x20 contacts (with horizontal Edge.Cuts ends)
+conn samtec card-edge high-speed
+0
+40
+40
+Connector_Samtec_HSEC8
 Samtec_HSEC8-125-01-X-DV-A-BL_2x25_P0.8mm_Pol06_Socket_WeldTabs_BoardLocks
 0.8 mm Highspeed card edge card connector socket for 1.57mm PCBs, vertical, alignment pins, weld tabs, board locks (source: https://suddendocs.samtec.com/prints/hsec8-1xxx-xx-xx-dv-x-xx-footprint.pdf)
 conn samtec card-edge socket high-speed
@@ -46529,6 +46914,27 @@ conn samtec card-edge socket high-speed
 50
 50
 Connector_Samtec_HSEC8
+Samtec_HSEC8-125-X-X-DV-BL_2x25_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x25 contacts (with board lock option)
+conn samtec card-edge high-speed
+0
+50
+50
+Connector_Samtec_HSEC8
+Samtec_HSEC8-125-X-X-DV_2x25_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x25 contacts
+conn samtec card-edge high-speed
+0
+50
+50
+Connector_Samtec_HSEC8
+Samtec_HSEC8-125-X-X-DV_2x25_P0.8mm_Wing_Edge
+Highspeed card edge for PCB's with 2x25 contacts (with horizontal Edge.Cuts ends)
+conn samtec card-edge high-speed
+0
+50
+50
+Connector_Samtec_HSEC8
 Samtec_HSEC8-130-01-X-DV-A-BL_2x30_P0.8mm_Socket_WeldTabs_BoardLocks
 0.8 mm Highspeed card edge card connector socket for 1.57mm PCBs, vertical, alignment pins, weld tabs, board locks (source: https://suddendocs.samtec.com/prints/hsec8-1xxx-xx-xx-dv-x-xx-footprint.pdf)
 conn samtec card-edge socket high-speed
@@ -46578,6 +46984,27 @@ conn samtec card-edge socket high-speed
 60
 60
 Connector_Samtec_HSEC8
+Samtec_HSEC8-130-X-X-DV-BL_2x30_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x30 contacts (with board lock option)
+conn samtec card-edge high-speed
+0
+60
+60
+Connector_Samtec_HSEC8
+Samtec_HSEC8-130-X-X-DV_2x30_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x30 contacts
+conn samtec card-edge high-speed
+0
+60
+60
+Connector_Samtec_HSEC8
+Samtec_HSEC8-130-X-X-DV_2x30_P0.8mm_Wing_Edge
+Highspeed card edge for PCB's with 2x30 contacts (with horizontal Edge.Cuts ends)
+conn samtec card-edge high-speed
+0
+60
+60
+Connector_Samtec_HSEC8
 Samtec_HSEC8-137-01-X-DV-A-BL_2x37_P0.8mm_Pol21_Socket_WeldTabs_BoardLocks
 0.8 mm Highspeed card edge card connector socket for 1.57mm PCBs, vertical, alignment pins, weld tabs, board locks (source: https://suddendocs.samtec.com/prints/hsec8-1xxx-xx-xx-dv-x-xx-footprint.pdf)
 conn samtec card-edge socket high-speed
@@ -46606,6 +47033,27 @@ conn samtec card-edge socket high-speed
 74
 74
 Connector_Samtec_HSEC8
+Samtec_HSEC8-137-X-X-DV-BL_2x37_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x37 contacts (with board lock option)
+conn samtec card-edge high-speed
+0
+74
+74
+Connector_Samtec_HSEC8
+Samtec_HSEC8-137-X-X-DV_2x37_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x37 contacts
+conn samtec card-edge high-speed
+0
+74
+74
+Connector_Samtec_HSEC8
+Samtec_HSEC8-137-X-X-DV_2x37_P0.8mm_Wing_Edge
+Highspeed card edge for PCB's with 2x37 contacts (with horizontal Edge.Cuts ends)
+conn samtec card-edge high-speed
+0
+74
+74
+Connector_Samtec_HSEC8
 Samtec_HSEC8-140-01-X-DV-A-BL_2x40_P0.8mm_Pol22_Socket_WeldTabs_BoardLocks
 0.8 mm Highspeed card edge card connector socket for 1.57mm PCBs, vertical, alignment pins, weld tabs, board locks (source: https://suddendocs.samtec.com/prints/hsec8-1xxx-xx-xx-dv-x-xx-footprint.pdf)
 conn samtec card-edge socket high-speed
@@ -46655,6 +47103,27 @@ conn samtec card-edge socket high-speed
 80
 80
 Connector_Samtec_HSEC8
+Samtec_HSEC8-140-X-X-DV-BL_2x40_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x40 contacts (with board lock option)
+conn samtec card-edge high-speed
+0
+80
+80
+Connector_Samtec_HSEC8
+Samtec_HSEC8-140-X-X-DV_2x40_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x40 contacts
+conn samtec card-edge high-speed
+0
+80
+80
+Connector_Samtec_HSEC8
+Samtec_HSEC8-140-X-X-DV_2x40_P0.8mm_Wing_Edge
+Highspeed card edge for PCB's with 2x40 contacts (with horizontal Edge.Cuts ends)
+conn samtec card-edge high-speed
+0
+80
+80
+Connector_Samtec_HSEC8
 Samtec_HSEC8-149-01-X-DV-A-BL_2x49_P0.8mm_Pol27_Socket_WeldTabs_BoardLocks
 0.8 mm Highspeed card edge card connector socket for 1.57mm PCBs, vertical, alignment pins, weld tabs, board locks (source: https://suddendocs.samtec.com/prints/hsec8-1xxx-xx-xx-dv-x-xx-footprint.pdf)
 conn samtec card-edge socket high-speed
@@ -46683,6 +47152,27 @@ conn samtec card-edge socket high-speed
 98
 98
 Connector_Samtec_HSEC8
+Samtec_HSEC8-149-X-X-DV-BL_2x49_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x49 contacts (with board lock option)
+conn samtec card-edge high-speed
+0
+98
+98
+Connector_Samtec_HSEC8
+Samtec_HSEC8-149-X-X-DV_2x49_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x49 contacts
+conn samtec card-edge high-speed
+0
+98
+98
+Connector_Samtec_HSEC8
+Samtec_HSEC8-149-X-X-DV_2x49_P0.8mm_Wing_Edge
+Highspeed card edge for PCB's with 2x49 contacts (with horizontal Edge.Cuts ends)
+conn samtec card-edge high-speed
+0
+98
+98
+Connector_Samtec_HSEC8
 Samtec_HSEC8-150-01-X-DV-A-BL_2x50_P0.8mm_Pol27_Socket_WeldTabs_BoardLocks
 0.8 mm Highspeed card edge card connector socket for 1.57mm PCBs, vertical, alignment pins, weld tabs, board locks (source: https://suddendocs.samtec.com/prints/hsec8-1xxx-xx-xx-dv-x-xx-footprint.pdf)
 conn samtec card-edge socket high-speed
@@ -46732,6 +47222,27 @@ conn samtec card-edge socket high-speed
 100
 100
 Connector_Samtec_HSEC8
+Samtec_HSEC8-150-X-X-DV-BL_2x50_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x50 contacts (with board lock option)
+conn samtec card-edge high-speed
+0
+100
+100
+Connector_Samtec_HSEC8
+Samtec_HSEC8-150-X-X-DV_2x50_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x50 contacts
+conn samtec card-edge high-speed
+0
+100
+100
+Connector_Samtec_HSEC8
+Samtec_HSEC8-150-X-X-DV_2x50_P0.8mm_Wing_Edge
+Highspeed card edge for PCB's with 2x50 contacts (with horizontal Edge.Cuts ends)
+conn samtec card-edge high-speed
+0
+100
+100
+Connector_Samtec_HSEC8
 Samtec_HSEC8-160-01-X-DV-A-BL_2x60_P0.8mm_Pol32_Socket_WeldTabs_BoardLocks
 0.8 mm Highspeed card edge card connector socket for 1.57mm PCBs, vertical, alignment pins, weld tabs, board locks (source: https://suddendocs.samtec.com/prints/hsec8-1xxx-xx-xx-dv-x-xx-footprint.pdf)
 conn samtec card-edge socket high-speed
@@ -46781,6 +47292,27 @@ conn samtec card-edge socket high-speed
 120
 120
 Connector_Samtec_HSEC8
+Samtec_HSEC8-160-X-X-DV-BL_2x60_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x60 contacts (with board lock option)
+conn samtec card-edge high-speed
+0
+120
+120
+Connector_Samtec_HSEC8
+Samtec_HSEC8-160-X-X-DV_2x60_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x60 contacts
+conn samtec card-edge high-speed
+0
+120
+120
+Connector_Samtec_HSEC8
+Samtec_HSEC8-160-X-X-DV_2x60_P0.8mm_Wing_Edge
+Highspeed card edge for PCB's with 2x60 contacts (with horizontal Edge.Cuts ends)
+conn samtec card-edge high-speed
+0
+120
+120
+Connector_Samtec_HSEC8
 Samtec_HSEC8-170-01-X-DV-A-BL_2x70_P0.8mm_Pol32_Socket_WeldTabs_BoardLocks
 0.8 mm Highspeed card edge card connector socket for 1.57mm PCBs, vertical, alignment pins, weld tabs, board locks (source: https://suddendocs.samtec.com/prints/hsec8-1xxx-xx-xx-dv-x-xx-footprint.pdf)
 conn samtec card-edge socket high-speed
@@ -46830,6 +47362,27 @@ conn samtec card-edge socket high-speed
 140
 140
 Connector_Samtec_HSEC8
+Samtec_HSEC8-170-X-X-DV-BL_2x70_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x70 contacts (with board lock option)
+conn samtec card-edge high-speed
+0
+140
+140
+Connector_Samtec_HSEC8
+Samtec_HSEC8-170-X-X-DV_2x70_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x70 contacts
+conn samtec card-edge high-speed
+0
+140
+140
+Connector_Samtec_HSEC8
+Samtec_HSEC8-170-X-X-DV_2x70_P0.8mm_Wing_Edge
+Highspeed card edge for PCB's with 2x70 contacts (with horizontal Edge.Cuts ends)
+conn samtec card-edge high-speed
+0
+140
+140
+Connector_Samtec_HSEC8
 Samtec_HSEC8-180-01-X-DV-A-BL_2x80_P0.8mm_Pol32_Socket_WeldTabs_BoardLocks
 0.8 mm Highspeed card edge card connector socket for 1.57mm PCBs, vertical, alignment pins, weld tabs, board locks (source: https://suddendocs.samtec.com/prints/hsec8-1xxx-xx-xx-dv-x-xx-footprint.pdf)
 conn samtec card-edge socket high-speed
@@ -46879,6 +47432,27 @@ conn samtec card-edge socket high-speed
 160
 160
 Connector_Samtec_HSEC8
+Samtec_HSEC8-180-X-X-DV-BL_2x80_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x80 contacts (with board lock option)
+conn samtec card-edge high-speed
+0
+160
+160
+Connector_Samtec_HSEC8
+Samtec_HSEC8-180-X-X-DV_2x80_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x80 contacts
+conn samtec card-edge high-speed
+0
+160
+160
+Connector_Samtec_HSEC8
+Samtec_HSEC8-180-X-X-DV_2x80_P0.8mm_Wing_Edge
+Highspeed card edge for PCB's with 2x80 contacts (with horizontal Edge.Cuts ends)
+conn samtec card-edge high-speed
+0
+160
+160
+Connector_Samtec_HSEC8
 Samtec_HSEC8-190-01-X-DV-A-BL_2x90_P0.8mm_Pol32_Socket_WeldTabs_BoardLocks
 0.8 mm Highspeed card edge card connector socket for 1.57mm PCBs, vertical, alignment pins, weld tabs, board locks (source: https://suddendocs.samtec.com/prints/hsec8-1xxx-xx-xx-dv-x-xx-footprint.pdf)
 conn samtec card-edge socket high-speed
@@ -46928,6 +47502,27 @@ conn samtec card-edge socket high-speed
 180
 180
 Connector_Samtec_HSEC8
+Samtec_HSEC8-190-X-X-DV-BL_2x90_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x90 contacts (with board lock option)
+conn samtec card-edge high-speed
+0
+180
+180
+Connector_Samtec_HSEC8
+Samtec_HSEC8-190-X-X-DV_2x90_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x90 contacts
+conn samtec card-edge high-speed
+0
+180
+180
+Connector_Samtec_HSEC8
+Samtec_HSEC8-190-X-X-DV_2x90_P0.8mm_Wing_Edge
+Highspeed card edge for PCB's with 2x90 contacts (with horizontal Edge.Cuts ends)
+conn samtec card-edge high-speed
+0
+180
+180
+Connector_Samtec_HSEC8
 Samtec_HSEC8-1100-01-X-DV-A-BL_2x100_P0.8mm_Pol32_Socket_WeldTabs_BoardLocks
 0.8 mm Highspeed card edge card connector socket for 1.57mm PCBs, vertical, alignment pins, weld tabs, board locks (source: https://suddendocs.samtec.com/prints/hsec8-1xxx-xx-xx-dv-x-xx-footprint.pdf)
 conn samtec card-edge socket high-speed
@@ -46976,6 +47571,27 @@ conn samtec card-edge socket high-speed
 0
 200
 200
+Connector_Samtec_HSEC8
+Samtec_HSEC8-1100-X-X-DV-BL_2x100_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x100 contacts (with board lock option)
+conn samtec card-edge high-speed
+0
+200
+200
+Connector_Samtec_HSEC8
+Samtec_HSEC8-1100-X-X-DV_2x100_P0.8mm_Edge
+Highspeed card edge for PCB's with 2x100 contacts
+conn samtec card-edge high-speed
+0
+200
+200
+Connector_Samtec_HSEC8
+Samtec_HSEC8-1100-X-X-DV_2x100_P0.8mm_Wing_Edge
+Highspeed card edge for PCB's with 2x100 contacts (with horizontal Edge.Cuts ends)
+conn samtec card-edge high-speed
+0
+200
+200
 Connector_Samtec_MicroMate
 Samtec_T1M-02-X-S-RA_1x02-1MP_P1.0mm_Terminal_Horizontal
 Samtec Micro Mate Discrete Wire Terminal Strip, 1.00 mm Pitch, Single Row, Horizontal (Right Angle) (source: https://suddendocs.samtec.com/prints/t1m-single-row-footprint.pdf)
@@ -48089,9 +48705,23 @@ connector TE-Connectivity Micro-MaTch Vertical 215079-8 7-215079-8
 0
 8
 8
+Connector_TE-Connectivity
+TE_T4041037031-000_M8_03_Socket_Straight
+Shielded M8 socket 3 ways connector panel, straight and rear mount (https://www.te.com/commerce/DocumentDelivery/DDEController?Action=showdoc&DocId=Customer+Drawing%7FT404103010X000%7FA%7Fpdf%7FEnglish%7FENG_CD_T404103010X000_A.pdf%7FT4041037041-000)
+three-pin M8
+0
+5
+4
+Connector_TE-Connectivity
+TE_T4041037041-000_M8_04_Socket_Straight
+Shielded M8 socket 4 ways connector panel, straight and rear mount (https://www.te.com/commerce/DocumentDelivery/DDEController?Action=showdoc&DocId=Customer+Drawing%7FT404103010X000%7FA%7Fpdf%7FEnglish%7FENG_CD_T404103010X000_A.pdf%7FT4041037041-000)
+four-pin M8
+0
+6
+5
 Connector_USB
 USB3_A_Molex_48393-001
-USB 3.0, type A, right angle (http://www.molex.com/pdm_docs/sd/483930003_sd.pdf)
+USB 3.0, type A, right angle, http://www.molex.com/pdm_docs/sd/483930003_sd.pdf
 USB 3.0 type A right angle
 0
 13
@@ -48105,7 +48735,7 @@ USB 3.0 type A right angle stacked dual
 19
 Connector_USB
 USB3_A_Plug_Wuerth_692112030100_Horizontal
-USB3 type A Plug, Horizontal, http://katalog.we-online.de/em/datasheet/692112030100.pdf
+USB 3.0 Type A SMT Plug, Horizontal, https://www.we-online.com/components/products/datasheet/692112030100.pdf
 usb A plug horizontal
 0
 11
@@ -50904,23 +51534,51 @@ Hahn ACDC-Converter THT
 4
 4
 Converter_ACDC
-Converter_ACDC_HiLink_HLK-5Mxx
-ACDC-Converter, 10W, HiLink, HLK-5Mxx, (http://h.hlktech.com/download/ACDC%E7%94%B5%E6%BA%90%E6%A8%A1%E5%9D%975W%E7%B3%BB%E5%88%97/1/%E6%B5%B7%E5%87%8C%E7%A7%915W%E7%B3%BB%E5%88%97%E7%94%B5%E6%BA%90%E6%A8%A1%E5%9D%97%E8%A7%84%E6%A0%BC%E4%B9%A6V2.8.pdf)
-ACDC-Converter 5W THT HiLink board mount module
+Converter_ACDC_Hi-Link_HLK-2Mxx
+ACDC-Converter, 2W, Hi-Link, HLK-2Mxx, THT (Script generated with StandardBox.py) (https://h.hlktech.com/download/ACDC%E7%94%B5%E6%BA%90%E6%A8%A1%E5%9D%972W%E7%B3%BB%E5%88%97/1/%E6%B5%B7%E5%87%8C%E7%A7%912W%E7%B3%BB%E5%88%97%E7%94%B5%E6%BA%90%E6%A8%A1%E5%9D%97%E8%AF%B4%E6%98%8E%E4%B9%A6V2.6.pdf)
+ACDC-Converter 2W THT Hi-Link board mount module
+0
+4
+4
+Converter_ACDC
+Converter_ACDC_Hi-Link_HLK-5Mxx
+ACDC-Converter, 5W, Hi-Link, HLK-5Mxx, THT (Script generated with StandardBox.py) (https://h.hlktech.com/download/ACDC%E7%94%B5%E6%BA%90%E6%A8%A1%E5%9D%975W%E7%B3%BB%E5%88%97/1/%E6%B5%B7%E5%87%8C%E7%A7%915W%E7%B3%BB%E5%88%97%E7%94%B5%E6%BA%90%E6%A8%A1%E5%9D%97%E8%A7%84%E6%A0%BC%E4%B9%A6V2.8.pdf)
+ACDC-Converter 5W THT Hi-Link board mount module
+0
+4
+4
+Converter_ACDC
+Converter_ACDC_Hi-Link_HLK-10Mxx
+ACDC-Converter, 10W, Hi-Link, HLK-10Mxx, THT (Script generated with StandardBox.py) (https://h.hlktech.com/download/ACDC%E7%94%B5%E6%BA%90%E6%A8%A1%E5%9D%9710W%E7%B3%BB%E5%88%97/1/%E6%B5%B7%E5%87%8C%E7%A7%9110W%E7%B3%BB%E5%88%97%E7%94%B5%E6%BA%90%E6%A8%A1%E5%9D%97%E8%A7%84%E6%A0%BC%E4%B9%A6V1.8.pdf)
+ACDC-Converter 10W THT Hi-Link board mount module
+0
+4
+4
+Converter_ACDC
+Converter_ACDC_Hi-Link_HLK-12MxxA
+ACDC-Converter, 12W, Hi-Link, HLK-12MxxA, THT (Script generated with StandardBox.py) (https://h.hlktech.com/download/ACDC%E7%94%B5%E6%BA%90%E6%A8%A1%E5%9D%9712W%E7%B3%BB%E5%88%97/1/12W%E7%B3%BB%E5%88%97%E8%A7%84%E6%A0%BC%E4%B9%A6.pdf)
+ACDC-Converter 12W THT Hi-Link board mount module
 0
 4
 4
 Converter_ACDC
-Converter_ACDC_HiLink_HLK-10Mxx
-ACDC-Converter, 10W, HiLink, HLK-10Mxx, THT, http://h.hlktech.com/download/ACDC%E7%94%B5%E6%BA%90%E6%A8%A1%E5%9D%9710W%E7%B3%BB%E5%88%97/1/%E6%B5%B7%E5%87%8C%E7%A7%9110W%E7%B3%BB%E5%88%97%E7%94%B5%E6%BA%90%E6%A8%A1%E5%9D%97%E8%A7%84%E6%A0%BC%E4%B9%A6V1.8.pdf
-ACDC-Converter 10W THT HiLink board mount module
+Converter_ACDC_Hi-Link_HLK-20Mxx
+ACDC-Converter, 20W, Hi-Link, HLK-20Mxx, THT (Script generated with StandardBox.py) (https://h.hlktech.com/download/ACDC%E7%94%B5%E6%BA%90%E6%A8%A1%E5%9D%9720W%E7%B3%BB%E5%88%97/1/%E6%B5%B7%E5%87%8C%E7%A7%9120W%E7%B3%BB%E5%88%97%E7%94%B5%E6%BA%90%E6%A8%A1%E5%9D%97%E8%A7%84%E6%A0%BC%E4%B9%A6V1.6.pdf)
+ACDC-Converter 20W THT Hi-Link board mount module
 0
 4
 4
 Converter_ACDC
-Converter_ACDC_HiLink_HLK-PMxx
-ACDC-Converter, 3W, HiLink, HLK-PMxx, THT, http://www.hlktech.net/product_detail.php?ProId=54
-ACDC-Converter 3W THT HiLink board mount module
+Converter_ACDC_Hi-Link_HLK-30Mxx
+ACDC-Converter, 30W, Hi-Link, HLK-30Mxx, HLK-30MxxC, THT (Script generated with StandardBox.py) (https://h.hlktech.com/download/ACDC%E7%94%B5%E6%BA%90%E6%A8%A1%E5%9D%9730W%E7%B3%BB%E5%88%97/1/%E6%B5%B7%E5%87%8C%E7%A7%9130W%E7%B3%BB%E5%88%97%E7%94%B5%E6%BA%90%E6%A8%A1%E5%9D%97%E8%A7%84%E6%A0%BC%E4%B9%A6V1.6.pdf)
+ACDC-Converter 30W THT Hi-Link board mount module
+0
+4
+4
+Converter_ACDC
+Converter_ACDC_Hi-Link_HLK-PMxx
+ACDC-Converter, 3W, Hi-Link, HLK-PMxx, THT (Script generated with StandardBox.py) (https://h.hlktech.com/download/ACDC%E7%94%B5%E6%BA%90%E6%A8%A1%E5%9D%973W%E7%B3%BB%E5%88%97/1/%E6%B5%B7%E5%87%8C%E7%A7%913W%E7%B3%BB%E5%88%97%E7%94%B5%E6%BA%90%E6%A8%A1%E5%9D%97%E8%A7%84%E6%A0%BC%E4%B9%A6V2.8.pdf)
+ACDC-Converter 3W THT Hi-Link board mount module
 0
 4
 4
@@ -50981,6 +51639,20 @@ switching power supply
 4
 4
 Converter_ACDC
+Converter_ACDC_MeanWell_MFM-10-xx_THT
+AC/DC board mount open frame power converter, input 80 ~ 264 VAC, 10W output, https://www.meanwellusa.com/upload/pdf/MFM-10/MFM-10-spec.pdf
+AC/DC power converter
+0
+4
+4
+Converter_ACDC
+Converter_ACDC_MeanWell_MFM-15-xx_THT
+AC/DC board mount open frame power converter, input 80 ~ 264 VAC, 15W output, https://www.meanwell.com/Upload/PDF/MFM-15/MFM-15-SPEC.PDF
+AC/DC power converter
+0
+4
+4
+Converter_ACDC
 Converter_ACDC_Murata_BAC05SxxDC_THT
 ACDC-Converter, Murata, 5W, ClassB, https://www.murata.com/products/productdata/8809982558238/KAC-BAC05.pdf
 switching power supply tht
@@ -51156,6 +51828,13 @@ MeanWell NID60
 11
 11
 Converter_DCDC
+Converter_DCDC_MeanWell_NSD10_THT
+MeanWell NSD10 (Script generated with StandardBox.py) (https://www.meanwell.com/webapp/product/search.aspx?prod=NSD10-D)
+MeanWell NSD NSD10
+0
+6
+6
+Converter_DCDC
 Converter_DCDC_Murata_CRE1xxxxxx3C_THT
 Isolated 1W single output DC/DC, http://power.murata.com/data/power/ncl/kdc_cre1.pdf
 Isolated 1W single output DC/DC
@@ -51205,6 +51884,13 @@ DCDC SMD
 7
 7
 Converter_DCDC
+Converter_DCDC_Murata_MYRxP
+Murata MYRxP PicoBK DC/DC converter with inductor, 2x2.5mm, height 1.04mm. https://www.murata.com/en-global/products/power/nonisolated-dc-dc-converter/overview/lineup/picobk
+PicoBK DC/DC MYRBP MYRGP MYRLP
+0
+19
+9
+Converter_DCDC
 Converter_DCDC_Murata_NCS1SxxxxSC_THT
 Murata NCS1SxxxxSC https://power.murata.com/data/power/ncl/kdc_ncs1.pdf (Script generated with StandardBox.py) (Murata NCS1SxxxxSC https://power.murata.com/data/power/ncl/kdc_ncs1.pdf)
 Murata NCS1SxxxxSC
@@ -51338,6 +52024,34 @@ DCDC-Converter Silvertel Ag5810 single output POE
 163
 13
 Converter_DCDC
+Converter_DCDC_TRACO_TBA1-xxxxE_Dual_THT
+DCDC-Converter, TRACO, TBA1-xxxxE, Dual, 1W, Rev. October 31. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tba1e.pdf)
+DCDC-Converter TRACO TBA1E THT SIP-7 1W
+0
+5
+5
+Converter_DCDC
+Converter_DCDC_TRACO_TBA1-xxxxE_Single_THT
+DCDC-Converter, TRACO, TBA1-xxxxE, Single, 1W, Rev. October 31. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tba1e.pdf)
+DCDC-Converter TRACO TBA1E THT SIP-7 1W
+0
+4
+4
+Converter_DCDC
+Converter_DCDC_TRACO_TBA2-xxxx_Dual_THT
+DCDC-Converter, TRACO, TBA2-xxxx, Dual, 2W, Rev. October 18. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tba2.pdf)
+DCDC-Converter TRACO TBA2 THT SIP-7 2W
+0
+5
+5
+Converter_DCDC
+Converter_DCDC_TRACO_TBA2-xxxx_Single_THT
+DCDC-Converter, TRACO, TBA2-xxxx, Single, 2W, Rev. October 18. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tba2.pdf)
+DCDC-Converter TRACO TBA2 THT SIP-7 2W
+0
+4
+4
+Converter_DCDC
 Converter_DCDC_TRACO_TDN_5-xxxxWISM_SMD
 Traco TDN 5WISM Series, 5W, SMD (https://assets.tracopower.com/20200225170127/TDN5WISM/documents/tdn5wism-datasheet.pdf#page=3)
 dcdc traco 5w smd
@@ -51352,27 +52066,34 @@ dcdc traco 5w
 6
 6
 Converter_DCDC
-Converter_DCDC_TRACO_TEA1-xxxx_THT
-DCDC-Converter, TRACO, TEA1-xxxx, 1W, Rev. August 31. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tea1.pdf)
-DCDC-Converter TRACO TEA1 THT SIP-4 1W
+Converter_DCDC_TRACO_TDU1-xxxx_THT
+DCDC-Converter, TRACO, TDU1-xxxx, 1W, Rev. October 24. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tdu1.pdf)
+DCDC-Converter TRACO TDU1 THT DIP-8 1W
 0
 4
 4
 Converter_DCDC
-Converter_DCDC_TRACO_TEA1E-xxxx_THT
-DCDC-Converter, TRACO, TEA1E-xxxx, 1W, Rev. September 7. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tea1e.pdf)
+Converter_DCDC_TRACO_TEA1-xxxxE_THT
+DCDC-Converter, TRACO, TEA1-xxxxE, 1W, Rev. October 31. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tea1e.pdf)
 DCDC-Converter TRACO TEA1E THT SIP-7 1W
 0
 4
 4
 Converter_DCDC
-Converter_DCDC_TRACO_TEA1HI-xxxx_THT
-DCDC-Converter, TRACO, TEA1HI-xxxx, 1W, Rev. September 21. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tea1hi.pdf)
+Converter_DCDC_TRACO_TEA1-xxxxHI_THT
+DCDC-Converter, TRACO, TEA1-xxxxHI, 1W, Rev. October 31. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tea1hi.pdf)
 DCDC-Converter TRACO TEA1HI THT SIP-7 1W
 0
 4
 4
 Converter_DCDC
+Converter_DCDC_TRACO_TEA1-xxxx_THT
+DCDC-Converter, TRACO, TEA1-xxxx, 1W, Rev. October 19. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tea1.pdf)
+DCDC-Converter TRACO TEA1 THT SIP-4 1W
+0
+4
+4
+Converter_DCDC
 Converter_DCDC_TRACO_TEL12-xxxx_THT
 Traco 12W, THT (https://www.tracopower.com/sites/default/files/products/datasheets/tel12_datasheet.pdf)
 traco dcdc tht 12w
@@ -51415,6 +52136,20 @@ DCDC-Converter TRACO TEN20 Generic
 6
 6
 Converter_DCDC
+Converter_DCDC_TRACO_THB10-xxxx_Dual_THT
+DCDC-Converter, TRACO, THB10-xxxx, Dual, 10W, Rev. December 07. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/thb10.pdf)
+DCDC-Converter TRACO THB10 THT 2"x1" 10W
+0
+5
+5
+Converter_DCDC
+Converter_DCDC_TRACO_THB10-xxxx_Single_THT
+DCDC-Converter, TRACO, THB10-xxxx, Single, 10W, Rev. December 07. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/thb10.pdf)
+DCDC-Converter TRACO THB10 THT 2"x1" 10W
+0
+4
+4
+Converter_DCDC
 Converter_DCDC_TRACO_THD_15-xxxxWIN_THT
 Traco THD 15WIN, 15W, THT (https://www.tracopower.com/products/thd15win.pdf#page=3)
 traco dcdc tht 15w
@@ -51430,29 +52165,43 @@ DCDC-Converter TRACO THN30 Generic
 6
 Converter_DCDC
 Converter_DCDC_TRACO_TMA-05xxD_12xxD_Dual_THT
-DCDC-Converter, TRACO, TMA-05xxD, TMA-12xxD, Dual outputs, Rev. August 29. 2023, https://www.tracopower.com/products/tma.pdf
-DCDC-Converter TRACO TMA-05xxD TMA-12xxD Dual THT
+DCDC-Converter, TRACO, TMA-05xxD, TMA-12xxD, Dual, 1W, Rev. November 10. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tma.pdf)
+DCDC-Converter TRACO TMA THT SIP-7 1W
 0
 5
 5
 Converter_DCDC
 Converter_DCDC_TRACO_TMA-05xxS_12xxS_Single_THT
-DCDC-Converter, TRACO, TMA-05xxS, TMA-12xxS Single output, Rev. August 29. 2023, https://www.tracopower.com/products/tma.pdf
-DCDC-Converter TRACO TMA-05xxS TMA-12xxS Single THT
+DCDC-Converter, TRACO, TMA-05xxS, TMA-12xxS, Single, 1W, Rev. November 10. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tma.pdf)
+DCDC-Converter TRACO TMA THT SIP-7 1W
 0
 4
 4
 Converter_DCDC
 Converter_DCDC_TRACO_TMA-15xxD_24xxD_Dual_THT
-DCDC-Converter, TRACO, TMA-15xxD, TMA-24xxD, Dual outputs, Rev. August 29. 2023, https://www.tracopower.com/products/tma.pdf
-DCDC-Converter TRACO TMA-15xxD TMA-24xxD Dual THT
+DCDC-Converter, TRACO, TMA-15xxD, TMA-25xxD, Dual, 1W, Rev. November 10. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tma.pdf)
+DCDC-Converter TRACO TMA THT SIP-7 1W
 0
 5
 5
 Converter_DCDC
 Converter_DCDC_TRACO_TMA-15xxS_24xxS_Single_THT
-DCDC-Converter, TRACO, TMA-15xxS, TMA-24xxS, Single output, Rev. August 29. 2023, https://www.tracopower.com/products/tma.pdf
-DCDC-Converter TRACO TMA-15xxS TMA-24xxS Single THT
+DCDC-Converter, TRACO, TMA-15xxS, TMA-24xxS, Single, 1W, Rev. November 10. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tma.pdf)
+DCDC-Converter TRACO TMA THT SIP-7 1W
+0
+4
+4
+Converter_DCDC
+Converter_DCDC_TRACO_TME_03xxS_05xxS_12xxS_Single_THT
+DCDC-Converter, TRACO, TME-03xxS, TME-05xxS, TME-12xxS, 1W, Rev. September 26. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tme.pdf)
+DCDC-Converter TRACO TME THT SIP-7 1W
+0
+4
+4
+Converter_DCDC
+Converter_DCDC_TRACO_TME_24xxS_Single_THT
+DCDC-Converter, TRACO, TME-24xxS, 1W, Rev. September 26. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tme.pdf)
+DCDC-Converter TRACO TME THT SIP-7 1W
 0
 4
 4
@@ -51492,6 +52241,34 @@ DCDC-Converter TRACO TMRxxxx Single/Dual_output
 7
 7
 Converter_DCDC
+Converter_DCDC_TRACO_TMR4-xxxxWI_THT
+DCDC-Converter, TRACO, TMR4-xxxxWI, 4W, Rev. December 06. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tmr4wi.pdf)
+DCDC-Converter TRACO TMR4WI THT SIP-8 4W
+0
+7
+7
+Converter_DCDC
+Converter_DCDC_TRACO_TMU3-05xx_12xx_THT
+DCDC-Converter, TRACO, TMU3-05xx, TMU3-12xx, 3W, Rev. November 10. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tmu3.pdf)
+DCDC-Converter TRACO TMU3 THT SIP-4 3W
+0
+4
+4
+Converter_DCDC
+Converter_DCDC_TRACO_TMU3-24xx_THT
+DCDC-Converter, TRACO, TMU3-24xx, 3W, Rev. November 10. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tmu3.pdf)
+DCDC-Converter TRACO TMU3 THT SIP-4 3W
+0
+4
+4
+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
+0
+4
+4
+Converter_DCDC
 Converter_DCDC_TRACO_TSR-1_THT
 DCDC-Converter, TRACO, TSR 1-xxxx
 DCDC-Converter TRACO TSR-1
@@ -51499,6 +52276,13 @@ DCDC-Converter TRACO TSR-1
 3
 3
 Converter_DCDC
+Converter_DCDC_TRACO_TSR1-xxxxE_THT
+DCDC-Converter, TRACO, TSR1-xxxxE, 1A, Rev. October 31. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tsr1e.pdf)
+DCDC-Converter SWITCHING-REGULATOR STEP-DOWN TRACO TSR1E 2.54MM THT SIP-3 1A
+0
+3
+3
+Converter_DCDC
 Converter_DCDC_XP_POWER-IA48xxD_THT
 XP_POWER  IA48xxD, DIP, (https://www.xppower.com/pdfs/SF_IA.pdf), generated with kicad-footprint-generator
 XP_POWER  IA48xxD DIP DCDC-Converter
@@ -52822,6 +53606,13 @@ SMD SMT ceramic resonator filter filter hand-soldering
 2
 2
 Crystal
+Resonator_SMD_Murata_CSTCR_4.5x2x1.15mm
+Piezoelectric Ceramic Resonator, 4.5mm x 2mm x 1.15mm, https://www.murata.com/products/productdata/8801051639838/SPEC-CSTCR4M00G53-R0.pdf?1517839209000
+Crystal Oscillator
+0
+9
+3
+Crystal
 Resonator_SMD_Murata_CSTxExxV-3Pin_3.0x1.1mm
 SMD Resomator/Filter Murata CSTCE, https://www.murata.com/en-eu/products/productdata/8801162264606/SPEC-CSTNE16M0VH3C000R0.pdf
 SMD SMT ceramic resonator filter
@@ -53256,6 +54047,13 @@ Diode SMF (DO-214AB)
 2
 2
 Diode_SMD
+D_SMP_DO-220AA
+SMP DO-220AA (https://www.vishay.com/docs/89016/esh2pb.pdf)
+SMP DO-220AA
+0
+2
+2
+Diode_SMD
 D_SOD-110
 SOD-110
 SOD-110
@@ -53312,6 +54110,20 @@ Diode SOD523
 2
 2
 Diode_SMD
+D_SOD-882
+SOD-882, DFN1006-2, body 1.0 x 0.6 x 0.48mm, pitch 0.65mm, https://assets.nexperia.com/documents/package-information/SOD882.pdf
+Diode SOD882 DFN1006-2
+0
+4
+2
+Diode_SMD
+D_SOD-882D
+SOD-882D, DFN1006D-2, body 1.0 x 0.6 x 0.4mm, pitch 0.65mm, https://assets.nexperia.com/documents/data-sheet/PESD5V0L1ULD.pdf
+Diode SOD882D DFN1006D-2
+0
+4
+2
+Diode_SMD
 D_SOD-923
 https://www.onsemi.com/pub/Collateral/ESD9B-D.PDF#page=4
 Diode SOD923
@@ -53417,6 +54229,13 @@ diode SOD964 SOD-964
 2
 2
 Diode_SMD
+ST_QFN-2L_1.6x1.0mm
+Unidirectional high power transient voltage suppressor (https://www.st.com/resource/en/datasheet/esda7p120-1u1m.pdf)
+QFN-2L Diode
+0
+2
+2
+Diode_SMD
 Vishay_SMPA
 Diode SMPA (DO-221BC), https://www.vishay.com/docs/87659/v8pa10.pdf
 Diode SMPA (DO-221BC)
@@ -54446,6 +55265,13 @@ NHD-C0220BiZ LCD
 10
 10
 Display
+NHD-C0220BiZ-FSRGB
+NHD-C0220BiZ-FSRGB LCD https://newhavendisplay.com/content/specs/NHD-C0220BiZ-FSRGB-FBW-3VM.pdf
+NHD-C0220BiZ-FSRGB 2 x 20 character LCD RGB backlight
+0
+12
+12
+Display
 NHD-C12832A1Z-FSRGB
 128x32 LCD with RGB backlight https://www.newhavendisplay.com/specs/NHD-C12832A1Z-FSRGB-FBW-3V.pdf
 lcd rgb st7565
@@ -55069,6 +55895,13 @@ USON-20 2x4mm Pitch 0.4mm
 20
 20
 Fuse
+FuseHolder_Blade_ATO_Littelfuse_FLR_178.6165
+Littelfuse fuse holder for ATO/FKS blade fuses, 80V, vertical, 20 x 6mm, PCB thickness up to 1.5mm, http://www.littelfuse.com/~/media/commercial-vehicle/datasheets/automotive-fuse-holders/ato/littelfuse-fuse-holder-ato-flr-pcb-datasheet.pdf
+ATO FKS blade fuse holder
+0
+8
+2
+Fuse
 Fuse_0402_1005Metric
 Fuse SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: http://www.tortai-tech.com/upload/download/2011102023233369053.pdf), generated with kicad-footprint-generator
 fuse
@@ -56392,6 +57225,13 @@ Bourns SRP1038C SMD inductor
 2
 2
 Inductor_SMD
+L_Bourns_SRP1050WA
+Inductor, Bourns, SRP1050WA, 10.1mmx10mm (Script generated with StandardBox.py) (https://www.bourns.com/docs/product-datasheets/SRP1050WA.pdf)
+Inductor Bourns_SRP1050WA
+0
+2
+2
+Inductor_SMD
 L_Bourns_SRP1245A
 Bourns SRP1245A series SMD inductor http://www.bourns.com/docs/Product-Datasheets/SRP1245A.pdf
 Bourns SRP1245A SMD inductor
@@ -56455,6 +57295,118 @@ Bourns SRU5016 SMD inductor
 4
 3
 Inductor_SMD
+L_Cenker_CKCS3012
+Inductor, Cenker, CKCS3012, 3.0x3.0x1.3mm, https://www.ckcoil.com/file/upload/spae532/2023-07/11/202307110955366446.pdf
+Inductor ckcs
+0
+2
+2
+Inductor_SMD
+L_Cenker_CKCS3015
+Inductor, Cenker, CKCS3015, 3.0x3.0x1.7mm, https://www.ckcoil.com/file/upload/spae532/2023-07/11/202307110955366446.pdf
+Inductor ckcs
+0
+2
+2
+Inductor_SMD
+L_Cenker_CKCS4018
+Inductor, Cenker, CKCS4018, 4.0x4.0x1.8mm, https://www.ckcoil.com/file/upload/spae532/2023-07/11/202307110955366446.pdf
+Inductor ckcs
+0
+2
+2
+Inductor_SMD
+L_Cenker_CKCS4020
+Inductor, Cenker, CKCS4020, 4.0x4.0x2.0mm, https://www.ckcoil.com/file/upload/spae532/2023-07/11/202307110955366446.pdf
+Inductor ckcs
+0
+2
+2
+Inductor_SMD
+L_Cenker_CKCS4030
+Inductor, Cenker, CKCS4030, 4.0x4.0x3.0mm, https://www.ckcoil.com/file/upload/spae532/2023-07/11/202307110955366446.pdf
+Inductor ckcs
+0
+2
+2
+Inductor_SMD
+L_Cenker_CKCS5020
+Inductor, Cenker, CKCS5020, 5.0x5.0x2.1mm, https://www.ckcoil.com/file/upload/spae532/2023-07/11/202307110955366446.pdf
+Inductor ckcs
+0
+2
+2
+Inductor_SMD
+L_Cenker_CKCS5040
+Inductor, Cenker, CKCS5040, 5.0x5.0x4.0mm, https://www.ckcoil.com/file/upload/spae532/2023-07/11/202307110955366446.pdf
+Inductor ckcs
+0
+2
+2
+Inductor_SMD
+L_Cenker_CKCS6020
+Inductor, Cenker, CKCS6020, 6.0x6.0x2.1mm, https://www.ckcoil.com/file/upload/spae532/2023-07/11/202307110955366446.pdf
+Inductor ckcs
+0
+2
+2
+Inductor_SMD
+L_Cenker_CKCS6028
+Inductor, Cenker, CKCS6028, 6.0x6.0x3.0mm, https://www.ckcoil.com/file/upload/spae532/2023-07/11/202307110955366446.pdf
+Inductor ckcs
+0
+2
+2
+Inductor_SMD
+L_Cenker_CKCS6045
+Inductor, Cenker, CKCS6045, 6.0x6.0x4.7mm, https://www.ckcoil.com/file/upload/spae532/2023-07/11/202307110955366446.pdf
+Inductor ckcs
+0
+2
+2
+Inductor_SMD
+L_Cenker_CKCS8040
+Inductor, Cenker, CKCS8040, 8.0x8.0x4.2mm, https://www.ckcoil.com/file/upload/spae532/2023-07/11/202307110955366446.pdf
+Inductor ckcs
+0
+2
+2
+Inductor_SMD
+L_Cenker_CKCS8060
+Inductor, Cenker, CKCS8060, 8.0x8.0x6.2mm, https://www.ckcoil.com/file/upload/spae532/2023-07/11/202307110955366446.pdf
+Inductor ckcs
+0
+2
+2
+Inductor_SMD
+L_Cenker_CKCS8080
+Inductor, Cenker, CKCS8080, 8.0x8.0x8.0mm, https://www.ckcoil.com/file/upload/spae532/2023-07/11/202307110955366446.pdf
+Inductor ckcs
+0
+2
+2
+Inductor_SMD
+L_Cenker_CKCS201610
+Inductor, Cenker, CKCS201610, 2.0x1.6x1.05mm, https://www.ckcoil.com/file/upload/spae532/2023-07/11/202307110955366446.pdf
+Inductor ckcs
+0
+2
+2
+Inductor_SMD
+L_Cenker_CKCS252010
+Inductor, Cenker, CKCS252010, 2.5x2.0x1.05mm, https://www.ckcoil.com/file/upload/spae532/2023-07/11/202307110955366446.pdf
+Inductor ckcs
+0
+2
+2
+Inductor_SMD
+L_Cenker_CKCS252012
+Inductor, Cenker, CKCS252012, 2.5x2.0x1.25mm, https://www.ckcoil.com/file/upload/spae532/2023-07/11/202307110955366446.pdf
+Inductor ckcs
+0
+2
+2
+Inductor_SMD
 L_Changjiang_FNR3010S
 Inductor, Changjiang, FNR3010S, 3.0x3.0x1.0mm, https://datasheet.lcsc.com/lcsc/1806131217_cjiang-Changjiang-Microelectronics-Tech-FNR5040S3R3NT_C167960.pdf
 Inductor wirewound power shielded
@@ -56812,6 +57764,13 @@ L Coilcraft LPS4018
 2
 2
 Inductor_SMD
+L_Coilcraft_LPS4414
+SMD Inductor Coilcraft LPS4414, https://www.coilcraft.com/getmedia/fa8805ca-b278-4819-915a-b5cf632f0239/lps4414.pdf
+L Coilcraft LPS4414
+0
+2
+2
+Inductor_SMD
 L_Coilcraft_LPS5030
 Shielded Power Inductor SMD, Coilcraft LPS5030, https://www.coilcraft.com/pdfs/lps5030.pdf, StepUp generated footprint
 inductor
@@ -57274,6 +58233,20 @@ inductor common mode choke
 4
 4
 Inductor_SMD
+L_CommonModeChoke_TDK_ACM2520-2P
+TDK ACM2520 common-mode filter, SMD, 2x2.5mm, height 1.2mm https://product.tdk.com/system/files/dam/doc/product/emc/emc/cmf_cmc/catalog/cmf_commercial_signal_acm2520_en.pdf
+ACM2520 common-mode filter 4 pin
+0
+4
+4
+Inductor_SMD
+L_CommonModeChoke_TDK_ACM2520-3P
+TDK ACM2520 common-mode filter, SMD, 2x2.5mm, height 1.2mm https://product.tdk.com/system/files/dam/doc/product/emc/emc/cmf_cmc/catalog/cmf_commercial_signal_acm2520_en.pdf
+ACM2520 common-mode filter 6 pin
+0
+6
+6
+Inductor_SMD
 L_CommonModeChoke_TDK_ACM7060
 ACM7060 SMT Common Mode Filter, https://product.tdk.com/system/files/dam/doc/product/emc/emc/cmf_cmc/catalog/cmf_commercial_power_acm7060_en.pdf
 SMT Common Mode Line Filter
@@ -57282,7 +58255,7 @@ SMT Common Mode Line Filter
 4
 Inductor_SMD
 L_CommonModeChoke_Wuerth_WE-SL5
-WE-SL5 SMT Common Mode Line Filter, https://www.we-online.de/katalog/en/WE-SL5/, https://www.we-online.de/katalog/datasheet/744272471.pdf
+WE-SL5 SMT Common Mode Line Filter, 9.5x8.3mm, height 5mm, https://www.we-online.com/components/products/datasheet/744273222.pdf
 SMT Common Mode Line Filter
 0
 4
@@ -57694,6 +58667,62 @@ Shielded Molded High Current Power Inductor
 2
 2
 Inductor_SMD
+L_SOREDE_SNR.1050_10x10x5mm
+Sorede 10x10x5mm Power Inductor, https://datasheet.lcsc.com/lcsc/2201141530_SOREDE-SNR-1050-TYD4R7MT00_C2942304.pdf
+Inductor Sorede SNR 
+0
+2
+2
+Inductor_SMD
+L_SXN_SMDRI62
+Inductor, SXN, SMDRI62, 6.5x6.8x3.0mm, https://www.sxndz.com/upload/202108/16/202108161607454319.pdf
+Inductor sxn smdri
+0
+2
+2
+Inductor_SMD
+L_SXN_SMDRI64
+Inductor, SXN, SMDRI64, 6.5x6.8x5.0mm, https://www.sxndz.com/upload/202108/16/202108161607454319.pdf
+Inductor sxn smdri
+0
+2
+2
+Inductor_SMD
+L_SXN_SMDRI73
+Inductor, SXN, SMDRI73, 7.5x7.5x3.4mm, https://www.sxndz.com/upload/202108/16/202108161607454319.pdf
+Inductor sxn smdri
+0
+2
+2
+Inductor_SMD
+L_SXN_SMDRI74
+Inductor, SXN, SMDRI74, 7.5x7.5x4.5mm, https://www.sxndz.com/upload/202108/16/202108161607454319.pdf
+Inductor sxn smdri
+0
+2
+2
+Inductor_SMD
+L_SXN_SMDRI124
+Inductor, SXN, SMDRI124, 12.3x12.3x4.5mm, https://www.sxndz.com/upload/202108/16/202108161607454319.pdf
+Inductor sxn smdri
+0
+2
+2
+Inductor_SMD
+L_SXN_SMDRI125
+Inductor, SXN, SMDRI125, 12.3x12.3x6.0mm, https://www.sxndz.com/upload/202108/16/202108161607454319.pdf
+Inductor sxn smdri
+0
+2
+2
+Inductor_SMD
+L_SXN_SMDRI127
+Inductor, SXN, SMDRI127, 12.3x12.3x8.0mm, https://www.sxndz.com/upload/202108/16/202108161607454319.pdf
+Inductor sxn smdri
+0
+2
+2
+Inductor_SMD
 L_Sagami_CER1242B
 Inductor, Sagami, h=4.5mm, http://www.sagami-elec.co.jp/file/CER1242B-CER1257B-CER1277B.pdf
 inductor sagami cer12xxb smd
@@ -59913,34 +60942,69 @@ cmode choke dual
 4
 4
 Inductor_THT
+L_CommonMode_TDK_B82746S4143A040
+13A, 3Phase, Triple Coil, CM Choke, https://www.tdk-electronics.tdk.com/inf/30/ds/b82746s.pdf
+common mode filter triple choke
+0
+6
+6
+Inductor_THT
+L_CommonMode_TDK_B82746S6702A040
+8A, 3Phase, Triple Coil, CM Choke, https://www.tdk-electronics.tdk.com/inf/30/ds/b82746s.pdf
+common mode filter triple choke
+0
+6
+6
+Inductor_THT
 L_CommonMode_TDK_B82747E6163A040
-3 Phase, CM Choke, drill hole 2mm ( https://product.tdk.com/system/files/dam/doc/product/emc/emc/line-filter/data_sheet/30/ds/b82747e6.pdf )
+16A, 3Phase, Triple Coil, CM Choke, drill hole 2mm ( https://product.tdk.com/system/files/dam/doc/product/emc/emc/line-filter/data_sheet/30/ds/b82747e6.pdf )
 three phase common mode triple choke
 0
 6
 6
 Inductor_THT
 L_CommonMode_TDK_B82747E6203A040
-3 Phase, CM Choke, drill hole 2.2mm ( https://product.tdk.com/system/files/dam/doc/product/emc/emc/line-filter/data_sheet/30/ds/b82747e6.pdf )
+20A, 3Phase, Triple Coil, CM Choke, drill hole 2.2mm ( https://product.tdk.com/system/files/dam/doc/product/emc/emc/line-filter/data_sheet/30/ds/b82747e6.pdf )
 three phase common mode triple choke
 0
 6
 6
 Inductor_THT
 L_CommonMode_TDK_B82747E6253A040
-3 Phase, CM Choke, drill hole 2.44mm ( https://product.tdk.com/system/files/dam/doc/product/emc/emc/line-filter/data_sheet/30/ds/b82747e6.pdf )
+25A, 3Phase, Triple Coil, CM Choke, drill hole 2.44mm ( https://product.tdk.com/system/files/dam/doc/product/emc/emc/line-filter/data_sheet/30/ds/b82747e6.pdf )
 three phase common mode triple choke
 0
 6
 6
 Inductor_THT
 L_CommonMode_TDK_B82747E6353A040
-3 Phase, CM Choke, drill hole 3mm ( https://product.tdk.com/system/files/dam/doc/product/emc/emc/line-filter/data_sheet/30/ds/b82747e6.pdf )
+35A, 3Phase, Triple Coil, CM Choke, drill hole 3mm ( https://product.tdk.com/system/files/dam/doc/product/emc/emc/line-filter/data_sheet/30/ds/b82747e6.pdf )
 three phase common mode triple choke
 0
 6
 6
 Inductor_THT
+L_CommonMode_TDK_B82767S4123N030
+12A, 3Phase N, Quadruple Coil, https://www.tdk-electronics.tdk.com/inf/30/ds/b82767s4.pdf
+common mode filter quadruple choke
+0
+8
+8
+Inductor_THT
+L_CommonMode_TDK_B82767S4193N030
+19A, 3Phase N, Quadruple Coil, https://www.tdk-electronics.tdk.com/inf/30/ds/b82767s4.pdf
+common mode filter quadruple choke
+0
+8
+8
+Inductor_THT
+L_CommonMode_TDK_B82767S4263N030
+26A , 3Phase N, Quadruple Coil,  https://www.tdk-electronics.tdk.com/inf/30/ds/b82767s4.pdf
+common mode filter quadruple choke
+0
+8
+8
+Inductor_THT
 L_CommonMode_Toroid_Vertical_L19.3mm_W10.8mm_Px6.35mm_Py15.24mm_Bourns_8100
 L_CommonMode_Toroid, Vertical series, Radial, pin pitch=6.35*15.24mm^2, , length*width=19.304*10.795mm^2, Bourns, 8100, http://datasheet.octopart.com/8120-RC-Bourns-datasheet-10228452.pdf
 L_CommonMode_Toroid Vertical series Radial pin pitch 6.35*15.24mm^2  length 19.304mm width 10.795mm Bourns 8100
@@ -60012,19 +61076,26 @@ L_CommonMode_Toroid Vertical series Radial pin pitch 17.78*30.48mm^2  length 43.
 4
 Inductor_THT
 L_CommonMode_VAC_T60405-S6123-X140
-3 Phase, CM Choke, https://vacuumschmelze.com/03_Documents/Datasheets%20-%20Drawings/Commom-Mode-Chokes/6123-X140.pdf
+40A, 3Phase, Triple Coil, CM Choke, https://vacuumschmelze.com/03_Documents/Datasheets%20-%20Drawings/Commom-Mode-Chokes/6123-X140.pdf
 common mode filter
 0
 6
 6
 Inductor_THT
 L_CommonMode_VAC_T60405-S6123-X240
-3 Phase, CM Choke, https://vacuumschmelze.com/03_Documents/Datasheets%20-%20Drawings/Commom-Mode-Chokes/6123-X240.pdf
-common mode filter
+40A, 3Phase, Triple Coil, CM Choke, https://vacuumschmelze.com/03_Documents/Datasheets%20-%20Drawings/Commom-Mode-Chokes/6123-X240.pdf
+common mode filter triple choke
 0
 6
 6
 Inductor_THT
+L_CommonMode_VAC_T60405-S6123-X402
+30A, 3Phase N, Quadruple Coil, CM Choke, https://vacuumschmelze.com/03_Documents/Datasheets%20-%20Drawings/Commom-Mode-Chokes/6123-X402.pdf
+common mode filter quadruple choke
+0
+8
+8
+Inductor_THT
 L_CommonMode_Wuerth_WE-CMB-L
 Wuerth, WE-CMB, Bauform L,
 CommonModeChoke Gleichtaktdrossel 
@@ -60270,6 +61341,13 @@ Inductor Radial series Radial pin pitch 10.00mm  diameter 14.2mm Neosid SD14
 2
 2
 Inductor_THT
+L_Radial_D16.0mm_P10.00mm_Panasonic_15E-L
+Panasonic ELC Type 15E-L inductor, radial, shielded, pin pitch=10.00mm, diameter=16.0mm, https://mediap.industry.panasonic.eu/assets/imported/industrial.panasonic.com/cdbs/www-data/pdf/AGB0000/AGB0000CE10.pdf
+ELC15ExxxL
+0
+3
+3
+Inductor_THT
 L_Radial_D16.8mm_P11.43mm_Vishay_IHB-1
 Inductor, Radial series, Radial, pin pitch=11.43mm, , diameter=16.8mm, Vishay, IHB-1, http://www.vishay.com/docs/34015/ihb.pdf
 Inductor Radial series Radial pin pitch 11.43mm  diameter 16.8mm Vishay IHB-1
@@ -61663,6 +62741,13 @@ dual led smd
 4
 4
 LED_SMD
+LED_Kingbright_APA1606_1.6x0.6mm_Horizontal
+Right angled LED, 1.6x1.2 mm, H0.6 mm
+LED chip right angled vertical
+0
+2
+2
+LED_SMD
 LED_Kingbright_APDA3020VBCD
 LED, SMD, APDA3020VBC/D, https://www.kingbrightusa.com/images/catalog/SPEC/APDA3020VBC-D.pdf
 LED APDA3020VBC/D Kingbright 
@@ -61684,6 +62769,13 @@ LED Kingbright APHM2012
 4
 4
 LED_SMD
+LED_Kingbright_KPA-3010_3x2x1mm
+Kingbright surface mount LED, right angle, 3.0 x 2.0 x 1.0 mm, https://www.kingbright.com/attachments/file/psearch/000/00/00/KPA-3010SURCK(Ver.26A).pdf
+Kingbright LED right-angle
+0
+3
+3
+LED_SMD
 LED_Kingbright_KPBD-3224
 Kingbright, dual LED, red-green, dome lens, 3.2 x 2.4 mm Surface Mount LED Lamp (https://www.kingbright.com/attachments/file/psearch/000/00/00/KPBD-3224SURKCGKC(Ver.20A).pdf)
 Kingbright dual LED KPBD-3224
@@ -61698,6 +62790,13 @@ LED RGB Chip SMD
 4
 4
 LED_SMD
+LED_LiteOn_LTST-C235KGKRKT
+downfacing reverse mount led, https://optoelectronics.liteon.com/upload/download/DS22-2009-0219/LTST-C235KGKRKT.pdf
+LED reverse down facing
+0
+4
+4
+LED_SMD
 LED_LiteOn_LTST-C295K_1.6x0.8mm
 Topview dual http://optoelectronics.liteon.com/upload/download/DS22-2009-0072/LTST-C295KGKRKT.PDF
 SMD Top view Dual colour
@@ -61705,6 +62804,20 @@ SMD Top view Dual colour
 4
 4
 LED_SMD
+LED_LiteOn_LTST-E563C_PLCC4_5.0x5.0mm_P3.2mm
+RGB addressable LED, 5x5mm body, 1.57mm height, https://optoelectronics.liteon.com/upload/download/DS35-2018-0092/LTST-E563CHEGBW-AW.PDF
+LED RGB 5050 PLCC-4
+0
+4
+4
+LED_SMD
+LED_LiteOn_LTST-E563C_PLCC4_5.0x5.0mm_P3.2mm_HandSoldering
+RGB addressable LED, 5x5mm body, 1.57mm height, https://optoelectronics.liteon.com/upload/download/DS35-2018-0092/LTST-E563CHEGBW-AW.PDF
+LED RGB 5050 PLCC-4
+0
+4
+4
+LED_SMD
 LED_LiteOn_LTST-S326
 http://optoelectronics.liteon.com/upload/download/DS22-2000-287/LTST-S326KGJRKT.PDF
 LED SMD right angle  CCA
@@ -61817,6 +62930,13 @@ LED RGB
 7
 7
 LED_SMD
+LED_RGB_Lumex_SML-LXT0805SIUGUBW
+RGB LED 0805 2.0mm x 1.3mm, orientation marker at common anode https://www.mouser.de/datasheet/2/244/SML-LXT0805SIUGUBW-1776540.pdf
+RGB LED 0805
+0
+4
+4
+LED_SMD
 LED_RGB_PLCC-6
 RGB LED PLCC-6
 RGB LED PLCC-6
@@ -61831,6 +62951,13 @@ LED RGB Wurth PLCC-4 3528
 4
 4
 LED_SMD
+LED_RGB_Wuerth_150080M153000
+RGB LED 0805 2.0mm x 1.3mm, orientation marker at common anode https://www.we-online.com/components/products/datasheet/150080M153000.pdf
+RGB LED 0805
+0
+4
+4
+LED_SMD
 LED_ROHM_SMLVN6
 https://www.rohm.com/datasheet/SMLVN6RGB1U
 LED ROHM SMLVN6
@@ -61853,7 +62980,7 @@ LED RGB NeoPixel Mini PLCC-4 3535
 4
 LED_SMD
 LED_SK6812_EC15_1.5x1.5mm
-http://www.newstar-ledstrip.com/product/20181119172602110.pdf
+RGB addressable LED, 0.1W, 1.5mm x 1.5mm, 0.65m height, orientation mark at GND, http://ledstrip-china.com/productshow.asp?id=322
 LED RGB NeoPixel
 0
 4
@@ -61873,6 +63000,13 @@ LED RGB NeoPixel Nano PLCC-4 2020
 4
 4
 LED_SMD
+LED_WS2812B-Mini_PLCC4_3.5x3.5mm
+Addressable RGB LED NeoPixel Mini, 12 mA, https://web.archive.org/web/20200131233647/http://www.world-semi.com/DownLoadFile/112
+LED RGB NeoPixel Mini
+0
+4
+4
+LED_SMD
 LED_WS2812B_PLCC4_5.0x5.0mm_P3.2mm
 5.0mm x 5.0mm Addressable RGB LED NeoPixel, https://cdn-shop.adafruit.com/datasheets/WS2812B.pdf
 LED RGB NeoPixel PLCC-4 5050
@@ -65177,6 +66311,13 @@ TSL2550 ambient light sensor
 4
 4
 OptoDevice
+AMS_TSL25911FN
+DFN, 6 Pin (https://ams.com/documents/20143/9331680/TSL2591_DS000338_7-00.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+DFN NoLead
+0
+6
+6
+OptoDevice
 Broadcom_AFBR-16xxZ_Horizontal
 Fiber Optic Transmitter and Receiver, https://docs.broadcom.com/docs/AV02-4369EN
 Fiber Optic Transmitter and Receiver
@@ -65198,6 +66339,13 @@ Fiber Optic Transmitter and Receiver
 6
 6
 OptoDevice
+Broadcom_APDS-9160-003
+Broadcom DFN, 8 Pin (https://docs.broadcom.com/docs/APDS-9160-003-DS)
+proximity sensor avago
+0
+8
+8
+OptoDevice
 Broadcom_APDS-9301
 ambient light sensor, i2c interface, 6-pin chipled package, https://docs.broadcom.com/docs/AV02-2315EN
 ambient light sensor chipled
@@ -65387,6 +66535,76 @@ planar light pipe 1 way 3mm
 0
 0
 OptoDevice
+Lightpipe_Bivar_SLP3-150-100-F
+1-way, 3mm lightpipe, flat face, 3.8mm lens output height, 2.54mm protrusion, https://www.bivar.com/parts_content/Datasheets/SLP3-150-XXX-X.pdf
+light pipe 1 way 3mm 
+0
+0
+0
+OptoDevice
+Lightpipe_Bivar_SLP3-150-100-R
+1-way, 3mm lightpipe, round face, 3.8mm lens output height, 2.54mm protrusion, https://www.bivar.com/parts_content/Datasheets/SLP3-150-XXX-X.pdf
+light pipe 1 way 3mm 
+0
+0
+0
+OptoDevice
+Lightpipe_Bivar_SLP3-150-150-F
+1-way, 3mm lightpipe, flat face, 3.8mm lens output height, 3.81mm protrusion, https://www.bivar.com/parts_content/Datasheets/SLP3-150-XXX-X.pdf
+light pipe 1 way 3mm 
+0
+0
+0
+OptoDevice
+Lightpipe_Bivar_SLP3-150-150-R
+1-way, 3mm lightpipe, round face, 3.8mm lens output height, 3.81mm protrusion, https://www.bivar.com/parts_content/Datasheets/SLP3-150-XXX-X.pdf
+light pipe 1 way 3mm 
+0
+0
+0
+OptoDevice
+Lightpipe_Bivar_SLP3-150-200-R
+1-way, 3mm lightpipe, round face, 3.8mm lens output height, 5.08mm protrusion, https://www.bivar.com/parts_content/Datasheets/SLP3-150-XXX-X.pdf
+light pipe 1 way 3mm 
+0
+0
+0
+OptoDevice
+Lightpipe_Bivar_SLP3-150-250-F
+1-way, 3mm lightpipe, flat face, 3.8mm lens output height, 6.35mm protrusion, https://www.bivar.com/parts_content/Datasheets/SLP3-150-XXX-X.pdf
+light pipe 1 way 3mm 
+0
+0
+0
+OptoDevice
+Lightpipe_Bivar_SLP3-150-250-R
+1-way, 3mm lightpipe, round face, 3.8mm lens output height, 6.35mm protrusion, https://www.bivar.com/parts_content/Datasheets/SLP3-150-XXX-X.pdf
+light pipe 1 way 3mm 
+0
+0
+0
+OptoDevice
+Lightpipe_Bivar_SLP3-150-300-F
+1-way, 3mm lightpipe, flat face, 3.8mm lens output height, 7.62mm protrusion, https://www.bivar.com/parts_content/Datasheets/SLP3-150-XXX-X.pdf
+light pipe 1 way 3mm 
+0
+0
+0
+OptoDevice
+Lightpipe_Bivar_SLP3-150-300-R
+1-way, 3mm lightpipe, round face, 3.8mm lens output height, 7.62mm protrusion, https://www.bivar.com/parts_content/Datasheets/SLP3-150-XXX-X.pdf
+light pipe 1 way 3mm 
+0
+0
+0
+OptoDevice
+Lightpipe_Bivar_SLP3-150-450-R
+1-way, 3mm lightpipe, round face, 3.8mm lens output height, 11.43mm protrusion, https://www.bivar.com/parts_content/Datasheets/SLP3-150-XXX-X.pdf
+light pipe 1 way 3mm 
+0
+0
+0
+OptoDevice
 Lightpipe_Dialight_515-1064F
 https://www.dialightsignalsandcomponents.com/515-optopipe-light-pipe-trilevel-2-5mm-rnd-flat-diff-lens-press-fit/#tab-resources
 lightpipe triple tower right angle 3mm
@@ -65548,6 +66766,13 @@ PhotoDiode plastic SMD DIL
 6
 2
 OptoDevice
+Osram_SFH3710
+Osram SHF3710 NPN phototransistor, SMD Chip LED package, 2.0 x 1.25mm, height 0.85mm, https://look.ams-osram.com/m/14a91a7e00106d22/original/SFH-3710.pdf
+phototransistor npn
+0
+2
+2
+OptoDevice
 Osram_SMD-SmartDIL
 PhotoDiode, plastic SMD SmatDIL
 PhotoDiode plastic SMD SmatDIL
@@ -65660,6 +66885,13 @@ DFN NoLead
 6
 6
 OptoDevice
+Rohm_RPR-0720
+Rohm DFN, 6 Pin (https://fscdn.rohm.com/en/products/databook/datasheet/opto/optical_sensor/photosensor/rpr-0720-e.pdf)
+proximity sensor rohm
+0
+6
+6
+OptoDevice
 ST_VL53L0X
 https://www.st.com/resource/en/datasheet/vl53l1x.pdf
 laser-ranging sensor
@@ -65667,12 +66899,12 @@ laser-ranging sensor
 12
 12
 OptoDevice
-ST_VL53L1X
-https://www.st.com/resource/en/datasheet/vl53l1x.pdf
-laser-ranging sensor
+Sharp_GP2S700HCP
+Sharp GP2S700HCP, light-direction upwards, see: https://www.sharpsde.com/fileadmin/products/Optoelectronics/Isolation%20Devices/Specs_Photointerrupter/GP2S700HCP_03Oct05_DS_D3-A02201FEN.pdf
+refective opto couple photo coupler
 0
-12
-12
+4
+4
 OptoDevice
 Sharp_GP2Y0A41SK0F
 http://www.sharp-world.com/products/device/lineup/data/pdf/datasheet/gp2y0a41sk_e.pdf
@@ -66199,8 +67431,15 @@ DIL DIP PDIP 2.54mm 7.62mm 300mil
 4
 4
 Package_BGA
+Alliance_TFBGA-54_8x8mm_Layout9x9_P0.8mm
+Alliance TFBGA 54 pins, 8x8mm, 54 Ball, 9x9 Layout, 0.8mm Pitch, https://www.alliancememory.com/wp-content/uploads/pdf/dram/Alliance_Memory_64M-AS4C4M16SA-CI_v5.0_October_2018.pdf#page=54
+BGA 54 0.8
+0
+54
+54
+Package_BGA
 Analog_BGA-28_4.0x6.25mm_Layout4x7_P0.8mm_Ball0.45mm_Pad0.4
-Analog BGA-28 4.0mm x 6.25mm package, pitch 0.4mm pad, based on https://www.analog.com/media/en/technical-documentation/data-sheets/8063fa.pdf
+Analog BGA-28, 0.4mm pad, 4.0x6.25mm, 28 Ball, 4x7 Layout, 0.8mm Pitch, https://www.analog.com/media/en/technical-documentation/data-sheets/8063fa.pdf
 BGA 28 0.8
 0
 28
@@ -66213,6 +67452,13 @@ BGA 49 0.8
 49
 49
 Package_BGA
+Analog_BGA-77_9.0x15.0mm_Layout7x11_P1.27mm_Ball0.63mm
+Analog Devices BGA-77, 0.63mm pad, 9x15mm, 77 Ball, 7x11 Layout, 1.27mm Pitch, https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/ltc-legacy-bga/05081964_B_bga77.pdf
+BGA 77 1.27 LTC Dwg 05-08-1964 Rev. B
+0
+77
+77
+Package_BGA
 Analog_BGA-209_9.5x16mm_Layout11x19_P0.8mm_Ball0.5mm_Pad0.4mm
 Analog BGA-209 (Reference LTC DWG#05-08-1561 Rev B), 9.5x16.0mm, 209 Ball, 11x19 Layout, 0.8mm Pitch, https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/ltc-legacy-bga/05081561_bga209.pdf
 BGA 209 0.8
@@ -66361,7 +67607,7 @@ Altera UBGA U169 BGA-169
 169
 Package_BGA
 BGA-200_10.0x14.5mm_Layout12x22_P0.80x0.65mm
-BGA-200, 14.5x10.0mm, 200 Ball, 12x22 Layout, 0.8x0.65mm Pitch, http://www.issi.com/WW/pdf/43-46LQ32256A-AL.pdf
+BGA-200, 10.0x14.5mm, 200 Ball, 12x22 Layout, 0.8x0.65mm Pitch, http://www.issi.com/WW/pdf/43-46LQ32256A-AL.pdf
 BGA 200 0.8x0.65
 0
 200
@@ -66430,8 +67676,15 @@ BGA-484
 484
 484
 Package_BGA
+BGA-529_19x19mm_Layout23x23_P0.8mm
+BGA-529, NSMD, 19.0x19.0mm, 529 Ball, 23x23 Layout, 0.8mm Pitch, https://www.efinixinc.com/docs/titanium-packaging-ug-v5.2.pdf
+BGA 529 0.8 529-ball FBGA
+0
+529
+529
+Package_BGA
 BGA-624_21.0x21.0mm_Layout25x25_P0.8mm
-BGA-624, 25x25 grid, 21x21mm package, pitch 0.8mm; https://www.nxp.com/docs/en/package-information/SOT1529-1.pdf
+BGA-624, 21.0x21.0mm, 624 Ball, 25x25 Layout, 0.8mm Pitch, https://www.nxp.com/docs/en/package-information/SOT1529-1.pdf
 BGA 624 0.8
 0
 624
@@ -66479,6 +67732,13 @@ BGA-1295
 1295
 1295
 Package_BGA
+EPC_BGA-4_0.9x0.9mm_Layout2x2_P0.45mm
+EPC BGA-4, 0.9x09mm, Pitch 0.4mm, https://epc-co.com/epc/Portals/0/epc/documents/datasheets/EPC2035_datasheet.pdf
+EPC BGA-4
+0
+8
+4
+Package_BGA
 FB-BGA-484_23.0x23.0mm_Layout22x22_P1.0mm
 Xilinx FB-484, https://www.xilinx.com/support/documentation/user_guides/ug1099-bga-device-design-rules.pdf
 FB-BGA-484
@@ -66508,14 +67768,14 @@ BGA 292 0.8
 292
 Package_BGA
 LFBGA-100_10x10mm_Layout10x10_P0.8mm
-LFBGA-100, 10x10 raster, 10x10mm package, pitch 0.8mm; see section 6.3 of http://www.st.com/resource/en/datasheet/stm32f103tb.pdf
+LFBGA-100, 10.0x10.0mm, 100 Ball, 10x10 Layout, 0.8mm Pitch, http://www.st.com/resource/en/datasheet/stm32f103tb.pdf#page=87
 BGA 100 0.8
 0
 100
 100
 Package_BGA
 LFBGA-144_10x10mm_Layout12x12_P0.8mm
-LFBGA-144, 12x12 raster, 10x10mm package, pitch 0.8mm; see section 6.1 of http://www.st.com/resource/en/datasheet/stm32f103ze.pdf
+LFBGA-144, 10.0x10.0mm, 144 Ball, 12x12 Layout, 0.8mm Pitch, http://www.st.com/resource/en/datasheet/stm32f103ze.pdf#page=114
 BGA 144 0.8
 0
 144
@@ -66528,6 +67788,34 @@ eMMC Flash LFBGA169
 169
 169
 Package_BGA
+LFBGA-289_14x14mm_Layout17x17_P0.8mm
+LFBGA-289, 14.0x14.0mm, 289 Ball, 17x17 Layout, 0.8mm Pitch, https://www.st.com/resource/en/datasheet/stm32mp131c.pdf
+BGA 289 0.8
+0
+289
+289
+Package_BGA
+LFBGA-400_16x16mm_Layout20x20_P0.8mm
+LFBGA-400, NSMD, 16.0x16.0mm, 400 Ball, 20x20 Layout, 0.8mm Pitch, https://www.efinixinc.com/docs/titanium-packaging-ug-v5.2.pdf
+BGA 400 0.8 400-ball FBGA
+0
+400
+400
+Package_BGA
+LFBGA-484_18x18mm_Layout22x22_P0.8mm
+LFBGA-484, NSMD, 18.0x18.0mm, 484 Ball, 22x22 Layout, 0.8mm Pitch, https://www.efinixinc.com/docs/titanium-packaging-ug-v5.2.pdf
+BGA 484 0.8 484-ball LFBGA
+0
+484
+484
+Package_BGA
+Lattice_caBGA-381_17.0x17.0mm_Layout20x20_P0.8mm_Ball0.4mm_Pad0.4mm
+Lattice caBGA-381, ECP5 FPGAs, 17.0x17.0mm, 381 Ball, 20x20 Layout, 0.8mm Pitch, http://www.latticesemi.com/view_document?document_id=213
+BGA 381 0.8
+0
+381
+381
+Package_BGA
 Lattice_caBGA-381_17.0x17.0mm_Layout20x20_P0.8mm_Ball0.4mm_Pad0.4mm_NSMD
 Lattice caBGA-381 footprint for ECP5 FPGAs, based on http://www.latticesemi.com/view_document?document_id=213
 BGA 381 0.8
@@ -66536,7 +67824,7 @@ BGA 381 0.8
 381
 Package_BGA
 Lattice_caBGA-381_17.0x17.0mm_Layout20x20_P0.8mm_Ball0.4mm_Pad0.6mm_SMD
-Lattice caBGA-381 footprint for ECP5 FPGAs, based on http://www.latticesemi.com/view_document?document_id=213
+Lattice caBGA-381, ECP5 FPGAs, 17.0x17.0mm, 381 Ball, 20x20 Layout, 0.8mm Pitch, http://www.latticesemi.com/view_document?document_id=213
 BGA 381 0.8
 0
 381
@@ -66599,49 +67887,49 @@ BGA 196 0.75
 196
 Package_BGA
 Micron_FBGA-78_7.5x10.6mm_Layout9x13_P0.8mm
-FBGA-78, 10.6x7.5mm, 78 Ball, 9x13 Layout, 0.8mm Pitch, https://www.micron.com/-/media/client/global/documents/products/data-sheet/dram/ddr3/4gb_ddr3l.pdf#page=24
+FBGA-78, 7.5x10.6mm, 78 Ball, 9x13 Layout, 0.8mm Pitch, https://www.micron.com/-/media/client/global/documents/products/data-sheet/dram/ddr3/4gb_ddr3l.pdf#page=24
 BGA 78 0.8
 0
 78
 78
 Package_BGA
 Micron_FBGA-78_8x10.5mm_Layout9x13_P0.8mm
-FBGA-78, 10.5x8.0mm, 78 Ball, 9x13 Layout, 0.8mm Pitch, https://www.micron.com/-/media/client/global/documents/products/data-sheet/dram/ddr3/4gb_ddr3l.pdf#page=25
+FBGA-78, 8.0x10.5mm, 78 Ball, 9x13 Layout, 0.8mm Pitch, https://www.micron.com/-/media/client/global/documents/products/data-sheet/dram/ddr3/4gb_ddr3l.pdf#page=25
 BGA 78 0.8
 0
 78
 78
 Package_BGA
 Micron_FBGA-78_9x10.5mm_Layout9x13_P0.8mm
-FBGA-78, 10.5x9.0mm, 78 Ball, 9x13 Layout, 0.8mm Pitch, https://www.micron.com/-/media/client/global/documents/products/data-sheet/dram/ddr3/4gb_ddr3l.pdf#page=23
+FBGA-78, 9.0x10.5mm, 78 Ball, 9x13 Layout, 0.8mm Pitch, https://www.micron.com/-/media/client/global/documents/products/data-sheet/dram/ddr3/4gb_ddr3l.pdf#page=23
 BGA 78 0.8
 0
 78
 78
 Package_BGA
 Micron_FBGA-96_7.5x13.5mm_Layout9x16_P0.8mm
-FBGA-96, 13.5x7.5mm, 96 Ball, 9x16 Layout, 0.8mm Pitch, https://www.micron.com/-/media/client/global/documents/products/data-sheet/dram/ddr3/4gb_ddr3l.pdf#page=27
+FBGA-96, 7.5x13.5mm, 96 Ball, 9x16 Layout, 0.8mm Pitch, https://www.micron.com/-/media/client/global/documents/products/data-sheet/dram/ddr3/4gb_ddr3l.pdf#page=27
 BGA 96 0.8
 0
 96
 96
 Package_BGA
 Micron_FBGA-96_8x14mm_Layout9x16_P0.8mm
-FBGA-96, 14.0x8.0mm, 96 Ball, 9x16 Layout, 0.8mm Pitch, https://www.micron.com/-/media/client/global/documents/products/data-sheet/dram/ddr3/4gb_ddr3l.pdf#page=28
+FBGA-96, 8.0x14.0mm, 96 Ball, 9x16 Layout, 0.8mm Pitch, https://www.micron.com/-/media/client/global/documents/products/data-sheet/dram/ddr3/4gb_ddr3l.pdf#page=28
 BGA 96 0.8
 0
 96
 96
 Package_BGA
 Micron_FBGA-96_9x14mm_Layout9x16_P0.8mm
-FBGA-96, 14.0x9.0mm, 96 Ball, 9x16 Layout, 0.8mm Pitch, https://www.micron.com/-/media/client/global/documents/products/data-sheet/dram/ddr3/4gb_ddr3l.pdf#page=26
+FBGA-96, 9.0x14.0mm, 96 Ball, 9x16 Layout, 0.8mm Pitch, https://www.micron.com/-/media/client/global/documents/products/data-sheet/dram/ddr3/4gb_ddr3l.pdf#page=26
 BGA 96 0.8
 0
 96
 96
 Package_BGA
 NXP_VFBGA-42_2.6x3mm_Layout6x7_P0.4mm_Ball0.25mm_Pad0.24mm
-NXP VFBGA-42, 3.0x2.6mm, 42 Ball, 6x7 Layout, 0.4mm Pitch, https://www.nxp.com/docs/en/package-information/SOT1963-1.pdf
+NXP VFBGA-42, 2.6x3.0mm, 42 Ball, 6x7 Layout, 0.4mm Pitch, https://www.nxp.com/docs/en/package-information/SOT1963-1.pdf
 BGA 42 0.4
 0
 42
@@ -66661,6 +67949,13 @@ BGA 448 0.8
 448
 448
 Package_BGA
+ST_TFBGA-169_7x7mm_Layout13x13_P0.5mm
+ST TFBGA-169, 7.0x7.0mm, 169 Ball, 13x13 Layout, 0.5mm Pitch, https://www.st.com/resource/en/datasheet/stm32u595aj.pdf
+BGA 169 0.5
+0
+169
+169
+Package_BGA
 ST_TFBGA-225_13x13mm_Layout15x15_P0.8mm
 ST TFBGA-225, 13.0x13.0mm, 225 Ball, 15x15 Layout, 0.8mm Pitch, https://www.st.com/resource/en/datasheet/stm32h7b3ri.pdf
 BGA 225 0.8
@@ -66675,6 +67970,13 @@ BGA 257 0.5
 257
 257
 Package_BGA
+ST_TFBGA-320_11x11mm_Layout21x21_P0.5mm
+ST TFBGA-320, 11.0x11.0mm, 320 Ball, 21x21 Layout, 0.5mm Pitch, https://www.st.com/resource/en/datasheet/stm32mp131c.pdf
+BGA 320 0.5
+0
+320
+320
+Package_BGA
 ST_TFBGA-361_12x12mm_Layout23x23_P0.5mmP0.65mm
 ST TFBGA-361, 12.0x12.0mm, 361 Ball, 23x23 Layout, 0.5mm Pitch, https://www.st.com/resource/en/datasheet/stm32mp151a.pdf
 BGA 361 0.5
@@ -66710,15 +68012,36 @@ BGA 36 0.5
 36
 36
 Package_BGA
+TFBGA-49_3x3mm_Layout7x7_P0.4mm
+TFBGA-49, NSMD, 3.0x3.0mm, 49 Ball, 7x7 Layout, 0.4mm Pitch, https://www.efinixinc.com/docs/trion-packaging-ug-v4.9.pdf
+BGA 49 0.4 49-ball FBGA
+0
+49
+49
+Package_BGA
 TFBGA-64_5x5mm_Layout8x8_P0.5mm
-TFBGA-64, 8x8 raster, 5x5mm package, pitch 0.5mm; see section 6.3 of http://www.st.com/resource/en/datasheet/stm32f100v8.pdf
+TFBGA-64, 5.0x5.0mm, 64 Ball, 8x8 Layout, 0.5mm Pitch, http://www.st.com/resource/en/datasheet/stm32f100v8.pdf#page=83
 BGA 64 0.5
 0
 64
 64
 Package_BGA
+TFBGA-81_5x5mm_Layout8x8_P0.5mm
+TFBGA-81, NSMD, 5.0x5.0mm, 81 Ball, 9x9 Layout, 0.5mm Pitch, https://www.efinixinc.com/docs/trion-packaging-ug-v4.9.pdf
+BGA 81 0.5 81-ball FBGA
+0
+81
+81
+Package_BGA
+TFBGA-100_5.5x5.5mm_Layout10x10_P0.5mm
+TFBGA-100, NSMD, 5.5x5.5mm, 100 Ball, 10x10 Layout, 0.5mm Pitch, https://www.efinixinc.com/docs/titanium-packaging-ug-v5.2.pdf
+BGA 100 0.5 100-ball FBGA
+0
+100
+100
+Package_BGA
 TFBGA-100_8x8mm_Layout10x10_P0.8mm
-TFBGA-100, 10x10 raster, 8x8mm package, pitch 0.8mm; see section 6.2 of http://www.st.com/resource/en/datasheet/stm32f746zg.pdf
+TFBGA-100, 8.0x8.0mm, 100 Ball, 10x10 Layout, 0.8mm Pitch, http://www.st.com/resource/en/datasheet/stm32f746zg.pdf#page=199
 BGA 100 0.8
 0
 100
@@ -66732,26 +68055,75 @@ TFBGA-100
 100
 Package_BGA
 TFBGA-121_10x10mm_Layout11x11_P0.8mm
-TFBGA-121, 11x11 raster, 10x10mm package, pitch 0.8mm; http://ww1.microchip.com/downloads/en/PackagingSpec/00000049BQ.pdf#p495
+TFBGA-121, 10.0x10.0mm, 121 Ball, 11x11 Layout, 0.8mm Pitch, http://ww1.microchip.com/downloads/en/PackagingSpec/00000049BQ.pdf#p495
 BGA 121 0.8
 0
 121
 121
 Package_BGA
+TFBGA-169_9x9mm_Layout13x13_P0.65mm
+TFBGA-169, NSMD, 9.0x9.0mm, 169 Ball, 13x13 Layout, 0.65mm Pitch, https://www.efinixinc.com/docs/trion-packaging-ug-v4.9.pdf
+BGA 169 0.65 169-ball FBGA
+0
+169
+169
+Package_BGA
 TFBGA-216_13x13mm_Layout15x15_P0.8mm
-TFBGA-216, 15x15 raster, 13x13mm package, pitch 0.8mm; see section 6.8 of http://www.st.com/resource/en/datasheet/stm32f746zg.pdf
+TFBGA-216, 13.0x13.0mm, 216 Ball, 15x15 Layout, 0.8mm Pitch, http://www.st.com/resource/en/datasheet/stm32f746zg.pdf#page=219
 BGA 216 0.8
 0
 216
 216
 Package_BGA
+TFBGA-225_10x10mm_Layout15x15_P0.65mm
+TFBGA-225, NSMD, 10.0x10.0mm, 225 Ball, 15x15 Layout, 0.65mm Pitch, https://www.efinixinc.com/docs/titanium-packaging-ug-v5.2.pdf
+BGA 225 0.65 225-ball FBGA
+0
+225
+225
+Package_BGA
+TFBGA-256_13x13mm_Layout16x16_P0.8mm
+TFBGA-256, NSMD, 13.0x13.0mm, 256 Ball, 16x16 Layout, 0.8mm Pitch, https://www.efinixinc.com/docs/trion-packaging-ug-v4.9.pdf
+BGA 256 0.8 256-ball FBGA
+0
+256
+256
+Package_BGA
 TFBGA-265_14x14mm_Layout17x17_P0.8mm
-TFBGA-265, 17x17 raster, 14x14mm package, pitch 0.8mm; see section 7.8 of http://www.st.com/resource/en/datasheet/DM00387108.pdf
+TFBGA-265, 14.0x14.0mm, 265 Ball, 17x17 Layout, 0.8mm Pitch, http://www.st.com/resource/en/datasheet/DM00387108.pdf#page=223
 BGA 265 0.8
 0
 265
 265
 Package_BGA
+TFBGA-289_9x9mm_Layout17x17_P0.5mm
+TFBGA-289, 9.0x9.0mm, 289 Ball, 17x17 Layout, 0.5mm Pitch, https://www.st.com/resource/en/datasheet/stm32mp131c.pdf
+BGA 289 0.5
+0
+289
+289
+Package_BGA
+TFBGA-324_12x12mm_Layout18x18_P0.8mm
+TFBGA-324, NSMD, 12.0x12.0mm, 324 Ball, 18x18 Layout, 0.65mm Pitch, https://www.efinixinc.com/docs/trion-packaging-ug-v4.9.pdf
+BGA 324 0.65 324-ball FBGA
+0
+324
+324
+Package_BGA
+TFBGA-361_13x13mm_Layout19x19_P0.65mm
+TFBGA-361, NSMD, 13.0x13.0mm, 361 Ball, 19x19 Layout, 0.65mm Pitch, https://www.efinixinc.com/docs/titanium-packaging-ug-v5.2.pdf
+BGA 361 0.65 361-ball FBGA
+0
+361
+361
+Package_BGA
+TFBGA-576_16x16mm_Layout24x24_P0.65mm
+TFBGA-576, NSMD, 16.0x16.0mm, 576 Ball, 24x24 Layout, 0.65mm Pitch, https://www.efinixinc.com/docs/trion-packaging-ug-v4.9.pdf
+BGA 576 0.65 576-ball FBGA
+0
+576
+576
+Package_BGA
 Texas_BGA-289_15.0x15.0mm_Layout17x17_P0.8mm_Ball0.5mm_Pad0.4mm
 Texas Instruments BGA-289, 0.4mm pad, 15x15mm, 289 Ball, 17x17 Layout, 0.8mm Pitch, https://www.ti.com/lit/ml/mpbg777/mpbg777.pdf
 BGA 289 0.8 ZAV S-PBGA-N289
@@ -66773,6 +68145,13 @@ BGA 5 0.5 YZP
 5
 5
 Package_BGA
+Texas_DSBGA-5_1.5855x1.6365mm_Layout3x2_P0.5mm
+Texas Instruments, DSBGA, area grid, YTA0005 pad definition, 1.5855x1.6365mm, 5 Ball, 3x2 Layout, 0.5mm Pitch, https://www.ti.com/lit/ml/mxbg263/mxbg263.pdf, https://www.ti.com/lit/ds/symlink/lm74.pdf#page=24
+BGA 5 0.5 YTA
+0
+5
+5
+Package_BGA
 Texas_DSBGA-6_0.9x1.4mm_Layout2x3_P0.5mm
 Texas Instruments, DSBGA, 0.9x1.4mm, 6 bump 2x3 (perimeter) array, NSMD pad definition (http://www.ti.com/lit/ds/symlink/ts5a3159a.pdf)
 Texas Instruments DSBGA BGA YZP R-XBGA-N6
@@ -66816,7 +68195,7 @@ Texas Instruments DSBGA BGA YZP R-XBGA-N8
 8
 Package_BGA
 Texas_DSBGA-8_0.705x1.468mm_Layout2x4_P0.4mm
-Texas Instruments, DSBGA, area grid, YBJ0008 pad definition, 1.468x0.705mm, 8 Ball, 2x4 Layout, 0.4mm Pitch, https://www.ti.com/lit/gpn/ina234
+Texas Instruments, DSBGA, area grid, NSMD, YBJ0008 pad definition, 0.705x1.468mm, 8 Ball, 2x4 Layout, 0.4mm Pitch, https://www.ti.com/lit/gpn/ina234
 BGA 8 0.4
 0
 8
@@ -66830,12 +68209,19 @@ Texas Instruments DSBGA BGA YZP R-XBGA-N8
 8
 Package_BGA
 Texas_DSBGA-8_1.5195x1.5195mm_Layout3x3_P0.5mm
-Texas Instruments, DSBGA, 1.5195x1.5195x0.600mm, 8 ball 3x3 area grid, YZR pad definition (http://www.ti.com/lit/ml/mxbg270/mxbg270.pdf)
+Texas Instruments, DSBGA, area grid, YZR pad definition, 1.5195x1.5195mm, 8 Ball, 3x3 Layout, 0.5mm Pitch, http://www.ti.com/lit/ml/mxbg270/mxbg270.pdf
 BGA 8 0.5
 0
 8
 8
 Package_BGA
+Texas_DSBGA-9_1.62mmx1.58mm_Layout3x3_P0.5mm
+Texas Instruments, DSBGA, area grid, NSMD, YZF0009 pad definition, 1.62x1.58mm, 9 Ball, 3x3 Layout, 0.5mm Pitch, https://www.ti.com/lit/ml/mxbg027n/mxbg027n.pdf
+BGA 9 0.5
+0
+9
+9
+Package_BGA
 Texas_DSBGA-9_1.4715x1.4715mm_Layout3x3_P0.5mm
 Texas Instruments, DSBGA, 1.4715x1.4715mm, 9 bump 3x3 array, NSMD pad definition (http://www.ti.com/lit/ds/symlink/lm4990.pdf, http://www.ti.com/lit/an/snva009ag/snva009ag.pdf)
 Texas Instruments DSBGA BGA YZR0009
@@ -66865,22 +68251,22 @@ BGA 16 0.5
 16
 Package_BGA
 Texas_DSBGA-28_1.9x3.0mm_Layout4x7_P0.4mm
-Texas Instruments, DSBGA, 3.0x1.9x0.625mm, 28 ball 7x4 area grid, NSMD pad definition (http://www.ti.com/lit/ds/symlink/bq51050b.pdf, http://www.ti.com/lit/an/snva009ag/snva009ag.pdf)
+Texas Instruments, DSBGA, area grid, 1.9x3.0mm, 28 Ball, 4x7 Layout, 0.4mm Pitch, http://www.ti.com/lit/ds/symlink/bq51050b.pdf, http://www.ti.com/lit/an/snva009ag/snva009ag.pdf
 BGA 28 0.4
 0
 28
 28
 Package_BGA
 Texas_DSBGA-49_3.33x3.488mm_Layout7x7_P0.4mm
-Texas Instruments, DSBGA, 3.33x3.488x0.625mm, 49 ball 7x7 area grid, NSMD pad definition (http://www.ti.com/lit/ds/symlink/msp430f2234.pdf, http://www.ti.com/lit/an/snva009ag/snva009ag.pdf)
-texas dsbga 49
+Texas Instruments, DSBGA, area grid, 3.33x3.488mm, 49 Ball, 7x7 Layout, 0.4mm Pitch, http://www.ti.com/lit/ds/symlink/msp430f2234.pdf, http://www.ti.com/lit/an/snva009ag/snva009ag.pdf
+BGA 49 0.4
 0
 49
 49
 Package_BGA
 Texas_DSBGA-64_3.415x3.535mm_Layout8x8_P0.4mm
-Texas Instruments, DSBGA, 3.415x3.535x0.625mm, 64 ball 8x8 area grid, NSMD pad definition (http://www.ti.com/lit/ds/slas718g/slas718g.pdf, http://www.ti.com/lit/an/snva009ag/snva009ag.pdf)
-texas dsbga 64
+Texas Instruments, DSBGA, area grid, 3.415x3.535mm, 64 Ball, 8x8 Layout, 0.4mm Pitch, http://www.ti.com/lit/ds/slas718g/slas718g.pdf, http://www.ti.com/lit/an/snva009ag/snva009ag.pdf
+BGA 64 0.4
 0
 64
 64
@@ -66900,28 +68286,28 @@ Texas_Junior_BGA-80
 80
 Package_BGA
 Texas_MicroStar_Junior_BGA-113_7.0x7.0mm_Layout12x12_P0.5mm
-Texas Instruments, BGA Microstar Junior, 7x7mm, 113 ball 12x12 grid, NSMD pad definition (http://www.ti.com/lit/ml/mpbg674/mpbg674.pdf, http://www.ti.com/lit/wp/ssyz015b/ssyz015b.pdf)
-Texas_Junior_BGA-113
+Texas Instruments, BGA Microstar Junior, NSMD, 7x7mm, 113 Ball, 12x12 Layout, 0.5mm Pitch, http://www.ti.com/lit/ml/mpbg674/mpbg674.pdf, http://www.ti.com/lit/wp/ssyz015b/ssyz015b.pdf
+BGA 113 0.5
 0
 113
 113
 Package_BGA
 UCBGA-36_2.5x2.5mm_Layout6x6_P0.4mm
-UCBGA-36, 6x6 raster, 2.5x2.5mm package, pitch 0.4mm; https://www.latticesemi.com/view_document?document_id=213
+UCBGA-36, 2.5x2.5mm, 36 Ball, 6x6 Layout, 0.4mm Pitch, https://www.latticesemi.com/view_document?document_id=213
 BGA 36 0.4
 0
 36
 36
 Package_BGA
 UCBGA-49_3x3mm_Layout7x7_P0.4mm
-UCBGA-49, 7x7 raster, 3x3mm package, pitch 0.4mm; https://www.latticesemi.com/view_document?document_id=213
+UCBGA-49, 3x3mm, 49 Ball, 7x7 Layout, 0.4mm Pitch, https://www.latticesemi.com/view_document?document_id=213
 BGA 49 0.4
 0
 49
 49
 Package_BGA
 UCBGA-81_4x4mm_Layout9x9_P0.4mm
-UCBGA-81, 9x9 raster, 4x4mm package, pitch 0.4mm; https://www.latticesemi.com/view_document?document_id=213
+UCBGA-81, 4x4mm, 81 Ball, 9x9 Layout, 0.4mm Pitch, https://www.latticesemi.com/view_document?document_id=213
 BGA 81 0.4
 0
 81
@@ -66942,21 +68328,21 @@ UFBGA-32
 32
 Package_BGA
 UFBGA-64_5x5mm_Layout8x8_P0.5mm
-UFBGA-64, 8x8 raster, 5x5mm package, pitch 0.5mm; see section 7.1 of http://www.st.com/resource/en/datasheet/stm32f051t8.pdf
+UFBGA-64, 5.0x5.0mm, 64 Ball, 8x8 Layout, 0.5mm Pitch, http://www.st.com/resource/en/datasheet/stm32f051t8.pdf#page=91
 BGA 64 0.5
 0
 64
 64
 Package_BGA
 UFBGA-100_7x7mm_Layout12x12_P0.5mm
-UFBGA-100, 12x12 raster, 7x7mm package, pitch 0.5mm; see section 7.1 of http://www.st.com/resource/en/datasheet/stm32f103tb.pdf
+UFBGA-100, 7.0x7.0mm, 100 Ball, 12x12 Layout, 0.5mm Pitch, http://www.st.com/resource/en/datasheet/stm32f103tb.pdf#page=93
 BGA 100 0.5
 0
 100
 100
 Package_BGA
 UFBGA-132_7x7mm_Layout12x12_P0.5mm
-UFBGA-132, 12x12 raster, 7x7mm package, pitch 0.5mm; see section 7.4 of http://www.st.com/resource/en/datasheet/stm32l152zc.pdf
+UFBGA-132, 7.0x7.0mm, 132 Ball, 12x12 Layout, 0.5mm Pitch, http://www.st.com/resource/en/datasheet/stm32l152zc.pdf#page=123
 BGA 132 0.5
 0
 132
@@ -66970,28 +68356,28 @@ ufbga bga small-pitch
 132
 Package_BGA
 UFBGA-144_7x7mm_Layout12x12_P0.5mm
-UFBGA-144, 12x12 raster, 7x7mm package, pitch 0.5mm; see section 7.4 of http://www.st.com/resource/en/datasheet/stm32f446ze.pdf
+UFBGA-144, 7.0x7.0mm, 144 Ball, 12x12 Layout, 0.5mm Pitch, http://www.st.com/resource/en/datasheet/stm32f446ze.pdf#page=186
 BGA 144 0.5
 0
 144
 144
 Package_BGA
 UFBGA-144_10x10mm_Layout12x12_P0.8mm
-UFBGA-144, 12x12 raster, 10x10mm package, pitch 0.8mm; see section 7.5 of http://www.st.com/resource/en/datasheet/stm32f446ze.pdf
+UFBGA-144, 10.0x10.0mm, 144 Ball, 12x12 Layout, 0.8mm Pitch, http://www.st.com/resource/en/datasheet/stm32f446ze.pdf#page=189
 BGA 144 0.8
 0
 144
 144
 Package_BGA
 UFBGA-169_7x7mm_Layout13x13_P0.5mm
-UFBGA-169, 13x13 raster, 7x7mm package, pitch 0.5mm; see section 7.6 of http://www.st.com/resource/en/datasheet/stm32f429ng.pdf
+UFBGA-169, 7.0x7.0mm, 169 Ball, 13x13 Layout, 0.5mm Pitch, http://www.st.com/resource/en/datasheet/stm32f429ng.pdf#page=218
 BGA 169 0.5
 0
 169
 169
 Package_BGA
 UFBGA-201_10x10mm_Layout15x15_P0.65mm
-UFBGA-201, 15x15 raster, 10x10mm package, pitch 0.65mm; see section 7.6 of http://www.st.com/resource/en/datasheet/stm32f207vg.pdf
+UFBGA-201, 10.0x10.0mm, 201 Ball, 15x15 Layout, 0.65mm Pitch, http://www.st.com/resource/en/datasheet/stm32f207vg.pdf#page=166
 BGA 201 0.65
 0
 201
@@ -67018,6 +68404,13 @@ VFBGA-100
 100
 100
 Package_BGA
+WLP-4_0.73x0.73mm_Layout2x2_P0.35mm_Ball0.22mm_Pad0.2mm
+WLP-4, 0.728x0.728mm, 4 Ball, 2x2 Layout, 0.35mm Pitch, https://datasheets.maximintegrated.com/en/ds/MAX40200.pdf
+BGA 4 0.35
+0
+4
+4
+Package_BGA
 WLP-4_0.73x0.73mm_Layout2x2_P0.35mm_Ball0.22mm_Pad0.2mm_NSMD
 WLP-4, 2x2 raster, 0.73x0.73mm package, pitch 0.35mm; https://datasheets.maximintegrated.com/en/ds/MAX40200.pdf
 BGA 4 0.35
@@ -67040,14 +68433,14 @@ WLP-4
 4
 Package_BGA
 WLP-9_1.448x1.468mm_Layout3x3_P0.4mm_Ball0.27mm_Pad0.25mm
-WLP-9, 1.448x1.468mm, 9 Ball, 3x3 Layout, 0.4mm Pitch, https://pdfserv.maximintegrated.com/package_dwgs/21-100168.PDF
+WLP-9, 1.468x1.448mm, 9 Ball, 3x3 Layout, 0.4mm Pitch, https://pdfserv.maximintegrated.com/package_dwgs/21-100168.PDF
 BGA 9 0.4
 0
 9
 9
 Package_BGA
 XBGA-121_10x10mm_Layout11x11_P0.8mm
-XBGA-121, 11x11 raster, 10x10mm package, pitch 0.6mm; http://ww1.microchip.com/downloads/en/DeviceDoc/39969b.pdf
+XBGA-121, 10.0x10.0mm, 121 Ball, 11x11 Layout, 0.8mm Pitch, http://ww1.microchip.com/downloads/en/DeviceDoc/39969b.pdf
 BGA 121 0.8
 0
 121
@@ -67075,280 +68468,280 @@ XFBGA-121
 121
 Package_BGA
 Xilinx_CLG225
-Zynq-7000 BGA, 15x15 grid, 13x13mm package, 0.8mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=77, NSMD pad definition Appendix A
+Zynq-7000 BGA, NSMD pad definition Appendix A, 13x13mm, 225 Ball, 15x15 Layout, 0.8mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=77
 BGA 225 0.8 CLG225
 0
 225
 225
 Package_BGA
 Xilinx_CLG400
-Zynq-7000 BGA, 20x20 grid, 17x17mm package, 0.8mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=78, NSMD pad definition Appendix A
+Zynq-7000 BGA, NSMD pad definition Appendix A, 17x17mm, 400 Ball, 20x20 Layout, 0.8mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=78
 BGA 400 0.8 CLG400 CL400
 0
 400
 400
 Package_BGA
 Xilinx_CLG484_CLG485
-Zynq-7000 BGA, 22x22 grid, 19x19mm package, 0.8mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=79, NSMD pad definition Appendix A
+Zynq-7000 BGA, NSMD pad definition Appendix A, 19x19mm, 484 Ball, 22x22 Layout, 0.8mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=79
 BGA 484 0.8 CLG484 CL484 CLG485 CL485
 0
 484
 484
 Package_BGA
 Xilinx_CPG236
-Artix-7 BGA, 19x19 grid, 10x10mm package, 0.5mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=266, NSMD pad definition Appendix A
+Artix-7 BGA, NSMD pad definition Appendix A, 10x10mm, 238 Ball, 19x19 Layout, 0.5mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=266
 BGA 238 0.5 CP236 CPG236
 0
 238
 238
 Package_BGA
 Xilinx_CPG238
-Artix-7 BGA, 19x19 grid, 10x10mm package, 0.5mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=267, NSMD pad definition Appendix A
+Artix-7 BGA, NSMD pad definition Appendix A, 10x10mm, 238 Ball, 19x19 Layout, 0.5mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=267
 BGA 238 0.5 CPG238
 0
 238
 238
 Package_BGA
 Xilinx_CPGA196
-Spartan-7 BGA, 14x14 grid, 8x8mm package, 0.5mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=260, NSMD pad definition Appendix A
+Spartan-7 BGA, NSMD pad definition Appendix A, 8x8mm, 196 Ball, 14x14 Layout, 0.5mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=260
 BGA 196 0.5 CPGA196
 0
 196
 196
 Package_BGA
 Xilinx_CSG324
-Artix-7 BGA, 18x18 grid, 15x15mm package, 0.8mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=268, NSMD pad definition Appendix A
+Artix-7 BGA, NSMD pad definition Appendix A, 15x15mm, 324 Ball, 18x18 Layout, 0.8mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=268
 BGA 324 0.8 CS324 CSG324
 0
 324
 324
 Package_BGA
 Xilinx_CSG325
-Artix-7 BGA, 18x18 grid, 15x15mm package, 0.8mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=268, NSMD pad definition Appendix A
+Artix-7 BGA, NSMD pad definition Appendix A, 15x15mm, 324 Ball, 18x18 Layout, 0.8mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=268
 BGA 324 0.8 CS325 CSG235
 0
 324
 324
 Package_BGA
 Xilinx_CSGA225
-Spartan-7 BGA, 15x15 grid, 13x13mm package, 0.8mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=262, NSMD pad definition Appendix A
+Spartan-7 BGA, NSMD pad definition Appendix A, 13x13mm, 225 Ball, 15x15 Layout, 0.8mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=262
 BGA 225 0.8 CSGA225
 0
 225
 225
 Package_BGA
 Xilinx_CSGA324
-Spartan-7 BGA, 18x18 grid, 15x15mm package, 0.8mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=263, NSMD pad definition Appendix A
+Spartan-7 BGA, NSMD pad definition Appendix A, 15x15mm, 324 Ball, 18x18 Layout, 0.8mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=263
 BGA 324 0.8 CSGA324
 0
 324
 324
 Package_BGA
 Xilinx_FBG484
-Artix-7, Kintex-7 and Zynq-7000 BGA, 22x22 grid, 23x23mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=271, ttps://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=281, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=82, NSMD pad definition Appendix A
+Artix-7, Kintex-7 and Zynq-7000 BGA, NSMD pad definition Appendix A, 23x23mm, 484 Ball, 22x22 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=271, ttps://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=281, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=82
 BGA 484 1 FB484 FBG484 FBV484
 0
 484
 484
 Package_BGA
 Xilinx_FBG676
-Artix-7, Kintex-7 and Zynq-7000 BGA, 26x26 grid, 27x27mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=273, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=284, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=84, NSMD pad definition Appendix A
+Artix-7, Kintex-7 and Zynq-7000 BGA, NSMD pad definition Appendix A, 27x27mm, 676 Ball, 26x26 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=273, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=284, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=84
 BGA 676 1 FB676 FBG676 FBV676
 0
 676
 676
 Package_BGA
 Xilinx_FBG900
-Kintex-7 BGA, 30x30 grid, 31x31mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=289, NSMD pad definition Appendix A
+Kintex-7 BGA, NSMD pad definition Appendix A, 31x31mm, 900 Ball, 30x30 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=289
 BGA 900 1 FB900 FBG900 FBV900
 0
 900
 900
 Package_BGA
 Xilinx_FFG676
-Kintex-7 and Zynq-7000 BGA, 26x26 grid, 27x27mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=292, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=88, NSMD pad definition Appendix A
+Kintex-7 and Zynq-7000 BGA, NSMD pad definition Appendix A, 27x27mm, 676 Ball, 26x26 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=292, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=88
 BGA 676 1 FF676 FFG676 FFV676
 0
 676
 676
 Package_BGA
 Xilinx_FFG900_FFG901
-Kintex-7 and Zynq-7000 BGA, 30x30 grid, 31x31mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=294, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=90, NSMD pad definition Appendix A
+Kintex-7 and Zynq-7000 BGA, NSMD pad definition Appendix A, 31x31mm, 900 Ball, 30x30 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=294, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=90
 BGA 900 1 FF900 FFG900 FFV900 FF901 FFG901 FFV901
 0
 900
 900
 Package_BGA
 Xilinx_FFG1156
-Artix-7, Kintex-7 and Zynq-7000 BGA, 34x34 grid, 35x35mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=277, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=296, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=91, NSMD pad definition Appendix A
+Artix-7, Kintex-7 and Zynq-7000 BGA, NSMD pad definition Appendix A, 35x35mm, 1156 Ball, 34x34 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=277, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=296, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=91
 BGA 1156 1 FF1156 FFG1156 FFV1156
 0
 1156
 1156
 Package_BGA
 Xilinx_FFG1157_FFG1158
-Virtex-7 BGA, 34x34 grid, 35x35mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=299, NSMD pad definition Appendix A
+Virtex-7 BGA, NSMD pad definition Appendix A, 35x35mm, 1156 Ball, 34x34 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=299
 BGA 1156 1 FF1157 FFG1157 FFV1157 FF1158 FFG1158 FFV1158
 0
 1156
 1156
 Package_BGA
 Xilinx_FFG1761
-Virtex-7 BGA, 42x42 grid, 42.5x42.5mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=300, NSMD pad definition Appendix A
+Virtex-7 BGA, NSMD pad definition Appendix A, 42.5x42.5mm, 1760 Ball, 42x42 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=300
 BGA 1760 1 FF1761 FFG1761
 0
 1760
 1760
 Package_BGA
 Xilinx_FFG1926_FFG1927_FFG1928_FFG1930
-Virtex-7 BGA, 44x44 grid, 45x45mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=303, NSMD pad definition Appendix A
+Virtex-7 BGA, NSMD pad definition Appendix A, 45x45mm, 1924 Ball, 44x44 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=303
 BGA 1924 1 FF1926 FFG1926 FF1927 FFG1927 FFV1927 FF1928 FFG1928 FF1930 FFG1930
 0
 1924
 1924
 Package_BGA
 Xilinx_FFV1761
-Virtex-7 BGA, 42x42 grid, 42.5x42.5mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=301, NSMD pad definition Appendix A
+Virtex-7 BGA, NSMD pad definition Appendix A, 42.5x42.5mm, 1760 Ball, 42x42 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=301
 BGA 1760 1 FFV1761
 0
 1760
 1760
 Package_BGA
 Xilinx_FGG484
-Artix-7 BGA, 22x22 grid, 23x23mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=275, NSMD pad definition Appendix A
+Artix-7 BGA, NSMD pad definition Appendix A, 23x23mm, 484 Ball, 22x22 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=275
 BGA 484 1 FG484 FGG484
 0
 484
 484
 Package_BGA
 Xilinx_FGG676
-Artix-7 BGA, 26x26 grid, 27x27mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=276, NSMD pad definition Appendix A
+Artix-7 BGA, NSMD pad definition Appendix A, 27x27mm, 676 Ball, 26x26 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=276
 BGA 676 1 FG676 FGG676
 0
 676
 676
 Package_BGA
 Xilinx_FGGA484
-Spartan-7 BGA, 22x22 grid, 23x23mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=264, NSMD pad definition Appendix A
+Spartan-7 BGA, NSMD pad definition Appendix A, 23x23mm, 484 Ball, 22x22 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=264
 BGA 484 1 FGGA484
 0
 484
 484
 Package_BGA
 Xilinx_FGGA676
-Spartan-7 BGA, 26x26 grid, 27x27mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=265, NSMD pad definition Appendix A
+Spartan-7 BGA, NSMD pad definition Appendix A, 27x27mm, 676 Ball, 26x26 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=265
 BGA 676 1 FGGA676
 0
 676
 676
 Package_BGA
 Xilinx_FHG1761
-Virtex-7 BGA, 42x42 grid, 45x45mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=302, NSMD pad definition Appendix A
+Virtex-7 BGA, NSMD pad definition Appendix A, 45x45mm, 1760 Ball, 42x42 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=302
 BGA 1760 1 FH1761 FHG1761
 0
 1760
 1760
 Package_BGA
 Xilinx_FLG1925_FLG1926_FLG1928_FLG1930
-Virtex-7 BGA, 44x44 grid, 45x45mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=304, NSMD pad definition Appendix A
+Virtex-7 BGA, NSMD pad definition Appendix A, 45x45mm, 1924 Ball, 44x44 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=304
 BGA 1924 1 FL1925 FLG1925 FL1926 FLG1926 FL1928 FLG1928 FL1930 FLG1930
 0
 1924
 1924
 Package_BGA
 Xilinx_FTG256
-Artix-7 BGA, 16x16 grid, 17x17mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=269, NSMD pad definition Appendix A
+Artix-7 BGA, NSMD pad definition Appendix A, 17x17mm, 256 Ball, 16x16 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=269
 BGA 256 1 FT256 FTG256
 0
 256
 256
 Package_BGA
 Xilinx_FTGB196
-Spartan-7 BGA, 14x14 grid, 15x15mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=261, NSMD pad definition Appendix A
+Spartan-7 BGA, NSMD pad definition Appendix A, 15x15mm, 196 Ball, 14x14 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=261
 BGA 196 1 FTGB196
 0
 196
 196
 Package_BGA
 Xilinx_RB484
-Artix-7 and Zynq-7000 BGA, 22x22 grid, 23x23mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=278, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=92, NSMD pad definition Appendix A
+Artix-7 and Zynq-7000 BGA, NSMD pad definition Appendix A, 23x23mm, 484 Ball, 22x22 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=278, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=92
 BGA 484 1 RB484
 0
 484
 484
 Package_BGA
 Xilinx_RB676
-Artix-7 BGA, 26x26 grid, 27x27mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=280, NSMD pad definition Appendix A
+Artix-7 BGA, NSMD pad definition Appendix A, 27x27mm, 676 Ball, 26x26 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=280
 BGA 676 1 RB676
 0
 676
 676
 Package_BGA
 Xilinx_RF676
-Kintex-7 BGA, 26x26 grid, 27x27mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=297, NSMD pad definition Appendix A
+Kintex-7 BGA, NSMD pad definition Appendix A, 27x27mm, 676 Ball, 26x26 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=297
 BGA 676 1 RF676
 0
 676
 676
 Package_BGA
 Xilinx_RF900
-Kintex-7 and Zynq-7000 BGA, 30x30 grid, 31x31mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=298, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=94, NSMD pad definition Appendix A
+Kintex-7 and Zynq-7000 BGA, NSMD pad definition Appendix A, 31x31mm, 900 Ball, 30x30 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=298, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=94
 BGA 900 1 RF900
 0
 900
 900
 Package_BGA
 Xilinx_RF1156
-Zynq-7000 BGA, 34x34 grid, 35x35mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=95, NSMD pad definition Appendix A
+Zynq-7000 BGA, NSMD pad definition Appendix A, 35x35mm, 1156 Ball, 34x34 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=95
 BGA 1156 1 RF1156
 0
 1156
 1156
 Package_BGA
 Xilinx_RF1157_RF1158
-Virtex-7 BGA, 34x34 grid, 35x35mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=305, NSMD pad definition Appendix A
+Virtex-7 BGA, NSMD pad definition Appendix A, 35x35mm, 1156 Ball, 34x34 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=305
 BGA 1156 1 RF1157 RF1158
 0
 1156
 1156
 Package_BGA
 Xilinx_RF1761
-Virtex-7 BGA, 42x42 grid, 42.5x42.5mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=306, NSMD pad definition Appendix A
+Virtex-7 BGA, NSMD pad definition Appendix A, 42.5x42.5mm, 1760 Ball, 42x42 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=306
 BGA 1760 1 RF1761
 0
 1760
 1760
 Package_BGA
 Xilinx_RF1930
-Virtex-7 BGA, 44x44 grid, 45x45mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=307, NSMD pad definition Appendix A
+Virtex-7 BGA, NSMD pad definition Appendix A, 45x45mm, 1924 Ball, 44x44 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=307
 BGA 1924 1 RF1930
 0
 1924
 1924
 Package_BGA
 Xilinx_RFG676
-Zynq-7000 BGA, 26x26 grid, 27x27mm package, 1mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=93, NSMD pad definition Appendix A
+Zynq-7000 BGA, NSMD pad definition Appendix A, 27x27mm, 676 Ball, 26x26 Layout, 1mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=93
 BGA 676 1 RF676 RFG676
 0
 676
 676
 Package_BGA
 Xilinx_RS484
-Artix-7 BGA, 22x22 grid, 19x19mm package, 0.8mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=279, NSMD pad definition Appendix A
+Artix-7 BGA, NSMD pad definition Appendix A, 19x19mm, 484 Ball, 22x22 Layout, 0.8mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=279
 BGA 484 0.8 RS484
 0
 484
 484
 Package_BGA
 Xilinx_SBG484
-Artix-7 BGA, 22x22 grid, 19x19mm package, 0.8mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=270, NSMD pad definition Appendix A
+Artix-7 BGA, NSMD pad definition Appendix A, 19x19mm, 484 Ball, 22x22 Layout, 0.8mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug475_7Series_Pkg_Pinout.pdf#page=270
 BGA 484 0.8 SB484 SBG484 SBV484
 0
 484
 484
 Package_BGA
 Xilinx_SBG485
-Zynq-7000 BGA, 22x22 grid, 19x19mm package, 0.8mm pitch; https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=80, NSMD pad definition Appendix A
+Zynq-7000 BGA, NSMD pad definition Appendix A, 19x19mm, 484 Ball, 22x22 Layout, 0.8mm Pitch, https://www.xilinx.com/support/documentation/user_guides/ug865-Zynq-7000-Pkg-Pinout.pdf#page=80
 BGA 484 0.8 SBG485 SBV485
 0
 484
@@ -67396,6 +68789,27 @@ Analog LFCSP-UQ NoLead
 10
 10
 Package_CSP
+DiodesInc_GEA20_WLCSP-20_1.70x2.10mm_Layout4x5_P0.4mm
+Diodes Incorporated WLCSP-20, GEA20, 1.7x2.1mm, 20 Ball, 4x5 Layout, 0.4mm Pitch, https://www.diodes.com/assets/Package-Files/GEA20.pdf
+CSP 20 0.4
+0
+20
+20
+Package_CSP
+Efinix_WLCSP-64_3.5353x3.3753mm_Layout8x8_P0.4mm
+Efinix WLCSP, NSMD pad definition Page 60, 3.5353x3.3753mm, 64 Ball, 8x8 Layout, 0.4mm Pitch, https://www.efinixinc.com/docs/titanium-packaging-ug-v5.2.pdf
+CSP 64 0.4 64-ball WLCSP
+0
+64
+64
+Package_CSP
+Efinix_WLCSP-80_4.4567x3.5569mm_Layout10x8_P0.4mm
+WLCSP-80, NSMD pad definition Page 54, 4.4567x3.5569mm, 80 Ball, 10x8 Layout, 0.4mm Pitch, https://www.efinixinc.com/docs/trion-packaging-ug-v4.9.pdf
+CSP 80 0.4 80-ball WLCSP
+0
+80
+80
+Package_CSP
 LFCSP-6-1EP_2x2mm_P0.65mm_EP1x1.6mm
 LFCSP, 6 Pin (https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/lfcspcp/cp_6_3.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
 LFCSP NoLead
@@ -67757,7 +69171,7 @@ LFCSP-VQ-48-1EP_7x7mm_P0.5mm
 LFCSP VQ, 48 pin, exposed pad, 7x7mm body (http://www.analog.com/media/en/technical-documentation/data-sheets/AD7951.pdf, http://www.analog.com/en/design-center/packaging-quality-symbols-footprints/symbols-and-footprints/AD7951.html)
 LFCSP 48
 0
-49
+65
 49
 Package_CSP
 LFCSP-WD-8-1EP_3x3mm_P0.65mm_EP1.6x2.44mm
@@ -67789,7 +69203,7 @@ LFCSP-WD NoLead
 11
 Package_CSP
 Maxim_WLCSP-35_3.0x2.17mm_Layout7x5_P0.4mm_Ball0.27mm_Pad0.25mm
-WLCSP-35, 2.168x2.998mm, 35 Ball, 7x5 Layout, 0.4mm Pitch, https://pdfserv.maximintegrated.com/package_dwgs/21-100489.PDF
+WLCSP-35, 2.998x2.168mm, 35 Ball, 7x5 Layout, 0.4mm Pitch, https://pdfserv.maximintegrated.com/package_dwgs/21-100489.PDF
 CSP 35 0.4
 0
 35
@@ -67802,6 +69216,13 @@ CSP 15 0.4
 15
 15
 Package_CSP
+ST_WLCSP-12_1.70x1.42mm_P0.35mm_Stagger
+ST WLCSP-12, ST Die ID 443, 1.7x1.42mm, 12 Ball, Y-staggered 4x6 Layout, 0.35mm Pitch, https://www.st.com/resource/en/datasheet/stm32c011d6.pdf
+CSP 12 0.35
+0
+12
+12
+Package_CSP
 ST_WLCSP-18_1.86x2.14mm_P0.4mm_Stagger
 ST WLCSP-18, ST Die ID 466, 1.86x2.14mm, 18 Ball, X-staggered 7x5 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32g031y8.pdf
 CSP 18 0.4
@@ -67823,23 +69244,30 @@ CSP 25 0.4
 25
 25
 Package_CSP
+ST_WLCSP-25_2.33x2.24mm_Layout5x5_P0.4mm
+ST WLCSP-25, ST Die ID 474, 2.33x2.24mm, 25 Ball, 5x5 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32h503eb.pdf
+CSP 25 0.4
+0
+25
+25
+Package_CSP
 ST_WLCSP-25_Die425
-WLCSP-25, 5x5 raster, 2.097x2.493mm package, pitch 0.4mm; see section 7.6 of http://www.st.com/resource/en/datasheet/stm32l031f6.pdf
-BGA 25 0.4
+WLCSP-25, 2.097x2.493mm, 25 Ball, 5x5 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32l031f6.pdf#page=112
+CSP 25 0.4
 0
 25
 25
 Package_CSP
 ST_WLCSP-25_Die444
-WLCSP-25, 5x5 raster, 2.423x2.325mm package, pitch 0.4mm; see section 7.5 of http://www.st.com/resource/en/datasheet/stm32f031k6.pdf
-BGA 25 0.4
+WLCSP-25, 2.423x2.325mm, 25 Ball, 5x5 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f031k6.pdf#page=93
+CSP 25 0.4
 0
 25
 25
 Package_CSP
 ST_WLCSP-25_Die457
-WLCSP-25, 5x5 raster, 2.133x2.070mm package, pitch 0.4mm; see section 7.3 of http://www.st.com/resource/en/datasheet/stm32l011k3.pdf
-BGA 25 0.4
+WLCSP-25, 2.133x2.07mm, 25 Ball, 5x5 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32l011k3.pdf#page=100
+CSP 25 0.4
 0
 25
 25
@@ -67852,29 +69280,29 @@ CSP 36 0.4
 36
 Package_CSP
 ST_WLCSP-36_Die417
-WLCSP-36, 6x6 raster, 2.61x2.88mm package, pitch 0.4mm; see section 7.4 of http://www.st.com/resource/en/datasheet/stm32l052t8.pdf
-BGA 36 0.4
+WLCSP-36, 2.61x2.88mm, 36 Ball, 6x6 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32l052t8.pdf#page=123
+CSP 36 0.4
 0
 36
 36
 Package_CSP
 ST_WLCSP-36_Die440
-WLCSP-36, 6x6 raster, 2.605x2.703mm package, pitch 0.4mm; see section 7.5 of http://www.st.com/resource/en/datasheet/stm32f051t8.pdf
-BGA 36 0.4
+WLCSP-36, 2.605x2.703mm, 36 Ball, 6x6 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f051t8.pdf#page=103
+CSP 36 0.4
 0
 36
 36
 Package_CSP
 ST_WLCSP-36_Die445
-WLCSP-36, 6x6 raster, 2.605x2.703mm package, pitch 0.4mm; see section 7.3 of http://www.st.com/resource/en/datasheet/stm32f042k6.pdf
-BGA 36 0.4
+WLCSP-36, 2.605x2.703mm, 36 Ball, 6x6 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f042k6.pdf#page=96
+CSP 36 0.4
 0
 36
 36
 Package_CSP
 ST_WLCSP-36_Die458
-WLCSP-36, 6x6 raster, 2.553x2.579mm package, pitch 0.4mm; see section 7.1 of http://www.st.com/resource/en/datasheet/stm32f410t8.pdf
-BGA 36 0.4
+WLCSP-36, 2.553x2.579mm, 36 Ball, 6x6 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f410t8.pdf#page=119
+CSP 36 0.4
 0
 36
 36
@@ -67894,57 +69322,57 @@ CSP 49 0.4
 49
 Package_CSP
 ST_WLCSP-49_Die423
-WLCSP-49, 7x7 raster, 2.965x2.965mm package, pitch 0.4mm; see section 7.1 of http://www.st.com/resource/en/datasheet/stm32f401vc.pdf
-BGA 49 0.4
+WLCSP-49, 2.965x2.965mm, 49 Ball, 7x7 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f401vc.pdf#page=115
+CSP 49 0.4
 0
 49
 49
 Package_CSP
 ST_WLCSP-49_Die431
-WLCSP-49, 7x7 raster, 2.999x3.185mm package, pitch 0.4mm; see section 7.1 of http://www.st.com/resource/en/datasheet/stm32f411vc.pdf
-BGA 49 0.4
+WLCSP-49, 2.999x3.185mm, 49 Ball, 7x7 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f411vc.pdf#page=124
+CSP 49 0.4
 0
 49
 49
 Package_CSP
 ST_WLCSP-49_Die433
-WLCSP-49, 7x7 raster, 3.029x3.029mm package, pitch 0.4mm; see section 7.1.1 of http://www.st.com/resource/en/datasheet/stm32f401ce.pdf
-BGA 49 0.4
+WLCSP-49, 3.029x3.029mm, 49 Ball, 7x7 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f401ce.pdf#page=116
+CSP 49 0.4
 0
 49
 49
 Package_CSP
 ST_WLCSP-49_Die435
-WLCSP-49, 7x7 raster, 3.141x3.127mm package, pitch 0.4mm; see section 7.6 of http://www.st.com/resource/en/datasheet/DM00257211.pdf
-BGA 49 0.4
+WLCSP-49, 3.141x3.127mm, 49 Ball, 7x7 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/DM00257211.pdf#page=191
+CSP 49 0.4
 0
 49
 49
 Package_CSP
 ST_WLCSP-49_Die438
-WLCSP-49, 7x7 raster, 3.89x3.74mm package, pitch 0.5mm; see section 7.5 of http://www.st.com/resource/en/datasheet/stm32f303r8.pdf
-BGA 49 0.5
+WLCSP-49, 3.89x3.74mm, 49 Ball, 7x7 Layout, 0.5mm Pitch, http://www.st.com/resource/en/datasheet/stm32f303r8.pdf#page=112
+CSP 49 0.5
 0
 49
 49
 Package_CSP
 ST_WLCSP-49_Die439
-WLCSP-49, 7x7 raster, 3.417x3.151mm package, pitch 0.4mm; see section 7.1 of http://www.st.com/resource/en/datasheet/stm32f301r8.pdf
-BGA 49 0.4
+WLCSP-49, 3.417x3.151mm, 49 Ball, 7x7 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f301r8.pdf#page=117
+CSP 49 0.4
 0
 49
 49
 Package_CSP
 ST_WLCSP-49_Die447
-WLCSP-49, 7x7 raster, 3.294x3.258mm package, pitch 0.4mm; see section 7.6 of http://www.st.com/resource/en/datasheet/stm32l072kz.pdf
-BGA 49 0.4
+WLCSP-49, 3.294x3.258mm, 49 Ball, 7x7 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32l072kz.pdf#page=134
+CSP 49 0.4
 0
 49
 49
 Package_CSP
 ST_WLCSP-49_Die448
-WLCSP-49, 7x7 raster, 3.277x3.109mm package, pitch 0.4mm; see section 7.4 of http://www.st.com/resource/en/datasheet/stm32f071v8.pdf
-BGA 49 0.4
+WLCSP-49, 3.277x3.109mm, 49 Ball, 7x7 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f071v8.pdf#page=106
+CSP 49 0.4
 0
 49
 49
@@ -67956,9 +69384,16 @@ CSP 52 0.4
 52
 52
 Package_CSP
+ST_WLCSP-56_3.38x3.38mm_P0.4m_Stagger
+ST WLCSP-56, ST die ID 455, 3.38x3.38mm, 56 Ball, X-staggered 14x8 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32u535je.pdf
+CSP 56 0.4
+0
+56
+56
+Package_CSP
 ST_WLCSP-63_Die427
-WLCSP-63, 7x9 raster, 3.228x4.164mm package, pitch 0.4mm; see section 7.6 of http://www.st.com/resource/en/datasheet/stm32l151cc.pdf
-BGA 63 0.4
+WLCSP-63, 3.228x4.164mm, 63 Ball, 7x9 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32l151cc.pdf#page=125
+CSP 63 0.4
 0
 63
 63
@@ -67971,75 +69406,89 @@ CSP 64 0.4
 64
 Package_CSP
 ST_WLCSP-64_Die414
-WLCSP-64, 8x8 raster, 4.466x4.395mm package, pitch 0.5mm; see section 6.3 of http://www.st.com/resource/en/datasheet/stm32f103ze.pdf
-BGA 64 0.5
+WLCSP-64, 4.466x4.395mm, 64 Ball, 8x8 Layout, 0.5mm Pitch, http://www.st.com/resource/en/datasheet/stm32f103ze.pdf#page=120
+CSP 64 0.5
 0
 64
 64
 Package_CSP
 ST_WLCSP-64_Die427
-WLCSP-64, 8x8 raster, 4.539x4.911mm package, pitch 0.4mm; see section 7.5 of http://www.st.com/resource/en/datasheet/stm32l152zc.pdf
-BGA 64 0.4
+WLCSP-64, 4.539x4.911mm, 64 Ball, 8x8 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32l152zc.pdf#page=126
+CSP 64 0.4
 0
 64
 64
 Package_CSP
 ST_WLCSP-64_Die435
-WLCSP-64, 8x8 raster, 3.141x3.127mm package, pitch 0.35mm; see section 7.5 of http://www.st.com/resource/en/datasheet/DM00257211.pdf
-BGA 64 0.35
+WLCSP-64, 3.141x3.127mm, 64 Ball, 8x8 Layout, 0.35mm Pitch, http://www.st.com/resource/en/datasheet/DM00257211.pdf#page=188
+CSP 64 0.35
 0
 64
 64
 Package_CSP
 ST_WLCSP-64_Die436
-WLCSP-64, 8x8 raster, 4.539x4.911mm package, pitch 0.4mm; see section 7.5 of http://www.st.com/resource/en/datasheet/stm32l152zd.pdf
-BGA 64 0.4
+WLCSP-64, 4.539x4.911mm, 64 Ball, 8x8 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32l152zd.pdf#page=143
+CSP 64 0.4
 0
 64
 64
 Package_CSP
 ST_WLCSP-64_Die441
-WLCSP-64, 8x8 raster, 3.623x3.651mm package, pitch 0.4mm; see section 7.1 of http://www.st.com/resource/en/datasheet/DM00213872.pdf
-BGA 64 0.4
+WLCSP-64, 3.623x3.651mm, 64 Ball, 8x8 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/DM00213872.pdf#page=167
+CSP 64 0.4
 0
 64
 64
 Package_CSP
 ST_WLCSP-64_Die442
-WLCSP-64, 8x8 raster, 3.347x3.585mm package, pitch 0.4mm; see section 7.4 of http://www.st.com/resource/en/datasheet/stm32f091vb.pdf
-BGA 64 0.4
+WLCSP-64, 3.347x3.585mm, 64 Ball, 8x8 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f091vb.pdf#page=109
+CSP 64 0.4
 0
 64
 64
 Package_CSP
 ST_WLCSP-64_Die462
-WLCSP-64, 8x8 raster, 3.357x3.657mm package, pitch 0.4mm; see section 7.5 of http://www.st.com/resource/en/datasheet/DM00340475.pdf
-BGA 64 0.4
+WLCSP-64, 3.357x3.657mm, 64 Ball, 8x8 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/DM00340475.pdf#page=189
+CSP 64 0.4
 0
 64
 64
 Package_CSP
 ST_WLCSP-66_Die411
-WLCSP-66, 9x9 raster, 3.639x3.971mm package, pitch 0.4mm; see section 7.2 of http://www.st.com/resource/en/datasheet/stm32f207vg.pdf
-BGA 66 0.4
+WLCSP-66, 3.639x3.971mm, 66 Ball, 9x9 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f207vg.pdf#page=154
+CSP 66 0.4
 0
 66
 66
 Package_CSP
 ST_WLCSP-66_Die432
-WLCSP-66, 8x9 raster, 3.767x4.229mm package, pitch 0.4mm; see section 7.2 of http://www.st.com/resource/en/datasheet/stm32f378vc.pdf
-BGA 66 0.4
+WLCSP-66, 3.767x4.229mm, 66 Ball, 8x9 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f378vc.pdf#page=114
+CSP 66 0.4
 0
 66
 66
 Package_CSP
+ST_WLCSP-72_3.38x3.38mm_P0.35m_Stagger
+ST WLCSP-72, ST die ID 455, 3.38x3.38mm, 72 Ball, X-staggered 16x9 Layout, 0.35mm Pitch, https://www.st.com/resource/en/datasheet/stm32u535je.pdf
+CSP 72 0.35
+0
+72
+72
+Package_CSP
 ST_WLCSP-72_Die415
-WLCSP-72, 9x9 raster, 4.4084x3.7594mm package, pitch 0.4mm; see section 7.5 of http://www.st.com/resource/en/datasheet/stm32l476me.pdf
-BGA 72 0.4
+WLCSP-72, 4.4084x3.7594mm, 72 Ball, 9x9 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32l476me.pdf#page=255
+CSP 72 0.4
 0
 72
 72
 Package_CSP
+ST_WLCSP-80_3.50x3.27mm_P0.35mm_Stagger
+ST WLCSP-80, ST die ID 484, 3.5x3.27mm, 80 Ball, Y-staggered 10x16 Layout, 0.35mm Pitch, https://www.st.com/resource/en/datasheet/stm32h563mi.pdf
+CSP 80 0.35
+0
+80
+80
+Package_CSP
 ST_WLCSP-81_4.02x4.27mm_Layout9x9_P0.4mm
 ST WLCSP-81, ST die ID 469, 4.02x4.27mm, 81 Ball, 9x9 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32g483me.pdf
 CSP 81 0.4
@@ -68055,22 +69504,22 @@ CSP 81 0.4
 81
 Package_CSP
 ST_WLCSP-81_Die415
-WLCSP-81, 9x9 raster, 4.4084x3.7594mm package, pitch 0.4mm; see section 7.4 of http://www.st.com/resource/en/datasheet/stm32l476me.pdf
-BGA 81 0.4
+WLCSP-81, 4.4084x3.7594mm, 81 Ball, 9x9 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32l476me.pdf#page=252
+CSP 81 0.4
 0
 81
 81
 Package_CSP
 ST_WLCSP-81_Die421
-WLCSP-81, 9x9 raster, 3.693x3.815mm package, pitch 0.4mm; see section 7.6 of http://www.st.com/resource/en/datasheet/stm32f446ze.pdf
-BGA 81 0.4
+WLCSP-81, 3.693x3.815mm, 81 Ball, 9x9 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f446ze.pdf#page=192
+CSP 81 0.4
 0
 81
 81
 Package_CSP
 ST_WLCSP-81_Die463
-WLCSP-81, 9x9 raster, 4.039x3.951mm package, pitch 0.4mm; see section 7.1 of http://www.st.com/resource/en/datasheet/DM00282249.pdf
-BGA 81 0.4
+WLCSP-81, 4.039x3.951mm, 81 Ball, 9x9 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/DM00282249.pdf#page=175
+CSP 81 0.4
 0
 81
 81
@@ -68083,8 +69532,8 @@ CSP 90 0.4
 90
 Package_CSP
 ST_WLCSP-90_Die413
-WLCSP-90, 10x9 raster, 4.223x3.969mm package, pitch 0.4mm; see section 6.1 of http://www.st.com/resource/en/datasheet/stm32f405og.pdf
-BGA 90 0.4
+WLCSP-90, 4.223x3.969mm, 90 Ball, 10x9 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f405og.pdf#page=164
+CSP 90 0.4
 0
 90
 90
@@ -68104,36 +69553,36 @@ CSP 100 0.4
 100
 Package_CSP
 ST_WLCSP-100_Die422
-WLCSP-100, 10x10 raster, 4.201x4.663mm package, pitch 0.4mm; see section 7.4 of http://www.st.com/resource/en/datasheet/stm32f302vc.pdf
-BGA 100 0.4
+WLCSP-100, 4.201x4.663mm, 100 Ball, 10x10 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f302vc.pdf#page=133
+CSP 100 0.4
 0
 100
 100
 Package_CSP
 ST_WLCSP-100_Die446
-WLCSP-100, 10x10 raster, 4.775x5.041mm package, pitch 0.4mm; see section 7.5 of http://www.st.com/resource/en/datasheet/stm32f303zd.pdf
-BGA 100 0.4
+WLCSP-100, 4.775x5.041mm, 100 Ball, 10x10 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f303zd.pdf#page=162
+CSP 100 0.4
 0
 100
 100
 Package_CSP
 ST_WLCSP-100_Die452
-WLCSP-100, 10x10 raster, 4.201x4.663mm package, pitch 0.4mm; see section 7.7 of http://www.st.com/resource/en/datasheet/DM00330506.pdf
-BGA 100 0.4
+WLCSP-100, 4.201x4.663mm, 100 Ball, 10x10 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/DM00330506.pdf#page=218
+CSP 100 0.4
 0
 100
 100
 Package_CSP
 ST_WLCSP-100_Die461
-WLCSP-100, 10x10 raster, 4.618x4.142mm package, pitch 0.4mm; see section 7.5 of http://www.st.com/resource/en/datasheet/DM00284211.pdf
-BGA 100 0.4
+WLCSP-100, 4.618x4.142mm, 100 Ball, 10x10 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/DM00284211.pdf#page=259
+CSP 100 0.4
 0
 100
 100
 Package_CSP
 ST_WLCSP-104_Die437
-WLCSP-104, 9x12 raster, 4.095x5.094mm package, pitch 0.4mm; see section 7.5 of http://www.st.com/resource/en/datasheet/stm32l152ze.pdf
-BGA 104 0.4
+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
 0
 104
 104
@@ -68160,26 +69609,33 @@ CSP 132 0.35
 132
 Package_CSP
 ST_WLCSP-143_Die419
-WLCSP-143, 11x13 raster, 4.521x5.547mm package, pitch 0.4mm; see section 7.2 of http://www.st.com/resource/en/datasheet/stm32f429ng.pdf
-BGA 143 0.4
+WLCSP-143, 4.521x5.547mm, 143 Ball, 11x13 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f429ng.pdf#page=203
+CSP 143 0.4
 0
 143
 143
 Package_CSP
 ST_WLCSP-143_Die449
-WLCSP-143, 11x13 raster, 4.539x5.849mm package, pitch 0.4mm; see section 6.3 of http://www.st.com/resource/en/datasheet/stm32f746zg.pdf
-BGA 143 0.4
+WLCSP-143, 4.539x5.849mm, 143 Ball, 11x13 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f746zg.pdf#page=202
+CSP 143 0.4
 0
 143
 143
 Package_CSP
 ST_WLCSP-144_Die470
-WLCSP-144, 12x12 raster, 5.24x5.24mm package, pitch 0.4mm; see section 7.4 of http://www.st.com/resource/en/datasheet/DM00366448.pdf
-BGA 144 0.4
+WLCSP-144, 5.24x5.24mm, 144 Ball, 12x12 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/DM00366448.pdf#page=295
+CSP 144 0.4
 0
 144
 144
 Package_CSP
+ST_WLCSP-150_5.38x5.47mm_P0.4m_Stagger
+ST WLCSP-150, ST die ID 481, 5.38x5.47mm, 150 Ball, Y-staggered 13x23 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32u595zj.pdf
+CSP 150 0.4
+0
+150
+150
+Package_CSP
 ST_WLCSP-156_4.96x4.64mm_Layout13x12_P0.35mm
 ST WLCSP-156, ST die ID 450, 4.96x4.64mm, 156 Ball, 13x12 Layout, 0.35mm Pitch, https://www.st.com/resource/en/datasheet/stm32h747xi.pdf
 CSP 156 0.35
@@ -68188,19 +69644,33 @@ CSP 156 0.35
 156
 Package_CSP
 ST_WLCSP-168_Die434
-WLCSP-168, 12x14 raster, 4.891x5.692mm package, pitch 0.4mm; see section 6.3 of http://www.st.com/resource/en/datasheet/stm32f469ni.pdf
-BGA 168 0.4
+WLCSP-168, 4.891x5.692mm, 168 Ball, 12x14 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32f469ni.pdf#page=198
+CSP 168 0.4
 0
 168
 168
 Package_CSP
 ST_WLCSP-180_Die451
-WLCSP-180, 13x14 raster, 5.537x6.095mm package, pitch 0.4mm; see section 6.6 of http://www.st.com/resource/en/datasheet/DM00273119.pdf
-BGA 180 0.4
+WLCSP-180, 5.537x6.095mm, 180 Ball, 13x14 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/DM00273119.pdf#page=240
+CSP 180 0.4
 0
 180
 180
 Package_CSP
+ST_WLCSP-208_5.8x5.6mm_P0.35_Stagger
+ST WLCSP-208, ST die ID 476, 5.8x5.6mm, 208 Ball, X-staggered 26x16 Layout, 0.35mm Pitch, https://www.st.com/resource/en/datasheet/stm32u5f9bj.pdf
+CSP 208 0.35
+0
+208
+208
+Package_CSP
+ST_WLCSP-208_5.38x5.47mm_P0.35mm_Stagger
+ST WLCSP-208, ST die ID 481, 5.38x5.47mm, 208 Ball, X-staggered 26x16 Layout, 0.35mm Pitch, https://www.st.com/resource/en/datasheet/stm32u5a5aj.pdf
+CSP 208 0.35
+0
+208
+208
+Package_CSP
 WLCSP-4-X1-WLB0909-4_0.89x0.89mm_P0.5mm
 X1-WLB0909, 0.89x0.89mm, 4 Ball, 2x2 Layout, 0.5mm Pitch, https://www.diodes.com/assets/Datasheets/AP22913.pdf
 CSP 4 0.5
@@ -68230,7 +69700,7 @@ WLCSP WLCSP-8 XFBGA XFBGA-8  CSP BGA Chip-Scale Glass-Top
 8
 Package_CSP
 WLCSP-8_1.551x2.284mm_P0.5mm
-WLCSP-8, 2.284x1.551mm, 8 Ball, 2x4 Layout, 0.5mm Pitch, https://www.adestotech.com/wp-content/uploads/AT25SL321_112.pdf#page=75
+WLCSP-8, 1.551x2.284mm, 8 Ball, 2x4 Layout, 0.5mm Pitch, https://www.adestotech.com/wp-content/uploads/AT25SL321_112.pdf#page=75
 CSP 8 0.5
 0
 8
@@ -68244,7 +69714,7 @@ BMM150 WLCSP
 12
 Package_CSP
 WLCSP-12_1.403x1.555mm_P0.4mm_Stagger
-WLCSP-12, 6x4 raster staggered array, 1.403x1.555mm package, pitch 0.4mm; http://ww1.microchip.com/downloads/en/devicedoc/atmel-8235-8-bit-avr-microcontroller-attiny20_datasheet.pdf#page=208
+WLCSP-12, staggered array, 1.403x1.555mm, 12 Ball, 6x4 Layout, 0.2x0.346333mm Pitch, http://ww1.microchip.com/downloads/en/devicedoc/atmel-8235-8-bit-avr-microcontroller-attiny20_datasheet.pdf#page=208
 CSP 12 0.2x0.346333
 0
 12
@@ -68258,7 +69728,7 @@ CSP 16 0.35
 16
 Package_CSP
 WLCSP-16_2.225x2.17mm_P0.5mm
-WLCSP-16 2.225x2.17mm, 2.17x2.225mm, 16 Ball, 4x4 Layout, 0.5mm Pitch, https://ww1.microchip.com/downloads/en/DeviceDoc/16B_WLCSP_CS_C04-06036c.pdf
+WLCSP-16 2.225x2.17mm, 2.225x2.17mm, 16 Ball, 4x4 Layout, 0.5mm Pitch, https://ww1.microchip.com/downloads/en/DeviceDoc/16B_WLCSP_CS_C04-06036c.pdf
 CSP 16 0.5
 0
 16
@@ -68341,6 +69811,13 @@ QFN 0.95
 6
 5
 Package_DFN_QFN
+AO_AOZ666xDI_DFN-8-1EP_3x3mm_P0.65mm_EP1.25x2.7mm
+AO AOZ666xDI DFN, 8 Pin (https://aosmd.com/res/data_sheets/AOZ6663DI-01.pdf#page=15), generated with kicad-footprint-generator ipc_noLead_generator.py
+AO DFN NoLead
+0
+13
+9
+Package_DFN_QFN
 AO_DFN-8-1EP_5.55x5.2mm_P1.27mm_EP4.12x4.6mm
 DD Package; 8-Lead Plastic DFN (5.55mm x 5.2mm), Pin 5-8 connected to EP (http://www.aosmd.com/res/packaging_information/DFN5x6_8L_EP1_P.pdf)
 dfn 
@@ -68433,15 +69910,8 @@ DFN 0.4
 6
 Package_DFN_QFN
 DFN-8-1EP_2x2mm_P0.5mm_EP0.6x1.2mm
-DFN, 8 Pin (https://www.qorvo.com/products/d/da001879), generated with kicad-footprint-generator ipc_noLead_generator.py
-DFN NoLead
-0
-11
-9
-Package_DFN_QFN
-DFN-8-1EP_2x2mm_P0.5mm_EP0.7x1.3mm
-DFN, 8 Pin (https://www.onsemi.com/pub/Collateral/NUF4401MN-D.PDF#page=6), generated with kicad-footprint-generator ipc_noLead_generator.py
-DFN NoLead
+DFN, 8 Pin (https://www.onsemi.com/pub/Collateral/506AQ.PDF), generated with kicad-footprint-generator ipc_noLead_generator.py
+DFN NoLead 506AQ
 0
 13
 9
@@ -68516,6 +69986,13 @@ DFN NoLead
 13
 9
 Package_DFN_QFN
+DFN-8-1EP_3x2mm_P0.5mm_EP1.7x1.6mm
+DFN, 8 Pin (https://www.monolithicpower.com/en/documentview/productdocument/index/version/2/document_type/Datasheet/lang/en/sku/MP8904DD/document_id/1244/), generated with kicad-footprint-generator ipc_noLead_generator.py
+DFN NoLead
+0
+13
+9
+Package_DFN_QFN
 DFN-8-1EP_3x2mm_P0.5mm_EP1.36x1.46mm
 8-Lead Plastic Dual Flat, No Lead Package (8MA2) - 2x3x0.6 mm Body (http://ww1.microchip.com/downloads/en/DeviceDoc/20005010F.pdf)
 DFN 0.5
@@ -68538,14 +70015,14 @@ DFN 0.45
 9
 Package_DFN_QFN
 DFN-8-1EP_3x3mm_P0.5mm_EP1.65x2.38mm
-DFN, 8 Pin (https://www.analog.com/media/en/technical-documentation/data-sheets/4320fb.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+DFN, 8 Pin (https://www.analog.com/media/en/technical-documentation/data-sheets/4320fb.pdf#page=10), generated with kicad-footprint-generator ipc_noLead_generator.py
 DFN NoLead
 0
 10
 9
 Package_DFN_QFN
 DFN-8-1EP_3x3mm_P0.5mm_EP1.65x2.38mm_ThermalVias
-DFN, 8 Pin (https://www.analog.com/media/en/technical-documentation/data-sheets/4320fb.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+DFN, 8 Pin (https://www.analog.com/media/en/technical-documentation/data-sheets/4320fb.pdf#page=10), generated with kicad-footprint-generator ipc_noLead_generator.py
 DFN NoLead
 0
 20
@@ -68558,6 +70035,13 @@ DFN 0.5
 13
 9
 Package_DFN_QFN
+DFN-8-1EP_3x3mm_P0.65mm_EP1.5x2.25mm
+DFN, 8 Pin (https://www.diodes.com/assets/Package-Files/U-DFN3030-8-Type-E.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+DFN NoLead
+0
+13
+9
+Package_DFN_QFN
 DFN-8-1EP_3x3mm_P0.65mm_EP1.7x2.05mm
 DFN, 8 Pin (http://www.ixysic.com/home/pdfs.nsf/www/IX4426-27-28.pdf/$file/IX4426-27-28.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
 DFN NoLead
@@ -68649,6 +70133,20 @@ DFN 0.5
 15
 11
 Package_DFN_QFN
+DFN-10-1EP_3x3mm_P0.5mm_EP1.58x2.35mm
+DFN, 10 Pin (https://ww1.microchip.com/downloads/aemDocuments/documents/OTH/ProductDocuments/DataSheets/22005b.pdf#page=24), generated with kicad-footprint-generator ipc_noLead_generator.py
+DFN NoLead
+0
+15
+11
+Package_DFN_QFN
+DFN-10-1EP_3x3mm_P0.5mm_EP1.58x2.35mm_ThermalVias
+DFN, 10 Pin (https://ww1.microchip.com/downloads/aemDocuments/documents/OTH/ProductDocuments/DataSheets/22005b.pdf#page=24), generated with kicad-footprint-generator ipc_noLead_generator.py
+DFN NoLead
+0
+20
+11
+Package_DFN_QFN
 DFN-10-1EP_3x3mm_P0.5mm_EP1.65x2.38mm
 DFN, 10 Pin (https://www.analog.com/media/en/technical-documentation/data-sheets/3471fb.pdf#page=15), generated with kicad-footprint-generator ipc_noLead_generator.py
 DFN NoLead
@@ -68705,6 +70203,20 @@ DFN 0.5
 17
 13
 Package_DFN_QFN
+DFN-12-1EP_3x3mm_P0.45mm_EP1.65x2.38mm
+DFN, 12 Pin (https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/ltc-legacy-dfn/DFN_12_05-08-1725.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+DFN NoLead
+0
+17
+13
+Package_DFN_QFN
+DFN-12-1EP_3x3mm_P0.45mm_EP1.65x2.38mm_ThermalVias
+DFN, 12 Pin (https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/ltc-legacy-dfn/DFN_12_05-08-1725.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+DFN NoLead
+0
+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
@@ -68761,15 +70273,8 @@ DFN 0.5
 23
 15
 Package_DFN_QFN
-DFN-14-1EP_4x4mm_P0.5mm_EP2.86x3.6mm
-DFN14, 4x4, 0.5P; CASE 506CM (see ON Semiconductor 506CM.PDF)
-DFN 0.5
-0
-23
-15
-Package_DFN_QFN
 DFN-14_1.35x3.5mm_P0.5mm
-DFN, 14 Pin (https://m.littelfuse.com/~/media/electronics/datasheets/tvs_diode_arrays/littelfuse_tvs_diode_array_sp3012_datasheet.pdf.pdf#page=7), generated with kicad-footprint-generator ipc_noLead_generator.py
+DFN, 14 Pin (https://m.littelfuse.com/media?resourcetype=datasheets&itemid=9fbe09c9-efee-4022-a889-ca0005cd9b07&filename=littelfuse-tvs-diode-array-sp3012-datasheet#page=5), generated with kicad-footprint-generator ipc_noLead_generator.py
 DFN NoLead
 0
 14
@@ -69090,6 +70595,20 @@ MLPQ- 0.65
 21
 17
 Package_DFN_QFN
+MPS_QFN-12_2x2mm_P0.4mm
+MPS  QFN, 12 Pin (https://www.monolithicpower.com/en/documentview/productdocument/index/version/2/document_type/Datasheet/lang/en/sku/MP5087A#page24), generated with kicad-footprint-generator ipc_noLead_generator.py
+MPS QFN NoLead
+0
+12
+12
+Package_DFN_QFN
+Maxim_FC2QFN-14_2.5x2.5mm_P0.5mm
+14-FC2QFN, 14/12 Pin, https://pdfserv.maximintegrated.com/land_patterns/90-100127.PDF
+FC2QFN NoLead
+0
+12
+12
+Package_DFN_QFN
 Maxim_TDFN-6-1EP_3x3mm_P0.95mm_EP1.5x2.3mm
 Maxim  TDFN, 6 Pin (https://www.analog.com/media/en/technical-documentation/data-sheets/MAX4460-MAX4462.pdf#page=19, https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/tdfn-ep/21-0137.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
 Maxim TDFN NoLead
@@ -69097,6 +70616,20 @@ Maxim TDFN NoLead
 11
 7
 Package_DFN_QFN
+Maxim_TDFN-12-1EP_3x3mm_P0.5mm_EP1.7x2.5mm
+Maxim TDFN, 12 Pin (https://www.analog.com/media/en/package-pcb-resources/land-pattern/tdfn/90-0397.pdf)
+DFN NoLead
+0
+17
+13
+Package_DFN_QFN
+Maxim_TDFN-12-1EP_3x3mm_P0.5mm_EP1.7x2.5mm_ThermalVias
+Maxim TDFN, 12 Pin (https://www.analog.com/media/en/package-pcb-resources/land-pattern/tdfn/90-0397.pdf)
+DFN NoLead
+0
+23
+13
+Package_DFN_QFN
 Micrel_MLF-8-1EP_2x2mm_P0.5mm_EP0.6x1.2mm
 Micrel  MLF, 8 Pin (http://ww1.microchip.com/downloads/en/DeviceDoc/mic23050.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
 Micrel MLF NoLead
@@ -69223,6 +70756,20 @@ dfn udfn dual flat
 8
 8
 Package_DFN_QFN
+OnSemi_UDFN-14-1EP_4x4mm_P0.5mm_EP2.7x3.4mm
+OnSemi  UDFN, 14 Pin (https://www.onsemi.com/pub/Collateral/506CM.PDF), generated with kicad-footprint-generator ipc_noLead_generator.py
+OnSemi UDFN NoLead
+0
+24
+15
+Package_DFN_QFN
+OnSemi_UDFN-16-1EP_1.35x3.3mm_P0.4mm_EP0.4x2.8mm
+OnSemi  UDFN, 16 Pin (https://www.onsemi.com/pdf/datasheet/cm1624-d.pdf#page=7), generated with kicad-footprint-generator ipc_noLead_generator.py
+OnSemi UDFN NoLead
+0
+20
+17
+Package_DFN_QFN
 OnSemi_VCT-28_3.5x3.5mm_P0.4mm
 OnSemi  VCT, 28 Pin (http://www.onsemi.com/pub/Collateral/601AE.PDF), generated with kicad-footprint-generator ipc_noLead_generator.py
 OnSemi VCT NoLead
@@ -69860,6 +71407,20 @@ QFN NoLead
 48
 29
 Package_DFN_QFN
+QFN-28-1EP_5x5mm_P0.5mm_EP3.1x3.1mm
+QFN, 28 Pin (https://www.analog.com/media/en/technical-documentation/data-sheets/TMC2202_TMC2208_TMC2224_datasheet_rev1.14.pdf#page=77), generated with kicad-footprint-generator ipc_noLead_generator.py
+QFN NoLead
+0
+38
+29
+Package_DFN_QFN
+QFN-28-1EP_5x5mm_P0.5mm_EP3.1x3.1mm_ThermalVias
+QFN, 28 Pin (https://www.analog.com/media/en/technical-documentation/data-sheets/TMC2202_TMC2208_TMC2224_datasheet_rev1.14.pdf#page=77), generated with kicad-footprint-generator ipc_noLead_generator.py
+QFN NoLead
+0
+71
+29
+Package_DFN_QFN
 QFN-28-1EP_5x5mm_P0.5mm_EP3.35x3.35mm
 QFN, 28 Pin (http://ww1.microchip.com/downloads/en/PackagingSpec/00000049BQ.pdf#page=283), generated with kicad-footprint-generator ipc_noLead_generator.py
 QFN NoLead
@@ -70288,14 +71849,14 @@ QFN 0.65
 45
 Package_DFN_QFN
 QFN-48-1EP_5x5mm_P0.35mm_EP3.7x3.7mm
-QFN, 48 Pin (https://www.espressif.com/sites/default/files/documentation/esp32_datasheet_en.pdf#page=38), generated with kicad-footprint-generator ipc_noLead_generator.py
+QFN, 48 Pin (https://www.espressif.com/sites/default/files/documentation/esp32_datasheet_en.pdf#page=47), generated with kicad-footprint-generator ipc_noLead_generator.py
 QFN NoLead
 0
 58
 49
 Package_DFN_QFN
 QFN-48-1EP_5x5mm_P0.35mm_EP3.7x3.7mm_ThermalVias
-QFN, 48 Pin (https://www.espressif.com/sites/default/files/documentation/esp32_datasheet_en.pdf#page=38), generated with kicad-footprint-generator ipc_noLead_generator.py
+QFN, 48 Pin (https://www.espressif.com/sites/default/files/documentation/esp32_datasheet_en.pdf#page=47), generated with kicad-footprint-generator ipc_noLead_generator.py
 QFN NoLead
 0
 75
@@ -70875,6 +72436,20 @@ DFN 0.5 Qorvo 2x2mm
 9
 9
 Package_DFN_QFN
+Qorvo_TQFN66-48-1EP_6x6mm_P0.4mm_EP4.2x4.2mm
+Qorvo  TQFN66, 48 Pin (https://www.qorvo.com/products/d/da006847), generated with kicad-footprint-generator ipc_noLead_generator.py
+Qorvo TQFN66 NoLead
+0
+58
+49
+Package_DFN_QFN
+Qorvo_TQFN66-48-1EP_6x6mm_P0.4mm_EP4.2x4.2mm_ThermalVias
+Qorvo  TQFN66, 48 Pin (https://www.qorvo.com/products/d/da006847), generated with kicad-footprint-generator ipc_noLead_generator.py
+Qorvo TQFN66 NoLead
+0
+75
+49
+Package_DFN_QFN
 ROHM_DFN0604-3
 DFN package size 0604 3 pins
 DFN package size 0604 3 pins
@@ -70882,6 +72457,13 @@ DFN package size 0604 3 pins
 3
 3
 Package_DFN_QFN
+ST_UFDFPN-12-1EP_3x3mm_P0.5mm_EP1.4x2.55mm
+ST  UFDFPN, 12 Pin (https://www.st.com/resource/en/datasheet/st25dv04k.pdf#page=152), generated with kicad-footprint-generator ipc_noLead_generator.py
+ST UFDFPN NoLead
+0
+14
+13
+Package_DFN_QFN
 ST_UFQFPN-20_3x3mm_P0.5mm
 UFQFPN 20-lead, 3 x 3 mm, 0.5 mm pitch, ultra thin fine pitch quad flat package (http://www.st.com/resource/en/datasheet/stm8s003f3.pdf)
 UFQFPN 0.5
@@ -71323,62 +72905,104 @@ Texas_R-PUQFN-N12
 13
 12
 Package_DFN_QFN
-Texas_R-PWQFN-N28_EP2.1x3.1mm
-QFN, 28 Pin (http://www.ti.com/lit/ds/symlink/tps51363.pdf#page=29), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
+Texas_RGC0064B_VQFN-64-1EP_9x9mm_P0.5mm_EP4.25x4.25mm
+Texas RGC0064B VQFN, 64 Pin (http://www.ti.com/lit/ds/symlink/msp430f5217.pdf#page=122), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
 0
-33
-29
+69
+65
 Package_DFN_QFN
-Texas_R-PWQFN-N28_EP2.1x3.1mm_ThermalVias
-QFN, 28 Pin (http://www.ti.com/lit/ds/symlink/tps51363.pdf#page=29), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
+Texas_RGC0064B_VQFN-64-1EP_9x9mm_P0.5mm_EP4.25x4.25mm_ThermalVias
+Texas RGC0064B VQFN, 64 Pin (http://www.ti.com/lit/ds/symlink/msp430f5217.pdf#page=122), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
 0
-43
-29
+127
+65
 Package_DFN_QFN
-Texas_RGE0024C_EP2.1x2.1mm
-Texas  QFN, 24 Pin (http://www.ti.com/lit/ds/symlink/pca9548a.pdf#page=37), generated with kicad-footprint-generator ipc_noLead_generator.py
-Texas QFN NoLead
+Texas_RGE0024C_VQFN-24-1EP_4x4mm_P0.5mm_EP2.1x2.1mm
+Texas RGE0024C VQFN, 24 Pin (http://www.ti.com/lit/ds/symlink/pca9548a.pdf#page=37), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
 0
 29
 25
 Package_DFN_QFN
-Texas_RGE0024C_EP2.1x2.1mm_ThermalVias
-Texas  QFN, 24 Pin (http://www.ti.com/lit/ds/symlink/pca9548a.pdf#page=37), generated with kicad-footprint-generator ipc_noLead_generator.py
-Texas QFN NoLead
+Texas_RGE0024C_VQFN-24-1EP_4x4mm_P0.5mm_EP2.1x2.1mm_ThermalVias
+Texas RGE0024C VQFN, 24 Pin (http://www.ti.com/lit/ds/symlink/pca9548a.pdf#page=37), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
 0
 39
 25
 Package_DFN_QFN
-Texas_RGE0024H_EP2.7x2.7mm
-Texas  QFN, 24 Pin (http://www.ti.com/lit/ds/symlink/tlc5971.pdf#page=39), generated with kicad-footprint-generator ipc_noLead_generator.py
-Texas QFN NoLead
+Texas_RGE0024H_VQFN-24-1EP_4x4mm_P0.5mm_EP2.7x2.7mm
+Texas RGE0024H VQFN, 24 Pin (http://www.ti.com/lit/ds/symlink/tlc5971.pdf#page=40), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
 0
 29
 25
 Package_DFN_QFN
-Texas_RGE0024H_EP2.7x2.7mm_ThermalVias
-Texas  QFN, 24 Pin (http://www.ti.com/lit/ds/symlink/tlc5971.pdf#page=39), generated with kicad-footprint-generator ipc_noLead_generator.py
-Texas QFN NoLead
+Texas_RGE0024H_VQFN-24-1EP_4x4mm_P0.5mm_EP2.7x2.7mm_ThermalVias
+Texas RGE0024H VQFN, 24 Pin (http://www.ti.com/lit/ds/symlink/tlc5971.pdf#page=40), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
 0
 39
 25
 Package_DFN_QFN
-Texas_RGV_S-PVQFN-N16_EP2.1x2.1mm
-QFN, 16 Pin (http://www.ti.com/lit/ds/symlink/ina3221.pdf#page=44), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
+Texas_RGP0020D_VQFN-20-1EP_4x4mm_P0.5mm_EP2.7x2.7mm
+Texas RGP0020D VQFN, 20 Pin (http://www.ti.com/lit/ds/symlink/drv8662.pdf#page=25), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+25
+21
+Package_DFN_QFN
+Texas_RGP0020D_VQFN-20-1EP_4x4mm_P0.5mm_EP2.7x2.7mm_ThermalVias
+Texas RGP0020D VQFN, 20 Pin (http://www.ti.com/lit/ds/symlink/drv8662.pdf#page=25), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+35
+21
+Package_DFN_QFN
+Texas_RGP0020H_VQFN-20-1EP_4x4mm_P0.5mm_EP2.4x2.4mm
+Texas RGP0020H VQFN, 20 Pin (http://www.ti.com/lit/ds/symlink/cc1101.pdf#page=101), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+25
+21
+Package_DFN_QFN
+Texas_RGP0020H_VQFN-20-1EP_4x4mm_P0.5mm_EP2.4x2.4mm_ThermalVias
+Texas RGP0020H VQFN, 20 Pin (http://www.ti.com/lit/ds/symlink/cc1101.pdf#page=101), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+35
+21
+Package_DFN_QFN
+Texas_RGV0016A_VQFN-16-1EP_4x4mm_P0.65mm_EP2.1x2.1mm
+Texas RGV0016A VQFN, 16 Pin (http://www.ti.com/lit/ds/symlink/ina3221.pdf#page=44), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
 0
 21
 17
 Package_DFN_QFN
-Texas_RGV_S-PVQFN-N16_EP2.1x2.1mm_ThermalVias
-QFN, 16 Pin (http://www.ti.com/lit/ds/symlink/ina3221.pdf#page=44), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
+Texas_RGV0016A_VQFN-16-1EP_4x4mm_P0.65mm_EP2.1x2.1mm_ThermalVias
+Texas RGV0016A VQFN, 16 Pin (http://www.ti.com/lit/ds/symlink/ina3221.pdf#page=44), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
 0
 31
 17
 Package_DFN_QFN
+Texas_RGW0020A_VQFN-20-1EP_5x5mm_P0.65mm_EP3.15x3.15mm
+Texas RGW0020A VQFN, 20 Pin (https://www.ti.com/lit/ds/symlink/tps7a47.pdf#page=29), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+25
+21
+Package_DFN_QFN
+Texas_RGW0020A_VQFN-20-1EP_5x5mm_P0.65mm_EP3.15x3.15mm_ThermalVias
+Texas RGW0020A VQFN, 20 Pin (https://www.ti.com/lit/ds/symlink/tps7a47.pdf#page=29), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+47
+21
+Package_DFN_QFN
 Texas_RGY_R-PVQFN-N16_EP2.05x2.55mm
 QFN, 16 Pin (https://www.ti.com/lit/ds/symlink/ts5v330.pdf#page=28)
 QFN NoLead
@@ -71421,6 +73045,104 @@ QFN NoLead
 36
 25
 Package_DFN_QFN
+Texas_RGZ0048A_VQFN-48-1EP_7x7mm_P0.5mm_EP5.15x5.15mm
+Texas RGZ0048A VQFN, 48 Pin (http://www.ti.com/lit/ds/symlink/msp430f5232.pdf#page=113), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+65
+49
+Package_DFN_QFN
+Texas_RGZ0048A_VQFN-48-1EP_7x7mm_P0.5mm_EP5.15x5.15mm_ThermalVias
+Texas RGZ0048A VQFN, 48 Pin (http://www.ti.com/lit/ds/symlink/msp430f5232.pdf#page=113), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+111
+49
+Package_DFN_QFN
+Texas_RHA0040B_VQFN-40-1EP_6x6mm_P0.5mm_EP4.15x4.15mm
+Texas RHA0040B VQFN, 40 Pin (http://www.ti.com/lit/ds/symlink/msp430g2755.pdf#page=72 JEDEC MO-220 variation VJJD-2), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+50
+41
+Package_DFN_QFN
+Texas_RHA0040B_VQFN-40-1EP_6x6mm_P0.5mm_EP4.15x4.15mm_ThermalVias
+Texas RHA0040B VQFN, 40 Pin (http://www.ti.com/lit/ds/symlink/msp430g2755.pdf#page=72 JEDEC MO-220 variation VJJD-2), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+83
+41
+Package_DFN_QFN
+Texas_RHA0040D_VQFN-40-1EP_6x6mm_P0.5mm_EP2.9x2.9mm
+Texas RHA0040D VQFN, 40 Pin (http://www.ti.com/lit/ds/symlink/msp430fr5731.pdf#page=111 JEDEC MO-220 variation VJJD-2), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+45
+41
+Package_DFN_QFN
+Texas_RHA0040D_VQFN-40-1EP_6x6mm_P0.5mm_EP2.9x2.9mm_ThermalVias
+Texas RHA0040D VQFN, 40 Pin (http://www.ti.com/lit/ds/symlink/msp430fr5731.pdf#page=111 JEDEC MO-220 variation VJJD-2), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+55
+41
+Package_DFN_QFN
+Texas_RHA0040E_VQFN-40-1EP_6x6mm_P0.5mm_EP3.52x2.62mm
+Texas RHA0040E VQFN, 40 Pin (http://www.ti.com/lit/ds/symlink/drv8308.pdf#page=57 JEDEC MO-220 variation VJJD-2), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+47
+41
+Package_DFN_QFN
+Texas_RHA0040E_VQFN-40-1EP_6x6mm_P0.5mm_EP3.52x2.62mm_ThermalVias
+Texas RHA0040E VQFN, 40 Pin (http://www.ti.com/lit/ds/symlink/drv8308.pdf#page=57 JEDEC MO-220 variation VJJD-2), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+60
+41
+Package_DFN_QFN
+Texas_RHA_VQFN-40-1EP_6x6mm_P0.5mm_EP4.6x4.6mm
+Texas RHA VQFN, 40 Pin (http://www.ti.com/lit/ds/symlink/dac7750.pdf#page=49), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+50
+41
+Package_DFN_QFN
+Texas_RHA_VQFN-40-1EP_6x6mm_P0.5mm_EP4.6x4.6mm_ThermalVias
+Texas RHA VQFN, 40 Pin (http://www.ti.com/lit/ds/symlink/dac7750.pdf#page=49), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+83
+41
+Package_DFN_QFN
+Texas_RHB0032E_VQFN-32-1EP_5x5mm_P0.5mm_EP3.45x3.45mm
+Texas RHB0032E VQFN, 32 Pin (http://www.ti.com/lit/ds/symlink/msp430f1122.pdf#page=54), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+42
+33
+Package_DFN_QFN
+Texas_RHB0032E_VQFN-32-1EP_5x5mm_P0.5mm_EP3.45x3.45mm_ThermalVias
+Texas RHB0032E VQFN, 32 Pin (http://www.ti.com/lit/ds/symlink/msp430f1122.pdf#page=54), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+59
+33
+Package_DFN_QFN
+Texas_RHH0036C_VQFN-36-1EP_6x6mm_P0.5mm_EP4.4x4.4mm
+Texas RHH0036C VQFN, 36 Pin (http://www.ti.com/lit/ds/slvsba5d/slvsba5d.pdf#page=37), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+46
+37
+Package_DFN_QFN
+Texas_RHH0036C_VQFN-36-1EP_6x6mm_P0.5mm_EP4.4x4.4mm_ThermalVias
+Texas RHH0036C VQFN, 36 Pin (http://www.ti.com/lit/ds/slvsba5d/slvsba5d.pdf#page=37), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+79
+37
+Package_DFN_QFN
 Texas_RJE0020A_VQFN-20-1EP_3x3mm_P0.45mm_EP0.675x0.76mm
 Texas RJE0020A VQFN, 20 Pin (https://www.ti.com/lit/ds/symlink/tps51396a.pdf#page=31), generated with kicad-footprint-generator ipc_noLead_generator.py
 Texas VQFN NoLead
@@ -71442,20 +73164,111 @@ ti vqfn-hr rnn0018a
 26
 18
 Package_DFN_QFN
-Texas_RUM0016A_EP2.6x2.6mm
-QFN, 16 Pin (http://www.ti.com/lit/ds/symlink/lmh0074.pdf#page=13), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
+Texas_RSA_VQFN-16-1EP_4x4mm_P0.65mm_EP2.7x2.7mm
+Texas RSA VQFN, 16 Pin (http://www.ti.com/lit/ds/symlink/msp430g2001.pdf#page=44), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+26
+17
+Package_DFN_QFN
+Texas_RSA_VQFN-16-1EP_4x4mm_P0.65mm_EP2.7x2.7mm_ThermalVias
+Texas RSA VQFN, 16 Pin (http://www.ti.com/lit/ds/symlink/msp430g2001.pdf#page=44), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+31
+17
+Package_DFN_QFN
+Texas_RSN_WQFN-32-1EP_4x4mm_P0.4mm_EP2.8x2.8mm
+Texas RSN WQFN, 32 Pin (https://www.ti.com/lit/ds/symlink/bq25703a.pdf#page=90), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas WQFN NoLead
+0
+37
+33
+Package_DFN_QFN
+Texas_RSN_WQFN-32-1EP_4x4mm_P0.4mm_EP2.8x2.8mm_ThermalVias
+Texas RSN WQFN, 32 Pin (https://www.ti.com/lit/ds/symlink/bq25703a.pdf#page=90), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas WQFN NoLead
+0
+47
+33
+Package_DFN_QFN
+Texas_RTE_WQFN-16-1EP_3x3mm_P0.5mm_EP1.2x0.8mm
+Texas RTE WQFN, 16 Pin (https://www.ti.com/lit/ds/symlink/tps43060.pdf#page=40), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas WQFN NoLead
 0
 21
 17
 Package_DFN_QFN
-Texas_RUM0016A_EP2.6x2.6mm_ThermalVias
-QFN, 16 Pin (http://www.ti.com/lit/ds/symlink/lmh0074.pdf#page=13), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
+Texas_RTE_WQFN-16-1EP_3x3mm_P0.5mm_EP1.2x0.8mm_ThermalVias
+Texas RTE WQFN, 16 Pin (https://www.ti.com/lit/ds/symlink/tps43060.pdf#page=40), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas WQFN NoLead
+0
+23
+17
+Package_DFN_QFN
+Texas_RTW_WQFN-24-1EP_4x4mm_P0.5mm_EP2.7x2.7mm
+Texas RTW WQFN, 24 Pin (http://www.ti.com/lit/ds/symlink/bq25601.pdf#page=54), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas WQFN NoLead
+0
+29
+25
+Package_DFN_QFN
+Texas_RTW_WQFN-24-1EP_4x4mm_P0.5mm_EP2.7x2.7mm_ThermalVias
+Texas RTW WQFN, 24 Pin (http://www.ti.com/lit/ds/symlink/bq25601.pdf#page=54), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas WQFN NoLead
+0
+39
+25
+Package_DFN_QFN
+Texas_RTY_WQFN-16-1EP_4x4mm_P0.65mm_EP2.1x2.1mm
+Texas RTY WQFN, 16 Pin (http://www.ti.com/lit/ds/symlink/drv8801.pdf#page=36 MO-220 variation VGGC), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas WQFN NoLead
+0
+21
+17
+Package_DFN_QFN
+Texas_RTY_WQFN-16-1EP_4x4mm_P0.65mm_EP2.1x2.1mm_ThermalVias
+Texas RTY WQFN, 16 Pin (http://www.ti.com/lit/ds/symlink/drv8801.pdf#page=36 MO-220 variation VGGC), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas WQFN NoLead
+0
+31
+17
+Package_DFN_QFN
+Texas_RUM0016A_WQFN-16-1EP_4x4mm_P0.65mm_EP2.6x2.6mm
+Texas RUM0016A WQFN, 16 Pin (http://www.ti.com/lit/ds/symlink/lmh0074.pdf#page=13), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas WQFN NoLead
+0
+21
+17
+Package_DFN_QFN
+Texas_RUM0016A_WQFN-16-1EP_4x4mm_P0.65mm_EP2.6x2.6mm_ThermalVias
+Texas RUM0016A WQFN, 16 Pin (http://www.ti.com/lit/ds/symlink/lmh0074.pdf#page=13), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas WQFN NoLead
 0
 31
 17
 Package_DFN_QFN
+Texas_RUN0010A_WQFN-10_2x2mm_P0.5mm
+Texas RUN0010A WQFN, 10 Pin (https://www.ti.com/lit/ds/symlink/tmp461.pdf#page=35), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas WQFN NoLead
+0
+10
+10
+Package_DFN_QFN
+Texas_RVE0028A_VQFN-28-1EP_3.5x4.5mm_P0.4mm_EP2.1x3.1mm
+Texas RVE0028A VQFN, 28 Pin (http://www.ti.com/lit/ds/symlink/tps51363.pdf#page=29), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+33
+29
+Package_DFN_QFN
+Texas_RVE0028A_VQFN-28-1EP_3.5x4.5mm_P0.4mm_EP2.1x3.1mm_ThermalVias
+Texas RVE0028A VQFN, 28 Pin (http://www.ti.com/lit/ds/symlink/tps51363.pdf#page=29), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VQFN NoLead
+0
+43
+29
+Package_DFN_QFN
 Texas_RWH0032A
 Texas Instruments, RWH0032A, 8x8x0.9mm (http://www.ti.com/lit/ds/snosd10c/snosd10c.pdf)
 ti rwh0032a
@@ -71470,6 +73283,13 @@ ti rwh0032a
 94
 33
 Package_DFN_QFN
+Texas_RWU0007A_VQFN-7_2x2mm_P0.5mm
+Texas  RWU0007A VQFN, 2x2mm, 7 Pin (https://www.ti.com/lit/ds/symlink/tps61022.pdf)
+Texas VQFN NoLead
+0
+13
+7
+Package_DFN_QFN
 Texas_S-PDSO-N10_EP1.2x2mm
 DFN, 10 Pin (http://www.ti.com/lit/ds/symlink/tps7a91.pdf#page=30), generated with kicad-footprint-generator ipc_noLead_generator.py
 DFN NoLead
@@ -71498,202 +73318,6 @@ Texas_S-PVQFN-N14_ThermalVias
 24
 15
 Package_DFN_QFN
-Texas_S-PVQFN-N16_EP2.7x2.7mm
-QFN, 16 Pin (http://www.ti.com/lit/ds/symlink/msp430g2001.pdf#page=43), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-26
-17
-Package_DFN_QFN
-Texas_S-PVQFN-N16_EP2.7x2.7mm_ThermalVias
-QFN, 16 Pin (http://www.ti.com/lit/ds/symlink/msp430g2001.pdf#page=43), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-31
-17
-Package_DFN_QFN
-Texas_S-PVQFN-N20_EP2.4x2.4mm
-QFN, 20 Pin (http://www.ti.com/lit/ds/symlink/cc1101.pdf#page=101), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-25
-21
-Package_DFN_QFN
-Texas_S-PVQFN-N20_EP2.4x2.4mm_ThermalVias
-QFN, 20 Pin (http://www.ti.com/lit/ds/symlink/cc1101.pdf#page=101), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-35
-21
-Package_DFN_QFN
-Texas_S-PVQFN-N20_EP2.7x2.7mm
-QFN, 20 Pin (http://www.ti.com/lit/ds/symlink/drv8662.pdf#page=23), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-25
-21
-Package_DFN_QFN
-Texas_S-PVQFN-N20_EP2.7x2.7mm_ThermalVias
-QFN, 20 Pin (http://www.ti.com/lit/ds/symlink/drv8662.pdf#page=23), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-35
-21
-Package_DFN_QFN
-Texas_S-PVQFN-N20_EP3.15x3.15mm
-QFN, 20 Pin (www.ti.com/lit/ds/symlink/tps7a7200.pdf#page=36), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-25
-21
-Package_DFN_QFN
-Texas_S-PVQFN-N20_EP3.15x3.15mm_ThermalVias
-QFN, 20 Pin (www.ti.com/lit/ds/symlink/tps7a7200.pdf#page=36), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-47
-21
-Package_DFN_QFN
-Texas_S-PVQFN-N24_EP2.1x2.1mm
-QFN, 24 Pin (http://www.ti.com/lit/ds/symlink/msp430fr5720.pdf#page=108), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-29
-25
-Package_DFN_QFN
-Texas_S-PVQFN-N24_EP2.1x2.1mm_ThermalVias
-QFN, 24 Pin (http://www.ti.com/lit/ds/symlink/msp430fr5720.pdf#page=108), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-39
-25
-Package_DFN_QFN
-Texas_S-PVQFN-N32_EP3.45x3.45mm
-QFN, 32 Pin (http://www.ti.com/lit/ds/symlink/msp430f1122.pdf#page=54), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-42
-33
-Package_DFN_QFN
-Texas_S-PVQFN-N32_EP3.45x3.45mm_ThermalVias
-QFN, 32 Pin (http://www.ti.com/lit/ds/symlink/msp430f1122.pdf#page=54), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-59
-33
-Package_DFN_QFN
-Texas_S-PVQFN-N36_EP4.4x4.4mm
-QFN, 36 Pin (http://www.ti.com/lit/ds/slvsba5d/slvsba5d.pdf#page=35), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-46
-37
-Package_DFN_QFN
-Texas_S-PVQFN-N36_EP4.4x4.4mm_ThermalVias
-QFN, 36 Pin (http://www.ti.com/lit/ds/slvsba5d/slvsba5d.pdf#page=35), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-79
-37
-Package_DFN_QFN
-Texas_S-PVQFN-N40_EP2.9x2.9mm
-QFN, 40 Pin (http://www.ti.com/lit/ds/symlink/msp430fr5731.pdf#page=111 JEDEC MO-220 variation VJJD-2), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-45
-41
-Package_DFN_QFN
-Texas_S-PVQFN-N40_EP2.9x2.9mm_ThermalVias
-QFN, 40 Pin (http://www.ti.com/lit/ds/symlink/msp430fr5731.pdf#page=111 JEDEC MO-220 variation VJJD-2), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-55
-41
-Package_DFN_QFN
-Texas_S-PVQFN-N40_EP3.52x2.62mm
-QFN, 40 Pin (http://www.ti.com/lit/ds/symlink/drv8308.pdf#page=56 JEDEC MO-220 variation VJJD-2), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-47
-41
-Package_DFN_QFN
-Texas_S-PVQFN-N40_EP3.52x2.62mm_ThermalVias
-QFN, 40 Pin (http://www.ti.com/lit/ds/symlink/drv8308.pdf#page=56 JEDEC MO-220 variation VJJD-2), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-60
-41
-Package_DFN_QFN
-Texas_S-PVQFN-N40_EP4.6x4.6mm
-QFN, 40 Pin (http://www.ti.com/lit/ds/symlink/dac7750.pdf#page=54), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-50
-41
-Package_DFN_QFN
-Texas_S-PVQFN-N40_EP4.6x4.6mm_ThermalVias
-QFN, 40 Pin (http://www.ti.com/lit/ds/symlink/dac7750.pdf#page=54), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-83
-41
-Package_DFN_QFN
-Texas_S-PVQFN-N40_EP4.15x4.15mm
-QFN, 40 Pin (http://www.ti.com/lit/ds/symlink/msp430g2755.pdf#page=70 JEDEC MO-220 variation VJJD-2), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-50
-41
-Package_DFN_QFN
-Texas_S-PVQFN-N40_EP4.15x4.15mm_ThermalVias
-QFN, 40 Pin (http://www.ti.com/lit/ds/symlink/msp430g2755.pdf#page=70 JEDEC MO-220 variation VJJD-2), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-83
-41
-Package_DFN_QFN
-Texas_S-PVQFN-N48_EP5.15x5.15mm
-QFN, 48 Pin (http://www.ti.com/lit/ds/symlink/msp430f5232.pdf#page=111), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-65
-49
-Package_DFN_QFN
-Texas_S-PVQFN-N48_EP5.15x5.15mm_ThermalVias
-QFN, 48 Pin (http://www.ti.com/lit/ds/symlink/msp430f5232.pdf#page=111), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-111
-49
-Package_DFN_QFN
-Texas_S-PVQFN-N64_EP4.25x4.25mm
-QFN, 64 Pin (http://www.ti.com/lit/ds/symlink/msp430f5217.pdf#page=120), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-69
-65
-Package_DFN_QFN
-Texas_S-PVQFN-N64_EP4.25x4.25mm_ThermalVias
-QFN, 64 Pin (http://www.ti.com/lit/ds/symlink/msp430f5217.pdf#page=120), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-127
-65
-Package_DFN_QFN
-Texas_S-PWQFN-N16_EP2.1x2.1mm
-QFN, 16 Pin (http://www.ti.com/lit/ds/symlink/drv8801.pdf#page=31 MO-220 variation VGGC), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-21
-17
-Package_DFN_QFN
-Texas_S-PWQFN-N16_EP2.1x2.1mm_ThermalVias
-QFN, 16 Pin (http://www.ti.com/lit/ds/symlink/drv8801.pdf#page=31 MO-220 variation VGGC), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-31
-17
-Package_DFN_QFN
 Texas_S-PWQFN-N20
 20-Pin Plastic Quad Flatpack No-Lead Package, Body 3.0x3.0x0.8mm, Texas Instruments (http://www.ti.com/lit/ds/symlink/tps22993.pdf)
 QFN 0.4
@@ -71701,34 +73325,6 @@ QFN 0.4
 24
 20
 Package_DFN_QFN
-Texas_S-PWQFN-N24_EP2.7x2.7mm
-QFN, 24 Pin (http://www.ti.com/lit/ds/symlink/bq25601.pdf#page=54), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-29
-25
-Package_DFN_QFN
-Texas_S-PWQFN-N24_EP2.7x2.7mm_ThermalVias
-QFN, 24 Pin (http://www.ti.com/lit/ds/symlink/bq25601.pdf#page=54), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-39
-25
-Package_DFN_QFN
-Texas_S-PWQFN-N32_EP2.8x2.8mm
-QFN, 32 Pin (https://www.ti.com/lit/ds/symlink/bq25703a.pdf#page=90), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-37
-33
-Package_DFN_QFN
-Texas_S-PWQFN-N32_EP2.8x2.8mm_ThermalVias
-QFN, 32 Pin (https://www.ti.com/lit/ds/symlink/bq25703a.pdf#page=90), generated with kicad-footprint-generator ipc_noLead_generator.py
-QFN NoLead
-0
-47
-33
-Package_DFN_QFN
 Texas_S-PWQFN-N100_EP5.5x5.5mm
 http://www.ti.com/general/docs/lit/getliterature.tsp?baseLiteratureNumber=szza059&fileType=pdf,http://www.ti.com/lit/ds/sllse76m/sllse76m.pdf
 MultiRow QFN
@@ -71792,19 +73388,12 @@ RHL0020A
 41
 21
 Package_DFN_QFN
-Texas_VSON-HR-8_1.5x2mm_P0.5mm
-Texas  VSON-HR, 8 Pin (http://www.ti.com/lit/ds/symlink/tps62823.pdf#page=29), generated with kicad-footprint-generator ipc_noLead_generator.py
-Texas VSON-HR NoLead
-0
-8
-8
-Package_DFN_QFN
-Texas_WQFN-10_2x2mm_P0.5mm
-Texas  WQFN, 10 Pin (https://www.ti.com/lit/ds/symlink/tmp461.pdf#page=35 (RUN0010A)), generated with kicad-footprint-generator ipc_noLead_generator.py
-Texas WQFN NoLead
+Texas_VQFN-RNR0011A-11
+RNR0011A, VQFN-11 (https://www.ti.com/lit/ds/symlink/tps61089.pdf#Page=27)
+TI RNR0011A
 0
-10
-10
+20
+11
 Package_DFN_QFN
 Texas_WQFN-MR-100_3x3-DapStencil
 http://www.ti.com/general/docs/lit/getliterature.tsp?baseLiteratureNumber=szza059&fileType=pdf,http://www.ti.com/general/docs/lit/getliterature.tsp?baseLiteratureNumber=mpqf258&fileType=pdf,http://www.ti.com/general/docs/lit/getliterature.tsp?baseLiteratureNumber=LPPD235&fileType=pdf
@@ -71827,6 +73416,20 @@ Texas X2QFN NoLead
 12
 12
 Package_DFN_QFN
+Texas_X2QFN-RUE-12_1.4x2mm_P0.4mm
+Texas  X2QFN-RUE, 12 Pin (https://www.ti.com/lit/ml/mpqf214b/mpqf214b.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas X2QFN-RUE NoLead
+0
+12
+12
+Package_DFN_QFN
+UDC-QFN-20-4EP_3x4mm_P0.5mm_EP0.41x0.25mm
+UDC QFN, 20 Pin, Exposed Pad Variation AB (https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/ltc-legacy-qfn/05081536_B_UDC20(AB).pdf), modifed from generated QFN-20-1EP_3x4mm_P0.5
+QFN NoLead
+0
+24
+24
+Package_DFN_QFN
 UDFN-4-1EP_1x1mm_P0.65mm_EP0.48x0.48mm
 UDFN-4_1x1mm_P0.65mm, http://ww1.microchip.com/downloads/en/DeviceDoc/MIC550x-300mA-Single-Output-LDO-in-Small-Packages-DS20006006A.pdf
 UDFN-4_1x1mm_P0.65mm
@@ -71911,6 +73514,13 @@ QFN 0.65
 21
 17
 Package_DFN_QFN
+UQFN-16_1.8x2.6mm_P0.4mm
+UQFN, 16 Pin (https://www.ti.com/lit/ds/symlink/ts3a5017.pdf#page=28), generated with kicad-footprint-generator ipc_noLead_generator.py
+UQFN NoLead
+0
+16
+16
+Package_DFN_QFN
 UQFN-20-1EP_3x3mm_P0.4mm_EP1.85x1.85mm
 UQFN, 20 Pin (http://ww1.microchip.com/downloads/en/PackagingSpec/00000049BQ.pdf#page=332), generated with kicad-footprint-generator ipc_noLead_generator.py
 UQFN NoLead
@@ -71989,14 +73599,14 @@ UQFN NoLead
 49
 Package_DFN_QFN
 UQFN-48-1EP_6x6mm_P0.4mm_EP4.62x4.62mm
-UQFN, 48 Pin (https://github.com/KiCad/kicad-symbols/pull/1189#issuecomment-449506354), generated with kicad-footprint-generator ipc_noLead_generator.py
+UQFN, 48 Pin (https://gitlab.com/kicad/libraries/kicad-symbols/-/merge_requests/1189#note_423250741), generated with kicad-footprint-generator ipc_noLead_generator.py
 UQFN NoLead
 0
 53
 49
 Package_DFN_QFN
 UQFN-48-1EP_6x6mm_P0.4mm_EP4.62x4.62mm_ThermalVias
-UQFN, 48 Pin (https://github.com/KiCad/kicad-symbols/pull/1189#issuecomment-449506354), generated with kicad-footprint-generator ipc_noLead_generator.py
+UQFN, 48 Pin (https://gitlab.com/kicad/libraries/kicad-symbols/-/merge_requests/1189#note_423250741), generated with kicad-footprint-generator ipc_noLead_generator.py
 UQFN NoLead
 0
 75
@@ -72163,6 +73773,20 @@ VQFN NoLead
 48
 29
 Package_DFN_QFN
+VQFN-32-1EP_4x4mm_P0.4mm_EP2.8x2.8mm
+VQFN, 32 Pin (https://www.ti.com/lit/ds/symlink/tps25750.pdf#page=78), generated with kicad-footprint-generator ipc_noLead_generator.py
+VQFN NoLead
+0
+37
+33
+Package_DFN_QFN
+VQFN-32-1EP_4x4mm_P0.4mm_EP2.8x2.8mm_ThermalVias
+VQFN, 32 Pin (https://www.ti.com/lit/ds/symlink/tps25750.pdf#page=78), generated with kicad-footprint-generator ipc_noLead_generator.py
+VQFN NoLead
+0
+47
+33
+Package_DFN_QFN
 VQFN-32-1EP_5x5mm_P0.5mm_EP3.1x3.1mm
 VQFN, 32 Pin (http://ww1.microchip.com/downloads/en/devicedoc/atmel-9520-at42-qtouch-bsw-at42qt1110_datasheet.pdf#page=42), generated with kicad-footprint-generator ipc_noLead_generator.py
 VQFN NoLead
@@ -72401,20 +74025,6 @@ WQFN NoLead
 24
 15
 Package_DFN_QFN
-WQFN-16-1EP_3x3mm_P0.5mm_EP0.8x1.2mm
-WQFN, 16 Pin (https://www.ti.com/lit/ds/symlink/tps43060.pdf#page=40), generated with kicad-footprint-generator ipc_noLead_generator.py
-WQFN NoLead
-0
-21
-17
-Package_DFN_QFN
-WQFN-16-1EP_3x3mm_P0.5mm_EP0.8x1.2mm_ThermalVias
-WQFN, 16 Pin (https://www.ti.com/lit/ds/symlink/tps43060.pdf#page=40), generated with kicad-footprint-generator ipc_noLead_generator.py
-WQFN NoLead
-0
-23
-17
-Package_DFN_QFN
 WQFN-16-1EP_3x3mm_P0.5mm_EP1.6x1.6mm
 WQFN, 16 Pin (https://www.ti.com/lit/ds/symlink/tpa6132a2.pdf#page=24), generated with kicad-footprint-generator ipc_noLead_generator.py
 WQFN NoLead
@@ -72541,6 +74151,230 @@ WQFN NoLead
 82
 43
 Package_DIP
+CERDIP-8_W7.62mm_SideBrazed
+8-lead through-hole mounted CERDIP, JEDEC MS-015-AA package, row spacing 7.62mm (300 mils), SideBrazed, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed
+0
+8
+8
+Package_DIP
+CERDIP-8_W7.62mm_SideBrazed_LongPads
+8-lead through-hole mounted CERDIP, JEDEC MS-015-AA package, row spacing 7.62mm (300 mils), SideBrazed, LongPads, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed LongPads
+0
+8
+8
+Package_DIP
+CERDIP-8_W7.62mm_SideBrazed_LongPads_Socket
+8-lead through-hole mounted CERDIP, JEDEC MS-015-AA package, row spacing 7.62mm (300 mils), SideBrazed, LongPads, Socket, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed LongPads Socket
+0
+8
+8
+Package_DIP
+CERDIP-8_W7.62mm_SideBrazed_Socket
+8-lead through-hole mounted CERDIP, JEDEC MS-015-AA package, row spacing 7.62mm (300 mils), SideBrazed, Socket, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed Socket
+0
+8
+8
+Package_DIP
+CERDIP-14_W7.62mm_SideBrazed
+14-lead through-hole mounted CERDIP, JEDEC MS-015-AB package, row spacing 7.62mm (300 mils), SideBrazed, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed
+0
+14
+14
+Package_DIP
+CERDIP-14_W7.62mm_SideBrazed_LongPads
+14-lead through-hole mounted CERDIP, JEDEC MS-015-AB package, row spacing 7.62mm (300 mils), SideBrazed, LongPads, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed LongPads
+0
+14
+14
+Package_DIP
+CERDIP-14_W7.62mm_SideBrazed_LongPads_Socket
+14-lead through-hole mounted CERDIP, JEDEC MS-015-AB package, row spacing 7.62mm (300 mils), SideBrazed, LongPads, Socket, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed LongPads Socket
+0
+14
+14
+Package_DIP
+CERDIP-14_W7.62mm_SideBrazed_Socket
+14-lead through-hole mounted CERDIP, JEDEC MS-015-AB package, row spacing 7.62mm (300 mils), SideBrazed, Socket, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed Socket
+0
+14
+14
+Package_DIP
+CERDIP-16_W7.62mm_SideBrazed
+16-lead through-hole mounted CERDIP, JEDEC MS-015-AC package, row spacing 7.62mm (300 mils), SideBrazed, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed
+0
+16
+16
+Package_DIP
+CERDIP-16_W7.62mm_SideBrazed_LongPads
+16-lead through-hole mounted CERDIP, JEDEC MS-015-AC package, row spacing 7.62mm (300 mils), SideBrazed, LongPads, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed LongPads
+0
+16
+16
+Package_DIP
+CERDIP-16_W7.62mm_SideBrazed_LongPads_Socket
+16-lead through-hole mounted CERDIP, JEDEC MS-015-AC package, row spacing 7.62mm (300 mils), SideBrazed, LongPads, Socket, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed LongPads Socket
+0
+16
+16
+Package_DIP
+CERDIP-16_W7.62mm_SideBrazed_Socket
+16-lead through-hole mounted CERDIP, JEDEC MS-015-AC package, row spacing 7.62mm (300 mils), SideBrazed, Socket, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed Socket
+0
+16
+16
+Package_DIP
+CERDIP-18_W7.62mm_SideBrazed
+18-lead through-hole mounted CERDIP, JEDEC MS-015-AD package, row spacing 7.62mm (300 mils), SideBrazed, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed
+0
+18
+18
+Package_DIP
+CERDIP-18_W7.62mm_SideBrazed_LongPads
+18-lead through-hole mounted CERDIP, JEDEC MS-015-AD package, row spacing 7.62mm (300 mils), SideBrazed, LongPads, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed LongPads
+0
+18
+18
+Package_DIP
+CERDIP-18_W7.62mm_SideBrazed_LongPads_Socket
+18-lead through-hole mounted CERDIP, JEDEC MS-015-AD package, row spacing 7.62mm (300 mils), SideBrazed, LongPads, Socket, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed LongPads Socket
+0
+18
+18
+Package_DIP
+CERDIP-18_W7.62mm_SideBrazed_Socket
+18-lead through-hole mounted CERDIP, JEDEC MS-015-AD package, row spacing 7.62mm (300 mils), SideBrazed, Socket, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed Socket
+0
+18
+18
+Package_DIP
+CERDIP-20_W7.62mm_SideBrazed
+20-lead through-hole mounted CERDIP, JEDEC MS-015-AE package, row spacing 7.62mm (300 mils), SideBrazed, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed
+0
+20
+20
+Package_DIP
+CERDIP-20_W7.62mm_SideBrazed_LongPads
+20-lead through-hole mounted CERDIP, JEDEC MS-015-AE package, row spacing 7.62mm (300 mils), SideBrazed, LongPads, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed LongPads
+0
+20
+20
+Package_DIP
+CERDIP-20_W7.62mm_SideBrazed_LongPads_Socket
+20-lead through-hole mounted CERDIP, JEDEC MS-015-AE package, row spacing 7.62mm (300 mils), SideBrazed, LongPads, Socket, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed LongPads Socket
+0
+20
+20
+Package_DIP
+CERDIP-20_W7.62mm_SideBrazed_Socket
+20-lead through-hole mounted CERDIP, JEDEC MS-015-AE package, row spacing 7.62mm (300 mils), SideBrazed, Socket, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed Socket
+0
+20
+20
+Package_DIP
+CERDIP-22_W7.62mm_SideBrazed
+22-lead through-hole mounted CERDIP, JEDEC MS-015-AF package, row spacing 7.62mm (300 mils), SideBrazed, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed
+0
+22
+22
+Package_DIP
+CERDIP-22_W7.62mm_SideBrazed_LongPads
+22-lead through-hole mounted CERDIP, JEDEC MS-015-AF package, row spacing 7.62mm (300 mils), SideBrazed, LongPads, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed LongPads
+0
+22
+22
+Package_DIP
+CERDIP-22_W7.62mm_SideBrazed_LongPads_Socket
+22-lead through-hole mounted CERDIP, JEDEC MS-015-AF package, row spacing 7.62mm (300 mils), SideBrazed, LongPads, Socket, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed LongPads Socket
+0
+22
+22
+Package_DIP
+CERDIP-22_W7.62mm_SideBrazed_Socket
+22-lead through-hole mounted CERDIP, JEDEC MS-015-AF package, row spacing 7.62mm (300 mils), SideBrazed, Socket, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed Socket
+0
+22
+22
+Package_DIP
+CERDIP-24_W7.62mm_SideBrazed
+24-lead through-hole mounted CERDIP, JEDEC MS-015-AG package, row spacing 7.62mm (300 mils), SideBrazed, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed
+0
+24
+24
+Package_DIP
+CERDIP-24_W7.62mm_SideBrazed_LongPads
+24-lead through-hole mounted CERDIP, JEDEC MS-015-AG package, row spacing 7.62mm (300 mils), SideBrazed, LongPads, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed LongPads
+0
+24
+24
+Package_DIP
+CERDIP-24_W7.62mm_SideBrazed_LongPads_Socket
+24-lead through-hole mounted CERDIP, JEDEC MS-015-AG package, row spacing 7.62mm (300 mils), SideBrazed, LongPads, Socket, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed LongPads Socket
+0
+24
+24
+Package_DIP
+CERDIP-24_W7.62mm_SideBrazed_Socket
+24-lead through-hole mounted CERDIP, JEDEC MS-015-AG package, row spacing 7.62mm (300 mils), SideBrazed, Socket, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed Socket
+0
+24
+24
+Package_DIP
+CERDIP-28_W7.62mm_SideBrazed
+28-lead through-hole mounted CERDIP, JEDEC MS-015-AH package, row spacing 7.62mm (300 mils), SideBrazed, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed
+0
+28
+28
+Package_DIP
+CERDIP-28_W7.62mm_SideBrazed_LongPads
+28-lead through-hole mounted CERDIP, JEDEC MS-015-AH package, row spacing 7.62mm (300 mils), SideBrazed, LongPads, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed LongPads
+0
+28
+28
+Package_DIP
+CERDIP-28_W7.62mm_SideBrazed_LongPads_Socket
+28-lead through-hole mounted CERDIP, JEDEC MS-015-AH package, row spacing 7.62mm (300 mils), SideBrazed, LongPads, Socket, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed LongPads Socket
+0
+28
+28
+Package_DIP
+CERDIP-28_W7.62mm_SideBrazed_Socket
+28-lead through-hole mounted CERDIP, JEDEC MS-015-AH package, row spacing 7.62mm (300 mils), SideBrazed, Socket, https://www.jedec.org/system/files/docs/Ms-015a.pdf
+THT DIP DIL CERDIP ceramic 2.54mm 7.62mm 300mil SideBrazed Socket
+0
+28
+28
+Package_DIP
 DIP-4_W7.62mm
 4-lead though-hole mounted DIP package, row spacing 7.62 mm (300 mils)
 THT DIP DIL PDIP 2.54mm 7.62mm 300mil
@@ -74396,6 +76230,13 @@ DirectFET ST MOSFET Infineon
 7
 3
 Package_LCC
+Analog_LCC-8_5x5mm_P1.27mm
+LCC, ceramic leaded chip carrier, 8 pins, surface mount, Analog Devices LS8, 5x5mm, height 1.45mm, https://www.analog.com/media/en/technical-documentation/data-sheets/ltc6655-6655ln.pdf
+lcc smt
+0
+8
+8
+Package_LCC
 PLCC-20
 PLCC, 20 pins, surface mount
 plcc smt
@@ -74606,6 +76447,13 @@ lga land grid array
 14
 14
 Package_LGA
+Infineon_PG-TSNP-6-10_0.7x1.1mm_0.7x1.1mm_P0.4mm
+6 lead, 1.1x0.7mm body, 0.37mm height, TSNP (https://www.infineon.com/cms/en/product/packages/PG-TSNP/PG-TSNP-6-10/)
+PG-TSNP-6-10 TSNP
+0
+12
+6
+Package_LGA
 Kionix_LGA-12_2x2mm_P0.5mm_LayoutBorder2x4y
 Kionix  LGA, 12 Pin (http://kionixfs.kionix.com/en/document/TN008-PCB-Design-Guidelines-for-2x2-LGA-Sensors.pdf#page=4), generated with kicad-footprint-generator ipc_noLead_generator.py
 Kionix LGA NoLead
@@ -74775,7 +76623,7 @@ Texas MicroSiP NoLead
 11
 Package_LGA
 VLGA-4_2x2.5mm_P1.65mm
-VLGA, 4 Pin (https://ww1.microchip.com/downloads/en/DeviceDoc/DSC60XX-Ultra-Small-Ultra-Low-Power-MEMS-Oscillator-DS20005625C.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+VLGA, 4 Pin (https://ww1.microchip.com/downloads/en/DeviceDoc/DSC60XX-Ultra-Small-Ultra-Low-Power-MEMS-Oscillator-DS20005625C.pdf#page=15), generated with kicad-footprint-generator ipc_noLead_generator.py
 VLGA NoLead
 0
 4
@@ -75096,6 +76944,13 @@ PQFP 0.8
 44
 44
 Package_QFP
+PQFP-64_14x14mm_P0.8mm
+PQFP, 64 Pin (https://www.renesas.com/us/en/document/psc/package-drawing-qfp-64pin-prqp0064gb), generated with kicad-footprint-generator ipc_gullwing_generator.py
+PQFP QFP
+0
+64
+64
+Package_QFP
 PQFP-80_14x20mm_P0.8mm
 PQFP80 14x20 / QIP80E CASE 122BS (see ON Semiconductor 122BS.PDF)
 QFP 0.8
@@ -75145,6 +77000,13 @@ PQFP QFP
 160
 160
 Package_QFP
+PQFP-168_28x28mm_P0.65mm
+PQFP, 168 Pin (https://www.renesas.cn/cn/zh/document/psc/package-drawing-qfp-168pin-prqp0168jb), generated with kicad-footprint-generator ipc_gullwing_generator.py
+PQFP QFP
+0
+168
+168
+Package_QFP
 PQFP-208_28x28mm_P0.5mm
 PQFP, 208 Pin (http://www.microsemi.com/index.php?option=com_docman&task=doc_download&gid=131095), generated with kicad-footprint-generator ipc_gullwing_generator.py
 PQFP QFP
@@ -75216,7 +77078,7 @@ TQFP QFP
 49
 Package_QFP
 TQFP-48_7x7mm_P0.5mm
-TQFP, 48 Pin (https://www.jedec.org/system/files/docs/MS-026D.pdf var ABC), generated with kicad-footprint-generator ipc_gullwing_generator.py
+TQFP, 48 Pin (http://ww1.microchip.com/downloads/en/DeviceDoc/48L_TQFP_7x7x1_0mm_PT_C04-00300d.pdf), generated with kicad-footprint-generator ipc_gullwing_generator.py
 TQFP QFP
 0
 48
@@ -75623,14 +77485,14 @@ HTSOP SO
 Package_SO
 HTSSOP-14-1EP_4.4x5mm_P0.65mm_EP3.4x5mm_Mask3x3.1mm
 HTSSOP, 14 Pin (http://www.ti.com/lit/ds/symlink/lm5161.pdf#page=34), generated with kicad-footprint-generator ipc_gullwing_generator.py
-HTSSOP SO
+HTSSOP SO TI-PWP0014A
 0
 20
 15
 Package_SO
 HTSSOP-14-1EP_4.4x5mm_P0.65mm_EP3.4x5mm_Mask3x3.1mm_ThermalVias
 HTSSOP, 14 Pin (http://www.ti.com/lit/ds/symlink/lm5161.pdf#page=34), generated with kicad-footprint-generator ipc_gullwing_generator.py
-HTSSOP SO
+HTSSOP SO TI-PWP0014A
 0
 36
 15
@@ -75672,14 +77534,14 @@ HTSSOP SO
 Package_SO
 HTSSOP-20-1EP_4.4x6.5mm_P0.65mm_EP2.74x3.86mm
 HTSSOP, 20 Pin (https://www.analog.com/media/en/technical-documentation/data-sheets/4011fb.pdf#page=24), generated with kicad-footprint-generator ipc_gullwing_generator.py
-HTSSOP SO
+HTSSOP SO Analog-FE-CB
 0
 23
 21
 Package_SO
 HTSSOP-20-1EP_4.4x6.5mm_P0.65mm_EP2.85x4mm
-HTSSOP, 20 Pin (https://pdfserv.maximintegrated.com/package_dwgs/21-0108.PDF U20E-1), generated with kicad-footprint-generator ipc_gullwing_generator.py
-HTSSOP SO
+HTSSOP, 20 Pin (https://pdfserv.maximintegrated.com/package_dwgs/21-0108.PDF), generated with kicad-footprint-generator ipc_gullwing_generator.py
+HTSSOP SO Maxim-U20E-1
 0
 23
 21
@@ -75693,21 +77555,21 @@ HTSSOP 0.65
 Package_SO
 HTSSOP-20-1EP_4.4x6.5mm_P0.65mm_EP3.4x6.5mm_Mask2.4x3.7mm
 HTSSOP, 20 Pin (http://www.ti.com/lit/ds/symlink/bq24006.pdf), generated with kicad-footprint-generator ipc_gullwing_generator.py
-HTSSOP SO
+HTSSOP SO TI-PWP/R-PDSO-G20
 0
 24
 21
 Package_SO
 HTSSOP-20-1EP_4.4x6.5mm_P0.65mm_EP3.4x6.5mm_Mask2.75x3.43mm
 HTSSOP, 20 Pin (http://www.ti.com/lit/ds/symlink/tlc5971.pdf#page=37&zoom=160,-90,3), generated with kicad-footprint-generator ipc_gullwing_generator.py
-HTSSOP SO
+HTSSOP SO TI-PWP0020U
 0
 26
 21
 Package_SO
 HTSSOP-20-1EP_4.4x6.5mm_P0.65mm_EP3.4x6.5mm_Mask2.75x3.43mm_ThermalVias
 HTSSOP, 20 Pin (http://www.ti.com/lit/ds/symlink/tlc5971.pdf#page=37&zoom=160,-90,3), generated with kicad-footprint-generator ipc_gullwing_generator.py
-HTSSOP SO
+HTSSOP SO TI-PWP0020U
 0
 42
 21
@@ -75721,14 +77583,14 @@ HTSSOP SO
 Package_SO
 HTSSOP-20-1EP_4.4x6.5mm_P0.65mm_EP3.4x6.5mm_Mask2.96x2.96mm
 HTSSOP, 20 Pin (https://www.ti.com/lit/ds/symlink/tps2663.pdf#page=49), generated with kicad-footprint-generator ipc_gullwing_generator.py
-HTSSOP SO
+HTSSOP SO TI-PWP0020T
 0
 23
 21
 Package_SO
 HTSSOP-20-1EP_4.4x6.5mm_P0.65mm_EP3.4x6.5mm_Mask2.96x2.96mm_ThermalVias
 HTSSOP, 20 Pin (https://www.ti.com/lit/ds/symlink/tps2663.pdf#page=49), generated with kicad-footprint-generator ipc_gullwing_generator.py
-HTSSOP SO
+HTSSOP SO TI-PWP0020T
 0
 42
 21
@@ -75749,28 +77611,28 @@ HTSSOP SO
 Package_SO
 HTSSOP-24-1EP_4.4x7.8mm_P0.65mm_EP3.4x7.8mm_Mask2.4x2.98mm
 HTSSOP, 24 Pin (https://www.ti.com/lit/ds/symlink/tlc5949.pdf#page=49), generated with kicad-footprint-generator ipc_gullwing_generator.py
-HTSSOP SO
+HTSSOP SO TI-PWP0024P
 0
 27
 25
 Package_SO
 HTSSOP-24-1EP_4.4x7.8mm_P0.65mm_EP3.4x7.8mm_Mask2.4x2.98mm_ThermalVias
 HTSSOP, 24 Pin (https://www.ti.com/lit/ds/symlink/tlc5949.pdf#page=49), generated with kicad-footprint-generator ipc_gullwing_generator.py
-HTSSOP SO
+HTSSOP SO TI-PWP0024P
 0
 49
 25
 Package_SO
 HTSSOP-24-1EP_4.4x7.8mm_P0.65mm_EP3.4x7.8mm_Mask2.4x4.68mm
 HTSSOP, 24 Pin (http://www.ti.com/lit/ds/symlink/tps703.pdf), generated with kicad-footprint-generator ipc_gullwing_generator.py
-HTSSOP SO
+HTSSOP SO TI-PWP/R-PDSO-G24
 0
 28
 25
 Package_SO
 HTSSOP-24-1EP_4.4x7.8mm_P0.65mm_EP3.4x7.8mm_Mask2.4x4.68mm_ThermalVias
 HTSSOP, 24 Pin (http://www.ti.com/lit/ds/symlink/tps703.pdf), generated with kicad-footprint-generator ipc_gullwing_generator.py
-HTSSOP SO
+HTSSOP SO TI-PWP/R-PDSO-G24
 0
 47
 25
@@ -75846,22 +77708,36 @@ SSOP 0.65 PowerPAD
 33
 Package_SO
 HTSSOP-38-1EP_6.1x12.5mm_P0.65mm_EP5.2x12.5mm_Mask3.39x6.35mm
-HTSSOP, 38 Pin (http://www.ti.com/lit/ds/symlink/tlc5951.pdf#page=47&zoom=140,-67,15), generated with kicad-footprint-generator ipc_gullwing_generator.py
-HTSSOP SO
+HTSSOP, 38 Pin (http://www.ti.com/lit/ds/symlink/tlc5951.pdf#page=46), generated with kicad-footprint-generator ipc_gullwing_generator.py
+HTSSOP SO TI-DAP/R-PDSO-G38
 0
 46
 39
 Package_SO
 HTSSOP-38-1EP_6.1x12.5mm_P0.65mm_EP5.2x12.5mm_Mask3.39x6.35mm_ThermalVias
-HTSSOP, 38 Pin (http://www.ti.com/lit/ds/symlink/tlc5951.pdf#page=47&zoom=140,-67,15), generated with kicad-footprint-generator ipc_gullwing_generator.py
-HTSSOP SO
+HTSSOP, 38 Pin (http://www.ti.com/lit/ds/symlink/tlc5951.pdf#page=46), generated with kicad-footprint-generator ipc_gullwing_generator.py
+HTSSOP SO TI-DAP/R-PDSO-G38
 0
 87
 39
 Package_SO
+HTSSOP-44-1EP_6.1x14mm_P0.635mm_EP5.2x14mm_Mask4.31x8.26mm
+HTSSOP, 44 Pin (http://www.ti.com/lit/pdf/pptd165), generated with kicad-footprint-generator ipc_gullwing_generator.py
+HTSSOP SO TI-DDW0044B
+0
+61
+45
+Package_SO
+HTSSOP-44-1EP_6.1x14mm_P0.635mm_EP5.2x14mm_Mask4.31x8.26mm_ThermalVias
+HTSSOP, 44 Pin (http://www.ti.com/lit/pdf/pptd165), generated with kicad-footprint-generator ipc_gullwing_generator.py
+HTSSOP SO TI-DDW0044B
+0
+118
+45
+Package_SO
 HTSSOP-44_6.1x14mm_P0.635mm_TopEP4.14x7.01mm
 HTSSOP, 44 Pin (http://www.ti.com/lit/ds/symlink/tpa3251.pdf#page=38), generated with kicad-footprint-generator ipc_gullwing_generator.py
-HTSSOP SO
+HTSSOP SO TI-DDV0044D
 0
 44
 44
@@ -75992,6 +77868,13 @@ DSO-20
 20
 20
 Package_SO
+Infineon_PG-DSO-20-U03_7.5x12.8mm
+Infineon  PG-DSO, 20 Pin (https://www.infineon.com/dgdl/Infineon-2ED1323S12P_2ED1324S12P-DataSheet-v01_01-EN.pdf?fileId=8ac78c8c869190210186e92f0f506d0c), generated with kicad-footprint-generator ipc_gullwing_generator.py
+Infineon PG-DSO SO
+0
+20
+20
+Package_SO
 Infineon_PG-TSDSO-14-22
 Infineon_PG-TSDSO-14-22
 Infineon TSDSO 14-22 
@@ -76147,8 +78030,8 @@ MSOP SO
 11
 Package_SO
 MSOP-10_3x3mm_P0.5mm
-10-Lead Plastic Micro Small Outline Package (MS) [MSOP] (see Microchip Packaging Specification 00000049BS.pdf)
-SSOP 0.5
+MSOP, 10 Pin (https://www.jedec.org/system/files/docs/mo-187F.pdf variant BA), generated with kicad-footprint-generator ipc_gullwing_generator.py
+MSOP SO
 0
 10
 10
@@ -76237,6 +78120,20 @@ MSOP SO
 16
 16
 Package_SO
+NXP_HTSSOP-28-1EP_4.4x9.7mm_P0.65mm_EP2.2x3.4mm
+HTSSOP, 28 Pin (https://www.nxp.com/docs/en/package-information/SOT1172-3.pdf)
+HTSSOP SO
+0
+41
+29
+Package_SO
+NXP_HTSSOP-28-1EP_4.4x9.7mm_P0.65mm_EP2.2x3.4mm_ThermalVias
+HTSSOP, 28 Pin (https://www.nxp.com/docs/en/package-information/SOT1172-3.pdf)
+HTSSOP SO
+0
+50
+29
+Package_SO
 ONSemi_SO-8FL_488AA
 ON Semi DFN5 5x6mm 1.27P SO-8FL CASE 488A https://www.onsemi.com/pub/Collateral/488AA.PDF
 ON Semi DFN5 5x6mm 1.27P SO-8FL CASE 488A 
@@ -76308,32 +78205,32 @@ PowerPAK SO-8 Single
 5
 Package_SO
 QSOP-16_3.9x4.9mm_P0.635mm
-16-Lead Plastic Shrink Small Outline Narrow Body (QR)-.150" Body [QSOP] (see Microchip Packaging Specification 00000049BS.pdf)
-SSOP 0.635
+QSOP, 16 Pin (https://pdfserv.maximintegrated.com/package_dwgs/21-0055.PDF), generated with kicad-footprint-generator ipc_gullwing_generator.py
+QSOP SO
 0
 16
 16
 Package_SO
 QSOP-20_3.9x8.7mm_P0.635mm
-20-Lead Plastic Shrink Small Outline Narrow Body (http://www.analog.com/media/en/technical-documentation/data-sheets/ADuM7640_7641_7642_7643.pdf)
-QSOP 0.635
+QSOP, 20 Pin (https://pdfserv.maximintegrated.com/package_dwgs/21-0055.PDF), generated with kicad-footprint-generator ipc_gullwing_generator.py
+QSOP SO
 0
 20
 20
 Package_SO
 QSOP-24_3.9x8.7mm_P0.635mm
-24-Lead Plastic Shrink Small Outline Narrow Body (QR)-.150" Body [QSOP] (see Microchip Packaging Specification 00000049CH.pdf)
-QSOP 0.635
+QSOP, 24 Pin (https://pdfserv.maximintegrated.com/package_dwgs/21-0055.PDF), generated with kicad-footprint-generator ipc_gullwing_generator.py
+QSOP SO
 0
 24
 24
 Package_SO
-SC-74-6_1.5x2.9mm_P0.95mm
-SC-74, 6 Pin (https://www.nxp.com/docs/en/package-information/SOT457.pdf), generated with kicad-footprint-generator ipc_gullwing_generator.py
-SC-74 SO
+QSOP-28_3.9x9.9mm_P0.635mm
+QSOP, 28 Pin (https://pdfserv.maximintegrated.com/package_dwgs/21-0055.PDF), generated with kicad-footprint-generator ipc_gullwing_generator.py
+QSOP SO
 0
-6
-6
+28
+28
 Package_SO
 SO-4_4.4x2.3mm_P1.27mm
 4-Lead Plastic Small Outline (SO), see http://datasheet.octopart.com/OPIA403BTRE-Optek-datasheet-5328560.pdf
@@ -76421,7 +78318,7 @@ SO SO
 Package_SO
 SO-16_3.9x9.9mm_P1.27mm
 SO, 16 Pin (https://www.nxp.com/docs/en/package-information/SOT109-1.pdf), generated with kicad-footprint-generator ipc_gullwing_generator.py
-SO SO
+SO SO SOT109-1
 0
 16
 16
@@ -76476,7 +78373,7 @@ SOIC SO
 4
 Package_SO
 SOIC-4_4.55x3.7mm_P2.54mm
-SOIC, 6 Pin (https://toshiba.semicon-storage.com/info/docget.jsp?did=11791&prodName=TLP185), generated with kicad-footprint-generator ipc_gullwing_generator.py
+SOIC, 4 Pin (https://toshiba.semicon-storage.com/info/docget.jsp?did=11791&prodName=TLP185), generated with kicad-footprint-generator ipc_gullwing_generator.py
 SOIC SO
 0
 4
@@ -76608,6 +78505,13 @@ SOIC SO
 8
 8
 Package_SO
+SOIC-10_3.9x4.9mm_P1mm
+SOIC, 10 Pin (https://www.onsemi.com/pub/Collateral/751BQ.PDF), generated with kicad-footprint-generator ipc_gullwing_generator.py
+SOIC SO SOIC-10 NB
+0
+10
+10
+Package_SO
 SOIC-14-16_3.9x9.9mm_P1.27mm
 SOIC, 16 Pin package with pin 2 and 13 removed for voltage clearance  (UCC256301, https://www.ti.com/lit/ds/symlink/ucc256301.pdf)
 SOIC SO
@@ -76804,6 +78708,13 @@ SOP SO
 16
 16
 Package_SO
+SOP-18_7.495x11.515mm_P1.27mm
+SOP, 18 Pin (https://toshiba.semicon-storage.com/info/docget.jsp?did=30523), generated with kicad-footprint-generator ipc_gullwing_generator.py
+SOP SO
+0
+18
+18
+Package_SO
 SOP-18_7x12.5mm_P1.27mm
 SOP, 18 Pin (https://toshiba.semicon-storage.com/info/docget.jsp?did=30523), generated with kicad-footprint-generator ipc_gullwing_generator.py
 SOP SO
@@ -76825,6 +78736,13 @@ SOP SO
 24
 24
 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
+0
+44
+44
+Package_SO
 SSO-4_6.7x5.1mm_P2.54mm_Clearance8mm
 4-Lead Plastic Stretched Small Outline (SSO/Stretched SO), see https://www.vishay.com/docs/84299/vor1142b4.pdf
 SSO Stretched SO SOIC 2.54
@@ -77287,6 +79205,13 @@ TSOP-II 32
 32
 32
 Package_SO
+TSOP-II-40-44_10.16x18.37mm_P0.8mm
+TSOP-II, 40 Pin (https://www.renesas.com/us/en/document/psc/package-drawing-tsop2-44pin-ptsb0044ge-e), generated with kicad-footprint-generator ipc_gullwing_generator.py
+TSOP-II SO
+0
+40
+40
+Package_SO
 TSOP-II-44_10.16x18.41mm_P0.8mm
 TSOP-II, 44 Pin (http://www.issi.com/WW/pdf/61-64C5128AL.pdf), generated with kicad-footprint-generator ipc_gullwing_generator.py
 TSOP-II SO
@@ -77826,12 +79751,12 @@ HSOIC SO
 23
 9
 Package_SO
-Texas_R-PDSO-N5
-Plastic Small outline http://www.ti.com/lit/ml/mpds158c/mpds158c.pdf
-SOT23 R-PDSO-N5
+Texas_S-PDSO-G8_3x3mm_P0.65mm
+plastic small outline, https://www.ti.com/lit/ml/mpds028d/mpds028d.pdf, https://www.ti.com/lit/ds/symlink/dac8552.pdf#page=23
+DGK VSSOP SO
 0
-5
-5
+8
+8
 Package_SO
 VSO-40_7.6x15.4mm_P0.762mm
 VSO40: plastic very small outline package; 40 leads (see NXP SSOP-TSSOP-VSO-REFLOW.pdf and sot158-1_po.pdf)
@@ -77907,9 +79832,16 @@ Diodes_PowerDI3333-8_UXC_3.3x3.3mm_P0.65mm
 Diodes Incorporated PowerDI3333-8 UXC, 3.05x3.05x0.8mm Body, https://www.diodes.com/assets/Package-Files/PowerDI3333-8%20(Type%20UXC).pdf
 PowerDI 0.65
 0
-6
+14
 6
 Package_SON
+EPSON_CE-USON-10_USON-10_3.2x2.5mm_P0.7mm
+EPSON 2.5x3.7mm, https://www.microcrystal.com/fileadmin/Media/Products/RTC/Datasheet/RV-1805-C3.pdf
+RTC
+0
+10
+10
+Package_SON
 Fairchild_DualPower33-6_3x3mm
 Fairchild Power33 MOSFET package, 3x3mm (see https://www.fairchildsemi.com/datasheets/FD/FDMC8032L.pdf)
 mosfet
@@ -77935,7 +79867,7 @@ HUSON-3-1EP_2x2mm_P1.3mm_EP1.1x1.6mm
 HUSON, 3 Pin, SOT1061 (Ref: https://assets.nexperia.com/documents/data-sheet/PMEG2020CPA.pdf)
 huson nolead SOT1061
 0
-4
+6
 3
 Package_SON
 HVSON-8-1EP_3x3mm_P0.65mm_EP1.6x2.4mm
@@ -78001,6 +79933,27 @@ NXP XSON SOT-1341
 16
 16
 Package_SON
+Nexperia_HUSON-8_USON-8-1EP_1.35x1.7mm_P0.4mm_EP0.4x1.2mm
+Nexperia HUSON-8 USON, 8 Pin (https://assets.nexperia.com/documents/data-sheet/IP4251_52_53_54-TTL.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+Nexperia USON NoLead
+0
+10
+9
+Package_SON
+Nexperia_HUSON-12_USON-12-1EP_1.35x2.5mm_P0.4mm_EP0.4x2mm
+Nexperia HUSON-12 USON, 12 Pin (https://assets.nexperia.com/documents/data-sheet/IP4251_52_53_54-TTL.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+Nexperia USON NoLead
+0
+14
+13
+Package_SON
+Nexperia_HUSON-16_USON-16-1EP_1.35x3.3mm_P0.4mm_EP0.4x2.8mm
+Nexperia HUSON-16 USON, 16 Pin (https://assets.nexperia.com/documents/data-sheet/IP4251_52_53_54-TTL.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+Nexperia USON NoLead
+0
+18
+17
+Package_SON
 ROHM_VML0806
 VML0806, Rohm (http://rohmfs.rohm.com/en/techdata_basic/transistor/soldering_condition/VML0806_Soldering_Condition.pdf, http://rohmfs.rohm.com/en/products/databook/package/spec/discrete/vml0806_tr-e.pdf)
 ROHM VML0806
@@ -78022,6 +79975,13 @@ SON NoLead
 13
 9
 Package_SON
+ST_PowerFLAT-6L_5x6mm_P1.27mm
+Thermally-enhanced 5x6mm 6-pin package, https://www.st.com/resource/en/datasheet/stl40dn3llh5.pdf
+PowerFLAT5x6
+0
+10
+6
+Package_SON
 Texas_DPY0002A_0.6x1mm_P0.65mm
 X1SON 2 pin 0.6x1mm 0.375mm height package, https://www.ti.com/lit/ml/mpss034c/mpss034c.pdf, https://www.ti.com/lit/ds/symlink/tpd6e05u06.pdf
 X1SON
@@ -78036,6 +79996,13 @@ Texas WSON6 2x2mm
 10
 8
 Package_SON
+Texas_DQX002A
+Texas DQX - 2pin WSON, 2.5x1.7mm body, 0.8mm height. https://www.ti.com/lit/ds/symlink/lmt01.pdf
+WSON-2 DQX
+0
+2
+2
+Package_SON
 Texas_DRC0010J
 Texas DRC0010J, VSON10 3x3mm Body, 0.5mm Pitch,  http://www.ti.com/lit/ds/symlink/tps63000.pdf
 Texas VSON10 3x3mm
@@ -78050,6 +80017,13 @@ Texas VSON10 3x3mm
 21
 11
 Package_SON
+Texas_DRX_WSON-10_2.5x2.5mm_P0.5mm
+Texas DRX WSON, 10 Pin (https://www.ti.com/lit/ml/mpss105a/mpss105a.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas WSON NoLead
+0
+10
+10
+Package_SON
 Texas_DSC0010J
 3x3mm Body, 0.5mm Pitch, DSC0010J, WSON, http://www.ti.com/lit/ds/symlink/tps61201.pdf
 0.5 DSC0010J WSON
@@ -78068,9 +80042,16 @@ Texas_PWSON-N6
 Plastic Small Outline No-Lead http://www.ti.com/lit/ml/mpds176e/mpds176e.pdf
 Plastic Small Outline No-Lead
 0
-7
+11
 7
 Package_SON
+Texas_R-PUSON-N8_USON-8-1EP_1.6x2.1mm_P0.5mm_EP0.4x1.7mm
+USON, 8 Pin (https://www.ti.com/lit/gpn/tpd3f303#page=15), generated with kicad-footprint-generator ipc_noLead_generator.py
+USON NoLead
+0
+10
+9
+Package_SON
 Texas_R-PUSON-N14
 USON, 14 Pin (https://www.ti.com/lit/ds/symlink/tpd6e05u06.pdf#page=28), generated with kicad-footprint-generator ipc_noLead_generator.py
 USON NoLead
@@ -78121,12 +80102,19 @@ Texas_S-PVSON-N10_ThermalVias
 11
 Package_SON
 Texas_S-PWSON-N8_EP1.2x2mm
-WSON, 8 Pin, TI DRG, (http://www.ti.com/lit/ds/symlink/lp2951.pdf#page=27), generated with kicad-footprint-generator ipc_noLead_generator.py
+WSON, 8 Pin (http://www.ti.com/lit/ds/symlink/lp2951.pdf#page=27), generated with kicad-footprint-generator ipc_noLead_generator.py
 WSON NoLead
 0
 11
 9
 Package_SON
+Texas_S-PWSON-N8_EP1.2x2mm_ThermalVias
+WSON, 8 Pin (http://www.ti.com/lit/ds/symlink/lp2951.pdf#page=27), generated with kicad-footprint-generator ipc_noLead_generator.py
+WSON NoLead
+0
+18
+9
+Package_SON
 Texas_S-PWSON-N10
 3x3mm Body, 0.5mm Pitch, S-PWSON-N10, DSC, http://www.ti.com/lit/ds/symlink/tps63060.pdf
 0.5 S-PWSON-N10 DSC
@@ -78148,6 +80136,13 @@ USON NoLead DRY0006A
 6
 6
 Package_SON
+Texas_VSON-HR-8_1.5x2mm_P0.5mm
+Texas  VSON-HR, 8 Pin (http://www.ti.com/lit/ds/symlink/tps62823.pdf#page=29), generated with kicad-footprint-generator ipc_noLead_generator.py
+Texas VSON-HR NoLead
+0
+8
+8
+Package_SON
 Texas_X2SON-4_1x1mm_P0.65mm
 X2SON 5 pin 1x1mm package (Reference Datasheet: http://www.ti.com/lit/ds/sbvs193d/sbvs193d.pdf Reference part: TPS383x) [StepUp generated footprint]
 X2SON
@@ -78184,17 +80179,17 @@ USON-20 2x4mm Pitch 0.4mm
 20
 Package_SON
 VSON-8-1EP_3x3mm_P0.65mm_EP1.65x2.4mm
-VSON, 8 Pin (https://www.ti.com/lit/pdf/qfnd619), generated with kicad-footprint-generator ipc_noLead_generator.py
+VSON, 8 Pin (https://www.ti.com/lit/ds/symlink/tlv767-q1.pdf#page=31), generated with kicad-footprint-generator ipc_noLead_generator.py
 VSON NoLead
 0
 10
 9
 Package_SON
 VSON-8-1EP_3x3mm_P0.65mm_EP1.65x2.4mm_ThermalVias
-VSON, 8 Pin (https://www.ti.com/lit/pdf/qfnd619), generated with kicad-footprint-generator ipc_noLead_generator.py
+VSON, 8 Pin (https://www.ti.com/lit/ds/symlink/tlv767-q1.pdf#page=31), generated with kicad-footprint-generator ipc_noLead_generator.py
 VSON NoLead
 0
-16
+17
 9
 Package_SON
 VSON-8_1.5x2mm_P0.5mm
@@ -78366,14 +80361,14 @@ WSON NoLead
 9
 Package_SON
 WSON-8-1EP_4x4mm_P0.8mm_EP2.6x3mm
-WSON, 8 Pin (https://www.ti.com/lit/ds/symlink/lp2951-n.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+WSON, 8 Pin (https://www.ti.com/lit/ds/symlink/lp2951-n.pdf#page=43), generated with kicad-footprint-generator ipc_noLead_generator.py
 WSON NoLead
 0
 13
 9
 Package_SON
 WSON-8-1EP_4x4mm_P0.8mm_EP2.6x3mm_ThermalVias
-WSON, 8 Pin (https://www.ti.com/lit/ds/symlink/lp2951-n.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+WSON, 8 Pin (https://www.ti.com/lit/ds/symlink/lp2951-n.pdf#page=43), generated with kicad-footprint-generator ipc_noLead_generator.py
 WSON NoLead
 0
 17
@@ -78610,6 +80605,13 @@ LFPAK56 SOT-669 Power-SO8
 18
 5
 Package_TO_SOT_SMD
+LFPAK88
+LFPAK88 PowerPAK 8 x 8L BWL Single SOT-1235 (https://assets.nexperia.com/documents/package-information/SOT1235.pdf)
+PowerPAK 8x8L Nexperia Vishay
+0
+19
+5
+Package_TO_SOT_SMD
 Nexperia_CFP15_SOT-1289
 Nexperia CFP15 (SOT-1289), https://assets.nexperia.com/documents/outline-drawing/SOT1289.pdf
 SOT-1289 CFP15
@@ -78645,6 +80647,13 @@ TO-50-4 Power Macro Package Style M234
 4
 4
 Package_TO_SOT_SMD
+ROHM_SOT-457_ClockwisePinNumbering
+ROHM SOT-457 SC-74, 6 Pin (https://fscdn.rohm.com/en/products/databook/datasheet/discrete/transistor/digital/imh3at110-e.pdf), generated with kicad-footprint-generator ipc_gullwing_generator.py
+ROHM SC-74 SO
+0
+6
+6
+Package_TO_SOT_SMD
 Rohm_HRP7
 Rohm HRP7 SMD package, http://rohmfs.rohm.com/en/techdata_basic/ic/package/hrp7_1-e.pdf, http://rohmfs.rohm.com/en/products/databook/datasheet/ic/motor/dc/bd621x-e.pdf
 Rohm HRP7 SMD
@@ -78680,6 +80689,20 @@ SC70-8 Handsoldering
 8
 8
 Package_TO_SOT_SMD
+SC-74-6_1.55x2.9mm_P0.95mm
+SC-74, 6 Pin (https://www.jeita.or.jp/japanese/standard/book/ED-7500B/#target/page_no=39), generated with kicad-footprint-generator ipc_gullwing_generator.py
+SC-74 SO
+0
+6
+6
+Package_TO_SOT_SMD
+SC-74A-5_1.55x2.9mm_P0.95mm
+SC-74A, 5 Pin (https://www.jeita.or.jp/japanese/standard/book/ED-7500B/#target/page_no=41), generated with kicad-footprint-generator ipc_gullwing_generator.py
+SC-74A SO
+0
+5
+5
+Package_TO_SOT_SMD
 SC-82AA
 SC-82AA
 SC-82AA
@@ -81676,6 +83699,13 @@ Potentiometer vertical Bourns 3386P
 3
 3
 Potentiometer_THT
+Potentiometer_Bourns_3386W_Horizontal
+Potentiometer, horizontal, Bourns 3386W, 9.53 x 4.83 x 9.53mm, https://www.bourns.com/docs/Product-Datasheets/3386.pdf
+Potentiometer 
+0
+3
+3
+Potentiometer_THT
 Potentiometer_Bourns_3386X_Horizontal
 Potentiometer, horizontal, Bourns 3386X, https://www.bourns.com/pdfs/3386.pdf
 Potentiometer horizontal Bourns 3386X
@@ -81732,6 +83762,13 @@ Potentiometer horizontal Bourns PTV09A-2 Single
 5
 3
 Potentiometer_THT
+Potentiometer_Bourns_PTV112-4_Dual_Vertical
+2 Gang dual Through Hole, Snap In potentiometer, https://www.bourns.com/docs/Product-Datasheets/PTVPTT.pdf
+PTV112-4 Dual gang
+0
+8
+7
+Potentiometer_THT
 Potentiometer_Omeg_PC16BU_Horizontal
 Potentiometer, horizontal, Omeg PC16BU, http://www.omeg.co.uk/pc6bubrc.htm
 Potentiometer horizontal Omeg PC16BU
@@ -82033,6 +84070,13 @@ Skyworks
 7
 7
 RF_Antenna
+AVX_M620720
+868Mhz, 915Mhz ISM antenna, 6 x 2 x 1.08mm, http://datasheets.avx.com/ethertronics/AVX-E_M620720.pdf
+868 915 Mhz ISM antenna
+0
+6
+3
+RF_Antenna
 Abracon_APAES868R8060C16-T
 Abracon RHCP ceramic patch antenna 854-882Mhz, 5dBi
 APAES patch antenna
@@ -82096,6 +84140,13 @@ rf antenna
 4
 2
 RF_Antenna
+NiceRF_SW868-TH13_868Mhz
+868Mhz copper string antenna, right angle, approx. 15mm coil length, 5.5mm OD, 0.8 wire diameter, https://www.nicerf.com/item/868mhz-spring-antenna-sw868-th13
+antenna rf
+0
+1
+1
+RF_Antenna
 Pulse_W3000
 Pulse Electronics W3000 tri-band antenna for GPS (1.575Ghz), 868Mhz and 2.4Ghz ISM bands, https://productfinder.pulseeng.com/products/datasheets/W3000.pdf
 Antenna GPS 868Mhz ISM 1.575Ghz
@@ -82194,6 +84245,13 @@ GPS Quectel L70-R
 18
 18
 RF_GPS
+Quectel_L76
+GPS module, https://www.quectel.com/wp-content/uploads/2021/03/Quectel_L76L76-L_Hardware_Design_V3.2-1.pdf
+Quectel GPS L76 L76-L
+0
+18
+18
+RF_GPS
 Quectel_L80-R
 Quectel L80-R GPS Module, Patch on Top, https://www.quectel.com/UploadImage/Downlad/Quectel_L80-R_Hardware_Design_V1.2.pdf
 quectel GPS GNSS
@@ -82201,6 +84259,13 @@ quectel GPS GNSS
 12
 12
 RF_GPS
+Quectel_L96
+Quectel L96 GPS GLONASS Galileo BeiDou Module, internal chip antenna, https://static6.arrow.com/aropdfconversion/50213b4bc5cb920911b62909a5ca765b1c5ab3d1/quectel_l96_hardware_design_v1.2.pdf
+Quectel GPS GNSS
+0
+31
+31
+RF_GPS
 SIM28ML
 https://simcom.ee/documents/SIM28ML/SIM28ML_Hardware%20Design_V1.01.pdf
 SIM28ML GPS
@@ -82263,6 +84328,13 @@ GPS GNSS ublox ZED
 0
 102
 55
+RF_GPS
+ublox_ZOE_M8
+GPS Ublox ZOE, https://content.u-blox.com/sites/default/files/ZOE-M8_DataSheet_UBX-16008094.pdf
+Ublox GPS GNSS
+0
+51
+51
 RF_GSM
 Quectel_BC66
 GSM NB-IoT module, 15.8x17.7x2mm, https://www.quectel.com/UploadImage/Downlad/Quectel_BC66_Hardware_Design_V1.1.pdf
@@ -82313,9 +84385,9 @@ xL865 gsm umts
 52
 48
 RF_GSM
-ublox_SARA-G3_LGA-96
-ublox Sara GSM/HSPA modem, https://www.u-blox.com/sites/default/files/SARA-G3-U2_SysIntegrManual_%28UBX-13000995%29.pdf, pag.162
-ublox SARA-G3 SARA-U2 GSM HSPA
+ublox_SARA_LGA-96
+ublox SARA cellular/GNSS module, https://www.u-blox.com/sites/default/files/SARA-G3-U2_SysIntegrManual_%28UBX-13000995%29.pdf, pag.162
+ublox u-blox SARA-R41 SARA-R42 SARA-R5 SARA-N2 SARA-N3 SARA-G3 SARA-G4 SARA-U2 cellular LTE IoT GSM HSPA GNSS GPS
 0
 192
 96
@@ -82642,6 +84714,20 @@ ESP WROOM-02 espressif esp8266ex
 19
 19
 RF_Module
+ESP32-C3-WROOM-02
+RF Module, ESP32-C3 WROOM-02, Wi-Fi and Bluetooth, BLE, onboard antenna, https://www.espressif.com/sites/default/files/documentation/esp32-c3-wroom-02_datasheet_en.pdf
+ESP32-C3 WROOM-02 espressif
+0
+40
+19
+RF_Module
+ESP32-C3-WROOM-02U
+RF Module, ESP32-C3 WROOM-02 , Wi-Fi and Bluetooth, BLE, external antenna, https://www.espressif.com/sites/default/files/documentation/esp32-c3-wroom-02_datasheet_en.pdf
+ESP32-C3 WROOM-02 espressif
+0
+40
+19
+RF_Module
 ESP32-S2-MINI-1
 2.4 GHz Wi-Fi and Bluetooth combo chip, external antenna, https://www.espressif.com/sites/default/files/documentation/esp32-s3-mini-1_mini-1u_datasheet_en.pdf
 2.4 GHz Wi-Fi Bluetooth external antenna espressif  20*15.4mm
@@ -82677,6 +84763,13 @@ ESP32-S3-WROOM-1U
 62
 41
 RF_Module
+ESP32-S3-WROOM-2
+2.4 GHz Wi­-Fi and Bluetooth 5 (LE) module: https://www.espressif.com/sites/default/files/documentation/esp32-s3-wroom-2_datasheet_en.pdf
+Bluetooth WiFi Wi-Fi ESP WROOM
+0
+61
+41
+RF_Module
 ESP32-WROOM-32
 Single 2.4 GHz Wi-Fi and Bluetooth combo chip https://www.espressif.com/sites/default/files/documentation/esp32-wroom-32_datasheet_en.pdf
 Single 2.4 GHz Wi-Fi and Bluetooth combo  chip
@@ -82691,6 +84784,13 @@ ESP32-WROOM-32D
 60
 39
 RF_Module
+ESP32-WROOM-32E
+2.4 GHz Wi­-Fi and Bluetooth 5 (LE) module: https://www.espressif.com/sites/default/files/documentation/esp32-wroom-32e_esp32-wroom-32ue_datasheet_en.pdf
+Bluetooth WiFi Wi-Fi ESP32 WROOM Xtensa LX6
+0
+59
+39
+RF_Module
 ESP32-WROOM-32U
 Single 2.4 GHz Wi-Fi and Bluetooth combo chip with U.FL connector, https://www.espressif.com/sites/default/files/documentation/esp32-wroom-32d_esp32-wroom-32u_datasheet_en.pdf
 Single 2.4 GHz Wi-Fi and Bluetooth combo  chip
@@ -82733,6 +84833,13 @@ Radio RF Module
 16
 16
 RF_Module
+Heltec_HT-CT62
+HT-CT62 LoRa Module
+LoRa WiFi Heltec HT-CT62 ESP32C3
+0
+22
+22
+RF_Module
 IQRF_TRx2DA_KON-SIM-01
 8 pin SIM connector for IQRF TR-x2DA(T) modules, http://iqrf.org/weben/downloads.php?id=104
 IQRF_KON-SIM-01 IQRF_TRx2DA
@@ -82761,6 +84868,13 @@ BLE module
 11
 11
 RF_Module
+Microchip_BM83
+Microchip BM83, Bluetooth 5.0 Stereo Audio Module with on-Board antenna, https://ww1.microchip.com/downloads/aemDocuments/documents/WSG/ProductDocuments/DataSheets/70005402E.pdf
+bluetooth module
+0
+52
+52
+RF_Module
 Microchip_RN4871
 Microchip RN4871 footprint
 RN4871 BLE
@@ -82838,6 +84952,13 @@ rf module lora lorawan
 47
 47
 RF_Module
+Raytac_MDBT42Q
+Multiprotocol radio SoC module https://www.raytac.com/download/index.php?index_id=27
+wireless 2.4 GHz Bluetooth ble zigbee 802.15.4 thread nordic raytac nrf52832
+0
+41
+41
+RF_Module
 Raytac_MDBT50Q
 Multiprotocol radio SoC module https://www.raytac.com/download/index.php?index_id=43
 wireless 2.4 GHz Bluetooth ble zigbee 802.15.4 thread nordic raytac nrf52840 nrf52833
@@ -82845,6 +84966,13 @@ wireless 2.4 GHz Bluetooth ble zigbee 802.15.4 thread nordic raytac nrf52840 nrf
 61
 61
 RF_Module
+ST-SiP-LGA-86-11x7.3mm
+STM32WB5MMG  Module, LGA86L 11x7.3
+bluetooth bluetooth5 bluetooth5.0 802.15.4 zigbee thread module stm32 rf
+0
+86
+86
+RF_Module
 ST_SPBTLE
 Bluetooth Low Energy Module
 ble module st bluetooth
@@ -83279,13 +85407,6 @@ Relay 1-Form-C Schrack-RYII RM3.2mm SPDT
 5
 5
 Relay_THT
-Relay_1P1T_NO_10x24x18.8mm_Panasonic_ADW11xxxxW_THT
-Panasonic Relay SPST 10mm 24mm, https://www.panasonic-electric-works.com/pew/es/downloads/ds_dw_hl_en.pdf
-Panasonic Relay SPST
-0
-4
-4
-Relay_THT
 Relay_3PST_COTO_3650
 Low thermal EMF 3PST-NO reed relay, 150V 0.25A, similar to 3660 but with independent shield, https://cotorelay.com/wp-content/uploads/2014/09/3600_series_reed_relay_datasheet.pdf
 reed relay low thermal emf
@@ -83454,6 +85575,13 @@ Relay DPST Schrack-RT2 RM5mm 16A 250V AC Relay
 6
 6
 Relay_THT
+Relay_NCR_HHG1D-1
+NCR solid state relay 1A, 2A, 3A, 4A, https://ncr.hk/uploads/Relays/Solid_State_Relays/HHG1D-1.pdf
+ssr
+0
+4
+4
+Relay_THT
 Relay_SPDT_Finder_32.21-x000
 Finder 32.21-x000 Relay, SPDT, https://gfinder.findernet.com/assets/Series/355/S32EN.pdf
 AXICOM IM-Series Relay SPDT
@@ -83476,7 +85604,7 @@ Relay SPDT Finder
 5
 Relay_THT
 Relay_SPDT_Finder_36.11
-FINDER 36.11, SPDT relay, 10A, https://gfinder.findernet.com/public/attachments/36/EN/S36EN.pdf
+FINDER 36.11, SPDT relay, 10A, https://cdn.findernet.com/app/uploads/S36EN.pdf
 spdt relay
 0
 5
@@ -83699,6 +85827,20 @@ Omron Relay SPST High Capacity
 6
 4
 Relay_THT
+Relay_SPST_Omron_G5NB
+PCB Power Relay, SPST-NO, 7A (250 VAC), 5A (30 VDC), 20.5x7.2x15.3mm max
+Omron G5NB Relay SPST-NO
+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
+0
+4
+4
+Relay_THT
 Relay_SPST_Panasonic_ALFG_FormA
 Panasonic Relay SPST, https://www3.panasonic.biz/ac/e_download/control/relay/power/catalog/mech_eng_lfg.pdf
 Panasonic Relay SPST
@@ -83860,9 +86002,37 @@ SPST relay slim
 4
 4
 Relay_THT
+Relay_SPST_Zettler-AZSR131
+American Zettler RELAY EV CHRG SOLAR SPST 35A 12V, https://zettlerelectronics.com/products/AZSR131.pdf
+SPST
+0
+4
+4
+Relay_THT
+Relay_Socket_3PDT_Omron_PLE11-0
+29mm Dia, round mounting socket, 10A, 2kV AC / minute, 1e3Mohm, https://www.omron.com.tw/data_pdf/cat/common_sockets_ds_e_6_1_csm1819.pdf?#page=27
+tube type relay
+0
+11
+11
+Relay_THT
+Relay_Socket_4PDT_Omron_PY14-02
+21.4x25.8mm, 4Pole mounting socket, 3A, 1.5kV AC / minute, 1e2Mohm, https://www.omron.com.tw/data_pdf/cat/common_sockets_ds_e_6_1_csm1819.pdf?#page=19
+relay socket
+0
+14
+14
+Relay_THT
 Relay_Socket_DPDT_Finder_96.12
-https://gfinder.findernet.com/public/attachments/56/DE/S56DE.pdf
-Relay socket DPDT Finder 96.12 56.32
+DPDT relay socket, 15A max 10A per contact, 2kV AC Isolation, https://gfinder.findernet.com/public/attachments/56/DE/S56DE.pdf
+finder relay socket 96.12 56.32
+0
+8
+8
+Relay_THT
+Relay_Socket_DPDT_Omron_PLE08-0
+29mm Dia, round mounting socket, 10A, 2kV AC / minute, 1e3Mohm, https://www.omron.com.tw/data_pdf/cat/common_sockets_ds_e_6_1_csm1819.pdf?#page=27
+tube type relay
 0
 8
 8
@@ -84252,6 +86422,13 @@ MiniMELF Resistor
 2
 2
 Resistor_SMD
+R_Shunt_Isabellenhuette_BVR4026
+4-Wire Shunt, SMD 4026, https://www.isabellenhuette.de/fileadmin/Daten/Praezisionswiderstaende/Datenblaetter/BVR.PDF
+kelvin-connection
+0
+4
+4
+Resistor_SMD
 R_Shunt_Ohmite_LVK12
 4 contact shunt resistor
 shunt resistor 4 contacts
@@ -85120,50 +87297,43 @@ rotary encoder
 5
 5
 Rotary_Encoder
-RotaryEncoder_Bourns_Horizontal_PEC12R-2x17F-Sxxxx
-Bourns rotary encoder, PEC12R, with switch, horizontal shaft, 17mm shaft length, https://www.bourns.com/docs/product-datasheets/pec12r.pdf
-rotary encoder
-0
-7
-6
-Rotary_Encoder
-RotaryEncoder_Bourns_Horizontal_PEC12R-2xxxF-Nxxxx
-Bourns rotary encoder, PEC12R, without switch, horizontal shaft, https://www.bourns.com/docs/product-datasheets/pec12r.pdf
+RotaryEncoder_Bourns_Horizontal_PEC12R-2x17F-Nxxxx
+Bourns rotary encoder, PEC12R, without switch, horizontal shaft, 17mm shaft length, https://www.bourns.com/docs/product-datasheets/pec12r.pdf
 rotary encoder
 0
 5
 4
 Rotary_Encoder
-RotaryEncoder_Bourns_Horizontal_PEC12R-2xxxF-Sxxxx
-Bourns rotary encoder, PEC12R, with switch, horizontal shaft, https://www.bourns.com/docs/product-datasheets/pec12r.pdf
+RotaryEncoder_Bourns_Horizontal_PEC12R-2x17F-Sxxxx
+Bourns rotary encoder, PEC12R, with switch, horizontal shaft, 17mm shaft length, https://www.bourns.com/docs/product-datasheets/pec12r.pdf
 rotary encoder
 0
 7
 6
 Rotary_Encoder
-RotaryEncoder_Bourns_Vertical_PEC12R-3xxxF-Nxxxx
-Bourns rotary encoder, PEC12R, without switch, vertical shaft, https://www.bourns.com/docs/product-datasheets/pec12r.pdf
+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
 0
 5
 4
 Rotary_Encoder
-RotaryEncoder_Bourns_Vertical_PEC12R-3xxxF-Sxxxx
-Bourns rotary encoder, PEC12R, with switch, vertical shaft, https://www.bourns.com/docs/product-datasheets/pec12r.pdf
+RotaryEncoder_Bourns_Vertical_PEC12R-3x17F-Sxxxx
+Bourns rotary encoder, PEC12R, with switch, with bushing, vertical shaft, 17.5mm shaft, https://www.bourns.com/docs/product-datasheets/pec12r.pdf
 rotary encoder
 0
 7
 6
 Sensor
 ASAIR_AM2302_P2.54mm_Lead2.75mm_TabDown
-Temperature and humidity module, http://www.aosong.com/en/products-22.html
+Temperature and humidity module, http://akizukidenshi.com/download/ds/aosong/AM2302.pdf
 Temperature and humidity module DHT22 AM2302
 0
 4
 4
 Sensor
 ASAIR_AM2302_P2.54mm_Vertical
-Temperature and humidity module, http://www.aosong.com/en/products-22.html
+Temperature and humidity module, http://akizukidenshi.com/download/ds/aosong/AM2302.pdf
 Temperature and humidity module DHT22 AM2302
 0
 4
@@ -85197,6 +87367,13 @@ gas sensor
 6
 6
 Sensor
+Rohm_RPR-0521RS
+Digital Proximity and Ambient Light Sensor, 2.36 x 3.94 x 1.35mm, LGA-8 (https://fscdn.rohm.com/en/products/databook/datasheet/opto/optical_sensor/opto_module/rpr-0521rs-e.pdf)
+DFN Sensor optical IR
+0
+8
+8
+Sensor
 SHT1x
 SHT1x
 SHT1x
@@ -85204,6 +87381,13 @@ SHT1x
 8
 8
 Sensor
+SPEC_110-xxx_SMD-10Pin_20x20mm_P4.0mm
+SPEC Sensors SMD package, 20x20mm, https://www.spec-sensors.com/wp-content/uploads/2016/10/3SP_H2S_50-C-Package-110-304.pdf
+SPEC Sensors gas sensor
+0
+10
+10
+Sensor
 Senseair_S8_Down
 Sensair S8 Series CO2 sensor, 1kHz PWM output, Modbus, THT
 co2 gas sensor pwm modbus
@@ -85232,9 +87416,16 @@ Sensortech MiCS MEMS sensor
 10
 10
 Sensor
+TGS-5141
+Fixaro carbon monoxide electrochemical sensor, https://figarosensor.com/product/docs/tgs5141-p00_product%20infomation%28fusa%29_rev07.pdf
+Figaro CO sensor
+0
+3
+2
+Sensor
 Winson_GM-402B_5x5mm_P1.27mm
-Winson GM-402B, 8 Pin (https://www.winsen-sensor.com/d/files/me2/mems--gm-402b--manual-v1_1.pdf)
-Winson
+Winson GM-402B QFN, 8 Pin (https://www.winsen-sensor.com/d/files/me2/mems--gm-402b--manual-v1_1.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py
+Winson QFN NoLead
 0
 8
 8
@@ -85288,6 +87479,13 @@ microphone MEMS I2S SPH0645LM4H Knowles
 6
 6
 Sensor_Audio
+POM-2244P-C3310-2-R
+Electret Condenser microphone, Project Unlimited (PU) Audio, https://api.puiaudio.com/file/b7e03aec-9603-48da-8064-9a0e0468047c.pdf
+microphone electret
+0
+2
+2
+Sensor_Audio
 ST_HLGA-6_3.76x4.72mm_P1.65mm
 http://www.st.com/content/ccc/resource/technical/document/datasheet/group3/27/62/48/98/44/54/4d/36/DM00303211/files/DM00303211.pdf/jcr:content/translations/en.DM00303211.pdf
 HLGA Sensor Audio
@@ -85540,6 +87738,13 @@ Current transducer
 10
 10
 Sensor_Distance
+AMS_OLGA12
+TMF8820/1/8 distance sensor
+TMF8820 TMF8821 TMF8828 
+0
+12
+12
+Sensor_Distance
 ST_VL53L1x
 VL53L1x distance sensor
 VL53L1CXV0FY1 VL53L1x
@@ -85610,7 +87815,7 @@ sop sensor
 8
 8
 Sensor_Pressure
-CFSensor_XGZP6899D
+CFSensor_XGZP6899x
 Port External Dia 3mm, Port Internal Dia 1mm, 8 Pin (https://cfsensor.com/wp-content/uploads/2022/11/XGZP6899D-Pressure-Sensor-V2.8.pdf), generated with kicad-footprint-generator ipc_gullwing_generator.py, hand modified
 sop sensor
 0
@@ -86471,16 +88676,16 @@ Logo RoHS
 0
 0
 Symbol
-Symbol_Attention_CopperTop_Big
-Symbol, Attention, Copper Top, Big,
-Symbol, Attention, Copper Top, Big,
+Symbol_Attention_Triangle_8x7mm_Copper
+Symbol, Attention, 8x7mm, copper layer
+warning graphic
 0
 0
 0
 Symbol
-Symbol_Attention_CopperTop_Small
-Symbol, Attention, Copper Top, Small,
-Symbol, Attention, Copper Top, Small,
+Symbol_Attention_Triangle_17x15mm_Copper
+Symbol, attention, 17x15mm, copper layer
+warning graphic
 0
 0
 0
@@ -86493,120 +88698,120 @@ barrel polarity
 0
 Symbol
 Symbol_CC-Attribution_CopperTop_Big
-Symbol, CC-Attribution, Copper Top, Big,
-Symbol, CC-Attribution, Copper Top, Big,
+Creative Commons symbol, CC-BY, copper layer, 10mm
+attribution license graphic
 0
 0
 0
 Symbol
 Symbol_CC-Attribution_CopperTop_Small
-Symbol, CC-Share Alike, Copper Top, Small,
-Symbol, CC-Share Alike, Copper Top, Small,
+Creative Commons symbol, CC-BY, copper layer, 5mm
+
 0
 0
 0
 Symbol
 Symbol_CC-Noncommercial_CopperTop_Big
-Symbol, CC-Noncommercial, Copper Top, Big,
-Symbol, CC-Noncommercial, Copper Top, Big,
+Creative Commons symbol, CC-NC, copper layer, 10mm
+noncommercial non-commercial license graphic
 0
 0
 0
 Symbol
 Symbol_CC-Noncommercial_CopperTop_Small
-Symbol, CC-Noncommercial Alike, Copper Top, Small,
-Symbol, CC-Noncommercial Alike, Copper Top, Small,
+Creative Commons symbol, CC-NC, copper layer, 5mm
+noncommercial non-commercial license graphic
 0
 0
 0
 Symbol
 Symbol_CC-PublicDomain_CopperTop_Big
-Symbol, CC-PublicDomain, Copper Top, Big,
-Symbol, CC-PublicDomain, Copper Top, Big,
+Creative Commons symbol, CC0, copper layer, 10mm
+public domain license graphic
 0
 0
 0
 Symbol
 Symbol_CC-PublicDomain_CopperTop_Small
-Symbol, CC-Public Domain, Copper Top, Small,
-Symbol, CC-Public Domain, Copper Top, Small,
+Creative Commons symbol, CC0, copper layer, 10mm
+public domain license graphic
 0
 0
 0
 Symbol
 Symbol_CC-PublicDomain_SilkScreenTop_Big
-Symbol, CC-PublicDomain, SilkScreen Top, Big,
-Symbol, CC-PublicDomain, SilkScreen Top, Big,
+Creative Commons symbol, CC0, silkscreen layer, 10mm
+public domain license graphic
 0
 0
 0
 Symbol
 Symbol_CC-ShareAlike_CopperTop_Big
-Symbol, CC-Share Alike, Copper Top, Big,
-Symbol, CC-Share Alike, Copper Top, Big,
+Creative Commons symbol, CC-SA, copper layer, 10mm
+share-alike license graphic
 0
 0
 0
 Symbol
 Symbol_CC-ShareAlike_CopperTop_Small
-Symbol, CC-Share Alike, Copper Top, Small,
-Symbol, CC-Share Alike, Copper Top, Small,
+Creative Commons symbol, CC-SA, copper layer, 5mm
+share-alike license graphic
 0
 0
 0
 Symbol
 Symbol_CreativeCommonsPublicDomain_CopperTop_Small
-Symbol, Creative Commons Public Domain, CopperTop, Small,
-Symbol, Creative Commons Public Domain, CopperTop, Small,
+Creative Commons symbol, CC0, with words, copper layer, 10mm
+public domain license graphic
 0
 0
 0
 Symbol
 Symbol_CreativeCommonsPublicDomain_SilkScreenTop_Small
-Symbol, Creative Commons Public Domain, SilkScreenTop, Small,
-Symbol, Creative Commons Public Domain, SilkScreen Top, Small,
+Creative Commons symbol, CC0, with words, silkscreen layer, 10mm
+public domain license graphic
 0
 0
 0
 Symbol
 Symbol_CreativeCommons_CopperTop_Type1_Big
-Symbol, Creative Commons, CopperTop, Type 1, Big,
-Symbol, Creative Commons, CopperTop, Type 1, Big,
+Creative Commons symbol, CC, with words, copper layer, 10mm
+license graphic
 0
 0
 0
 Symbol
 Symbol_CreativeCommons_CopperTop_Type2_Big
-Symbol, Creative Commons, CopperTop, Type 2, Big,
-Symbol, Creative Commons, CopperTop, Type 2, Big,
+Creative Commons symbol, CC, copper layer, 10mm
+license graphic
 0
 0
 0
 Symbol
 Symbol_CreativeCommons_CopperTop_Type2_Small
-Symbol, Creative Commons, CopperTop, Type 2, Small,
-Symbol, Creative Commons, CopperTop, Type 2, Small,
+Creative Commons symbol, CC, copper layer, 5mm
+license graphic
 0
 0
 0
 Symbol
 Symbol_CreativeCommons_SilkScreenTop_Type2_Big
-Symbol, Creative Commons, SilkScreen Top, Type 2, Big,
-Symbol, Creative Commons, SilkScreen Top, Type 2, Big,
+Creative Commons symbol, CC0, silkscreen layer, 10mm
+license graphic
 0
 0
 0
 Symbol
-Symbol_Danger_CopperTop_Big
-Symbol, Danger, CopperTop, Big,
-Symbol, Danger, CopperTop, Big,
+Symbol_Danger_8x8mm_Copper
+Danger symbol, 8x8mm, copper layer
+warning graphic
 0
 0
 0
 Symbol
-Symbol_Danger_CopperTop_Small
-Symbol, Danger, Copper Top, Small,
-Symbol, Danger, Copper Top, Small,
+Symbol_Danger_18x16mm_Copper
+Danger symbol, 18x16mm, copper layer
+warning graphic
 0
 0
 0
@@ -86653,37 +88858,37 @@ GNU-Logo, GNU-Head, GNU-Kopf, Silkscreen,
 0
 0
 Symbol
-Symbol_HighVoltage_Type1_CopperTop_Big
-Symbol, HighVoltage, Type1, Copper Top, Big,
-Symbol, HighVoltage, Type1, Copper Top, Big,
+Symbol_HighVoltage_NoTriangle_2x5mm_Copper
+High voltage symbol, no triangle, 2x5mm, copper layer
+warning graphic
 0
 0
 0
 Symbol
-Symbol_HighVoltage_Type2_CopperTop_Big
-Symbol, HighVoltage, Type2, Copper Top, Big,
-Symbol, HighVoltage, Type2, Copper Top, Big,
+Symbol_HighVoltage_NoTriangle_6x15mm_Copper
+High voltage symbol, no triangle, 6x15mm, copper layer
+warning graphic
 0
 0
 0
 Symbol
-Symbol_HighVoltage_Type2_CopperTop_VerySmall
-Symbol, High Voltage, Type 2, Copper Top, Very Small,
-Symbol, High Voltage, Type 2, Copper Top, Very Small,
+Symbol_HighVoltage_Triangle_6x6mm_Copper
+High voltage symbol, in triangle, 6x6mm, copper layer
+warning graphic
 0
 0
 0
 Symbol
-Symbol_Highvoltage_Type1_CopperTop_Small
-Symbol, Highvoltage, Type 1, Copper Top, Small,
-Symbol, Highvoltage, Type 1, Copper Top, Small,
+Symbol_HighVoltage_Triangle_8x7mm_Copper
+High voltage symbol, in triangle, 8x7mm, copper layer
+warning graphic
 0
 0
 0
 Symbol
-Symbol_Highvoltage_Type2_CopperTop_Small
-Symbol, Highvoltage, Type 2, Copper Top, Small,
-Symbol, Highvoltage, Type 2, Copper Top, Small,
+Symbol_HighVoltage_Triangle_17x15mm_Copper
+High voltage symbol, in triangle, 17x15mm, copper layer
+warning graphic
 0
 0
 0
@@ -86793,6 +88998,13 @@ Altech AK300 terminal block pitch 5.0mm
 4
 4
 TerminalBlock
+TerminalBlock_Degson_DG246-3.81-03P
+DEGSON ELECTRONICS DG246 terminal block, https://www.degson.com/index.php?a=downloadFile&id=1090277
+connector terminal block
+0
+6
+3
+TerminalBlock
 TerminalBlock_Wuerth_691311400102_P7.62mm
 https://katalog.we-online.de/em/datasheet/6913114001xx.pdf
 Wuerth WR-TBL Series 3114 terminal block pitch 7.62mm
@@ -86834,6 +89046,13 @@ terminal block bornier6
 0
 6
 6
+TerminalBlock
+TerminalBlock_bornier-8_P5.08mm
+simple 8pin terminal block, pitch 5.08mm, revamped version of bornier8
+terminal block bornier8
+0
+8
+8
 TerminalBlock_4Ucon
 TerminalBlock_4Ucon_1x02_P3.50mm_Horizontal
 Terminal Block 4Ucon ItemNo. 19963, 2 pins, pitch 3.5mm, size 7.7x7mm^2, drill diamater 1.2mm, pad diameter 2.4mm, see http://www.4uconnector.com/online/object/4udrawing/19963.pdf, script-generated using https://github.com/pointhi/kicad-footprint-generator/scripts/TerminalBlock_4Ucon
@@ -87031,6 +89250,167 @@ THT Terminal Block 4Ucon ItemNo. 10706 vertical pitch 3.5mm size 53.5x8.3mm^2 dr
 15
 15
 TerminalBlock_Altech
+Altech_AK100_1x02_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+2
+2
+TerminalBlock_Altech
+Altech_AK100_1x03_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+3
+3
+TerminalBlock_Altech
+Altech_AK100_1x04_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+4
+4
+TerminalBlock_Altech
+Altech_AK100_1x05_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+5
+5
+TerminalBlock_Altech
+Altech_AK100_1x06_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+6
+6
+TerminalBlock_Altech
+Altech_AK100_1x07_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+7
+7
+TerminalBlock_Altech
+Altech_AK100_1x08_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+8
+8
+TerminalBlock_Altech
+Altech_AK100_1x09_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+9
+9
+TerminalBlock_Altech
+Altech_AK100_1x10_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+10
+10
+TerminalBlock_Altech
+Altech_AK100_1x11_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+11
+11
+TerminalBlock_Altech
+Altech_AK100_1x12_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+12
+12
+TerminalBlock_Altech
+Altech_AK100_1x13_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+13
+13
+TerminalBlock_Altech
+Altech_AK100_1x14_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+14
+14
+TerminalBlock_Altech
+Altech_AK100_1x15_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+15
+15
+TerminalBlock_Altech
+Altech_AK100_1x16_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+16
+16
+TerminalBlock_Altech
+Altech_AK100_1x17_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+17
+17
+TerminalBlock_Altech
+Altech_AK100_1x18_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+18
+18
+TerminalBlock_Altech
+Altech_AK100_1x19_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+19
+19
+TerminalBlock_Altech
+Altech_AK100_1x20_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+20
+20
+TerminalBlock_Altech
+Altech_AK100_1x21_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+21
+21
+TerminalBlock_Altech
+Altech_AK100_1x22_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+22
+22
+TerminalBlock_Altech
+Altech_AK100_1x23_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+23
+23
+TerminalBlock_Altech
+Altech_AK100_1x24_P5.00mm
+Altech AK100 serie terminal block (Script generated with StandardBox.py) (https://www.altechcorp.com/PDFS/PCBMETRC.PDF)
+Altech AK100 serie connector
+0
+24
+24
+TerminalBlock_Altech
 Altech_AK300_1x02_P5.00mm_45-Degree
 Altech AK300 serie terminal block (Script generated with StandardBox.py) (http://www.altechcorp.com/PDFS/PCBMETRC.PDF)
 Altech AK300 serie connector
@@ -89621,6 +92001,76 @@ THT Terminal Block TE 282834-9 pitch 2.54mm size 23.32x6.5mm^2 drill 1.1mm pad 2
 9
 9
 TerminalBlock_WAGO
+TerminalBlock_WAGO_233-502_2x02_P2.54mm
+Terminal Block Wago 233-502, 2 pins, pitch 2.54 mm,  https://www.wago.com/de/leiterplattenanschluss/klemmenleiste-fuer-leiterplatten/p/233-502
+THT
+0
+4
+2
+TerminalBlock_WAGO
+TerminalBlock_WAGO_233-503_2x03_P2.54mm
+Terminal Block Wago 233-503, 3 pins, pitch 2.54 mm,  https://www.wago.com/de/leiterplattenanschluss/klemmenleiste-fuer-leiterplatten/p/233-503
+THT
+0
+6
+3
+TerminalBlock_WAGO
+TerminalBlock_WAGO_233-504_2x04_P2.54mm
+Terminal Block Wago 233-504, 4 pins, pitch 2.54 mm, https://www.wago.com/de/leiterplattenanschluss/klemmenleiste-fuer-leiterplatten/p/233-504
+THT
+0
+8
+4
+TerminalBlock_WAGO
+TerminalBlock_WAGO_233-505_2x05_P2.54mm
+Terminal Block Wago 233-505, 5 pins, pitch 2.54 mm, https://www.wago.com/de/leiterplattenanschluss/klemmenleiste-fuer-leiterplatten/p/233-505
+THT
+0
+10
+5
+TerminalBlock_WAGO
+TerminalBlock_WAGO_233-506_2x06_P2.54mm
+Terminal Block Wago 233-506, 6 pins, pitch 2.54 mm, https://www.wago.com/de/leiterplattenanschluss/klemmenleiste-fuer-leiterplatten/p/233-506
+THT
+0
+12
+6
+TerminalBlock_WAGO
+TerminalBlock_WAGO_233-507_2x07_P2.54mm
+Terminal Block Wago 233-507, 7 pins, pitch 2.54 mm, https://www.wago.com/de/leiterplattenanschluss/klemmenleiste-fuer-leiterplatten/p/233-507
+THT
+0
+14
+7
+TerminalBlock_WAGO
+TerminalBlock_WAGO_233-508_2x08_P2.54mm
+Terminal Block Wago 233-508, 8 pins, pitch 2.54 mm, https://www.wago.com/de/leiterplattenanschluss/klemmenleiste-fuer-leiterplatten/p/233-508
+THT
+0
+16
+8
+TerminalBlock_WAGO
+TerminalBlock_WAGO_233-509_2x09_P2.54mm
+Terminal Block Wago 233-509, 9 pins, pitch 2.54 mm, https://www.wago.com/de/leiterplattenanschluss/klemmenleiste-fuer-leiterplatten/p/233-509
+THT
+0
+18
+9
+TerminalBlock_WAGO
+TerminalBlock_WAGO_233-510_2x10_P2.54mm
+Terminal Block Wago 233-510, 10 pins, pitch 2.54 mm, https://www.wago.com/de/leiterplattenanschluss/klemmenleiste-fuer-leiterplatten/p/233-510
+THT
+0
+20
+10
+TerminalBlock_WAGO
+TerminalBlock_WAGO_233-512_2x12_P2.54mm
+Terminal Block Wago 233-512, 12 pins, pitch 2.54 mm, https://www.wago.com/de/leiterplattenanschluss/klemmenleiste-fuer-leiterplatten/p/233-512
+THT
+0
+24
+12
+TerminalBlock_WAGO
 TerminalBlock_WAGO_236-101_1x01_P5.00mm_45Degree
 Terminal Block WAGO 236-101, 45Degree (cable under 45degree), 1 pins, pitch 5mm, size 7.3x14mm^2, drill diamater 1.15mm, pad diameter 3mm, see , script-generated with , script-generated using https://github.com/pointhi/kicad-footprint-generator/scripts/TerminalBlock_WAGO
 THT Terminal Block WAGO 236-101 45Degree pitch 5mm size 7.3x14mm^2 drill 1.15mm pad 3mm
@@ -91427,6 +93877,13 @@ transformer flyback SMPS
 9
 9
 Transformer_THT
+Transformer_Myrra_EI30-5_44000_Horizontal
+Myrra 44000 series encapsulated transformer, 50/60Hz, EI 30-5, 0.6VA, 32.6 x 27.6 x 15.3mm, https://myrra.com/wp-content/uploads/2021/03/Catalogue-Myrra-2022-Final_compressed-5.pdf
+Transformer THT  Myrra
+0
+6
+6
+Transformer_THT
 Transformer_NF_ETAL_1-1_P1200
 NF-Transformer, 1:1, ETAL P1200,http://www.etalgroup.com/sites/default/files/products/P1200_April_2005.pdf
 NF-Transformer 1to1 ETAL P1200 
@@ -91531,6 +93988,41 @@ transformer flyback
 0
 14
 14
+Transformer_THT
+Transformer_Zeming_ZMCT103C
+Qingxian Zeming Langxi Electronic ZMCT103C current transformer 1000:1, https://5krorwxhmqqirik.leadongcdn.com/ZMCT103C+specification-aidirBqoKomRilSjpimnokp.pdf
+current transformer ZMCT
+0
+2
+2
+Transformer_THT
+Transformer_Zeming_ZMPT101K
+Qingxian Zeming Langxi Electronic ZMPT101K voltage transformer 1000:1000 2mA:2mA, https://5krorwxhmqqirik.leadongcdn.com/ZMPT101K+specification-aidikBqoKomRilSkopqmikp.pdf
+voltage transformer ZMPT
+0
+4
+4
+Transistor_Power
+GaN_Systems_GaNPX-3_5x6.6mm_Drain2.93x0.6mm
+GaN Systems GaNPX GS66502B Package, https://gansystems.com/wp-content/uploads/2020/04/GS66502B-DS-Rev-200402.pdf
+ganpx gs66502b
+0
+7
+3
+Transistor_Power
+GaN_Systems_GaNPX-3_5x6.6mm_Drain3.76x0.6mm
+GaN Systems GaNPX GS66504B Package, https://gansystems.com/wp-content/uploads/2020/04/GS66504B-DS-Rev-200402.pdf
+ganpx gs66504b
+0
+7
+3
+Transistor_Power
+GaN_Systems_GaNPX-4_7x8.4mm
+GaN Systems GaNPX GS66508B Package, https://gansystems.com/wp-content/uploads/2020/04/GS66508B-DS-Rev-200402.pdf
+ganpx gs66508b
+0
+15
+4
 Transistor_Power_Module
 Infineon_AG-ECONO2
 28-lead TH, EconoPACK 2, same as Littelfuse_Package_H_XN2MM, https://www.infineon.com/dgdl/Infineon-FS75R07N2E4-DS-v02_00-en_de.pdf?fileId=db3a30432f5008fe012f52f916333979
@@ -92378,6 +94870,13 @@ varistor
 0
 2
 2
+Varistor
+Varistor_Panasonic_VF
+Panasonic VF series varistor, 6x8mm body, 3.2mm height, https://mediap.industry.panasonic.eu/assets/imported/industrial.panasonic.com/cdbs/www-data/pdf/AWA0000/AWA0000C4.pdf
+Varistor VF
+0
+2
+2
 footprints
 SW_A6H-2101_OMR
 
diff --git a/jlcpcb/gerber/MicrocontrollerInputModule-CuBottom.gbr b/jlcpcb/gerber/MicrocontrollerInputModule-CuBottom.gbr
new file mode 100644
index 0000000..ce1ebdc
--- /dev/null
+++ b/jlcpcb/gerber/MicrocontrollerInputModule-CuBottom.gbr
@@ -0,0 +1,9436 @@
+%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*%
+%TF.CreationDate,2024-04-01T01:15:32-04:00*%
+%TF.ProjectId,MicrocontrollerInputModule,4d696372-6f63-46f6-9e74-726f6c6c6572,V3.0*%
+%TF.SameCoordinates,Original*%
+%TF.FileFunction,Copper,L2,Bot*%
+%TF.FilePolarity,Positive*%
+%FSLAX46Y46*%
+G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
+G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-01 01:15:32*
+%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,SMDPad,CuDef*%
+%ADD10R,1.500000X1.500000*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD11RoundRect,0.140000X-0.140000X-0.170000X0.140000X-0.170000X0.140000X0.170000X-0.140000X0.170000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD12RoundRect,0.140000X0.140000X0.170000X-0.140000X0.170000X-0.140000X-0.170000X0.140000X-0.170000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD13RoundRect,0.135000X0.185000X-0.135000X0.185000X0.135000X-0.185000X0.135000X-0.185000X-0.135000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD14RoundRect,0.225000X-0.250000X0.225000X-0.250000X-0.225000X0.250000X-0.225000X0.250000X0.225000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD15RoundRect,0.050000X0.050000X-0.387500X0.050000X0.387500X-0.050000X0.387500X-0.050000X-0.387500X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD16RoundRect,0.050000X0.387500X-0.050000X0.387500X0.050000X-0.387500X0.050000X-0.387500X-0.050000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD17R,3.200000X3.200000*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD18RoundRect,0.135000X0.135000X0.185000X-0.135000X0.185000X-0.135000X-0.185000X0.135000X-0.185000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD19RoundRect,0.250000X0.312500X0.625000X-0.312500X0.625000X-0.312500X-0.625000X0.312500X-0.625000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD20RoundRect,0.147500X-0.172500X0.147500X-0.172500X-0.147500X0.172500X-0.147500X0.172500X0.147500X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD21RoundRect,0.135000X-0.135000X-0.185000X0.135000X-0.185000X0.135000X0.185000X-0.135000X0.185000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD22RoundRect,0.135000X-0.185000X0.135000X-0.185000X-0.135000X0.185000X-0.135000X0.185000X0.135000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD23RoundRect,0.225000X-0.225000X-0.250000X0.225000X-0.250000X0.225000X0.250000X-0.225000X0.250000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD24RoundRect,0.075000X-0.187500X-0.075000X0.187500X-0.075000X0.187500X0.075000X-0.187500X0.075000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD25R,0.300000X1.700000*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD26R,2.000000X2.000000*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD27R,1.200000X1.400000*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD28RoundRect,0.007800X0.422200X0.122200X-0.422200X0.122200X-0.422200X-0.122200X0.422200X-0.122200X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD29RoundRect,0.007800X-0.122200X0.422200X-0.122200X-0.422200X0.122200X-0.422200X0.122200X0.422200X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD30R,0.300000X0.800000*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD31R,0.400000X0.800000*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD32RoundRect,0.140000X-0.170000X0.140000X-0.170000X-0.140000X0.170000X-0.140000X0.170000X0.140000X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD33R,1.250000X0.760000*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD34RoundRect,0.147500X0.147500X0.172500X-0.147500X0.172500X-0.147500X-0.172500X0.147500X-0.172500X0*%
+%TD*%
+%TA.AperFunction,SMDPad,CuDef*%
+%ADD35RoundRect,0.147500X0.017678X-0.226274X0.226274X-0.017678X-0.017678X0.226274X-0.226274X0.017678X0*%
+%TD*%
+%TA.AperFunction,ViaPad*%
+%ADD36C,0.500000*%
+%TD*%
+%TA.AperFunction,Conductor*%
+%ADD37C,0.152400*%
+%TD*%
+%TA.AperFunction,Conductor*%
+%ADD38C,0.304800*%
+%TD*%
+G04 APERTURE END LIST*
+D10*
+%TO.P,,1*%
+%TO.N,GND*%
+X5592893Y102450108D03*
+%TD*%
+%TO.P,,1*%
+%TO.N,GND*%
+X26892893Y102450108D03*
+%TD*%
+%TO.P,,1*%
+%TO.N,GND*%
+X26692893Y69750108D03*
+%TD*%
+D11*
+%TO.P,C5,1*%
+%TO.N,+1V1*%
+X26900000Y21185000D03*
+%TO.P,C5,2*%
+%TO.N,GND*%
+X27860000Y21185000D03*
+%TD*%
+D12*
+%TO.P,C7,1*%
+%TO.N,+3V3*%
+X26000000Y25857000D03*
+%TO.P,C7,2*%
+%TO.N,GND*%
+X25040000Y25857000D03*
+%TD*%
+D13*
+%TO.P,R8,1*%
+%TO.N,GND*%
+X4042893Y14080108D03*
+%TO.P,R8,2*%
+%TO.N,/D7*%
+X4042893Y15100108D03*
+%TD*%
+D14*
+%TO.P,C18,1*%
+%TO.N,+5V*%
+X2369999Y16705000D03*
+%TO.P,C18,2*%
+%TO.N,GND*%
+X2369999Y15155000D03*
+%TD*%
+D15*
+%TO.P,U2,1,IOVDD*%
+%TO.N,+3V3*%
+X24100000Y17762500D03*
+%TO.P,U2,2,GPIO0*%
+%TO.N,/TX*%
+X23700000Y17762500D03*
+%TO.P,U2,3,GPIO1*%
+%TO.N,/RX*%
+X23300000Y17762500D03*
+%TO.P,U2,4,GPIO2*%
+%TO.N,/SDA*%
+X22900000Y17762500D03*
+%TO.P,U2,5,GPIO3*%
+%TO.N,/SCL*%
+X22500000Y17762500D03*
+%TO.P,U2,6,GPIO4*%
+%TO.N,/~{SLEEP}*%
+X22100000Y17762500D03*
+%TO.P,U2,7,GPIO5*%
+%TO.N,/~{DEBUG}*%
+X21700000Y17762500D03*
+%TO.P,U2,8,GPIO6*%
+%TO.N,unconnected-(U2-GPIO6-Pad8)*%
+X21300000Y17762500D03*
+%TO.P,U2,9,GPIO7*%
+%TO.N,/D7*%
+X20900000Y17762500D03*
+%TO.P,U2,10,IOVDD*%
+%TO.N,+3V3*%
+X20500000Y17762500D03*
+%TO.P,U2,11,GPIO8*%
+%TO.N,/D8*%
+X20100000Y17762500D03*
+%TO.P,U2,12,GPIO9*%
+%TO.N,/D9*%
+X19700000Y17762500D03*
+%TO.P,U2,13,GPIO10*%
+%TO.N,/D10*%
+X19300000Y17762500D03*
+%TO.P,U2,14,GPIO11*%
+%TO.N,/D11*%
+X18900000Y17762500D03*
+D16*
+%TO.P,U2,15,GPIO12*%
+%TO.N,/D12*%
+X18062500Y18600000D03*
+%TO.P,U2,16,GPIO13*%
+%TO.N,/D13*%
+X18062500Y19000000D03*
+%TO.P,U2,17,GPIO14*%
+%TO.N,/D14*%
+X18062500Y19400000D03*
+%TO.P,U2,18,GPIO15*%
+%TO.N,/D15*%
+X18062500Y19800000D03*
+%TO.P,U2,19,TESTEN*%
+%TO.N,GND*%
+X18062500Y20200000D03*
+%TO.P,U2,20,XIN*%
+%TO.N,/XIN*%
+X18062500Y20600000D03*
+%TO.P,U2,21,XOUT*%
+%TO.N,/XOUT*%
+X18062500Y21000000D03*
+%TO.P,U2,22,IOVDD*%
+%TO.N,+3V3*%
+X18062500Y21400000D03*
+%TO.P,U2,23,DVDD*%
+%TO.N,+1V1*%
+X18062500Y21800000D03*
+%TO.P,U2,24,SWCLK*%
+%TO.N,/SWCLK*%
+X18062500Y22200000D03*
+%TO.P,U2,25,SWD*%
+%TO.N,/SWD*%
+X18062500Y22600000D03*
+%TO.P,U2,26,RUN*%
+%TO.N,~{RESET}*%
+X18062500Y23000000D03*
+%TO.P,U2,27,GPIO16*%
+%TO.N,unconnected-(U2-GPIO16-Pad27)*%
+X18062500Y23400000D03*
+%TO.P,U2,28,GPIO17*%
+%TO.N,/~{OE1}*%
+X18062500Y23800000D03*
+D15*
+%TO.P,U2,29,GPIO18*%
+%TO.N,/SCK*%
+X18900000Y24637500D03*
+%TO.P,U2,30,GPIO19*%
+%TO.N,/MOSI*%
+X19300000Y24637500D03*
+%TO.P,U2,31,GPIO20*%
+%TO.N,/MISO*%
+X19700000Y24637500D03*
+%TO.P,U2,32,GPIO21*%
+%TO.N,unconnected-(U2-GPIO21-Pad32)*%
+X20100000Y24637500D03*
+%TO.P,U2,33,IOVDD*%
+%TO.N,+3V3*%
+X20500000Y24637500D03*
+%TO.P,U2,34,GPIO22*%
+%TO.N,unconnected-(U2-GPIO22-Pad34)*%
+X20900000Y24637500D03*
+%TO.P,U2,35,GPIO23*%
+%TO.N,unconnected-(U2-GPIO23-Pad35)*%
+X21300000Y24637500D03*
+%TO.P,U2,36,GPIO24*%
+%TO.N,unconnected-(U2-GPIO24-Pad36)*%
+X21700000Y24637500D03*
+%TO.P,U2,37,GPIO25*%
+%TO.N,unconnected-(U2-GPIO25-Pad37)*%
+X22100000Y24637500D03*
+%TO.P,U2,38,GPIO26_ADC0*%
+%TO.N,/A0*%
+X22500000Y24637500D03*
+%TO.P,U2,39,GPIO27_ADC1*%
+%TO.N,/A1*%
+X22900000Y24637500D03*
+%TO.P,U2,40,GPIO28_ADC2*%
+%TO.N,/A2*%
+X23300000Y24637500D03*
+%TO.P,U2,41,GPIO29_ADC3*%
+%TO.N,/A3*%
+X23700000Y24637500D03*
+%TO.P,U2,42,IOVDD*%
+%TO.N,+3V3*%
+X24100000Y24637500D03*
+D16*
+%TO.P,U2,43,ADC_AVDD*%
+X24937500Y23800000D03*
+%TO.P,U2,44,VREG_IN*%
+X24937500Y23400000D03*
+%TO.P,U2,45,VREG_VOUT*%
+%TO.N,+1V1*%
+X24937500Y23000000D03*
+%TO.P,U2,46,USB_DM*%
+%TO.N,Net-(U2-USB_DM)*%
+X24937500Y22600000D03*
+%TO.P,U2,47,USB_DP*%
+%TO.N,Net-(U2-USB_DP)*%
+X24937500Y22200000D03*
+%TO.P,U2,48,USB_VDD*%
+%TO.N,+3V3*%
+X24937500Y21800000D03*
+%TO.P,U2,49,IOVDD*%
+X24937500Y21400000D03*
+%TO.P,U2,50,DVDD*%
+%TO.N,+1V1*%
+X24937500Y21000000D03*
+%TO.P,U2,51,QSPI_SD3*%
+%TO.N,/QSPI_SD3*%
+X24937500Y20600000D03*
+%TO.P,U2,52,QSPI_SCLK*%
+%TO.N,/QSPI_SCLK*%
+X24937500Y20200000D03*
+%TO.P,U2,53,QSPI_SD0*%
+%TO.N,/QSPI_SD0*%
+X24937500Y19800000D03*
+%TO.P,U2,54,QSPI_SD2*%
+%TO.N,/QSPI_SD2*%
+X24937500Y19400000D03*
+%TO.P,U2,55,QSPI_SD1*%
+%TO.N,/QSPI_SD1*%
+X24937500Y19000000D03*
+%TO.P,U2,56,QSPI_SS*%
+%TO.N,/QSPI_SS*%
+X24937500Y18600000D03*
+D17*
+%TO.P,U2,57,GND*%
+%TO.N,GND*%
+X21500000Y21200000D03*
+%TD*%
+D18*
+%TO.P,R12,1*%
+%TO.N,Net-(U3-4Y)*%
+X5460000Y21180000D03*
+%TO.P,R12,2*%
+%TO.N,/NeopixelMatrix/STRIP7*%
+X4440000Y21180000D03*
+%TD*%
+%TO.P,R7,1*%
+%TO.N,/BOARD_ID*%
+X11742893Y8450108D03*
+%TO.P,R7,2*%
+%TO.N,GND*%
+X10722893Y8450108D03*
+%TD*%
+D19*
+%TO.P,F1,1*%
+%TO.N,+5V*%
+X17662500Y13140000D03*
+%TO.P,F1,2*%
+%TO.N,Net-(F1-Pad2)*%
+X14737500Y13140000D03*
+%TD*%
+D20*
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+%TO.N,GND*%
+X22032893Y14130108D03*
+%TO.P,D5,2,A2*%
+%TO.N,/~{SLEEP}*%
+X22032893Y13160108D03*
+%TD*%
+D21*
+%TO.P,R1,1*%
+%TO.N,BOOTSEL*%
+X26110000Y15480000D03*
+%TO.P,R1,2*%
+%TO.N,/QSPI_SS*%
+X27130000Y15480000D03*
+%TD*%
+D22*
+%TO.P,R11,1*%
+%TO.N,Net-(U3-3Y)*%
+X8099999Y23100001D03*
+%TO.P,R11,2*%
+%TO.N,/NeopixelMatrix/STRIP5*%
+X8099999Y22080001D03*
+%TD*%
+D23*
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+%TO.N,+3V3*%
+X9172893Y12040108D03*
+%TO.P,C16,2*%
+%TO.N,GND*%
+X10722893Y12040108D03*
+%TD*%
+%TO.P,C15,1*%
+%TO.N,+5V*%
+X19225000Y12800000D03*
+%TO.P,C15,2*%
+%TO.N,GND*%
+X20775000Y12800000D03*
+%TD*%
+D11*
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+%TO.N,+3V3*%
+X28840000Y21757000D03*
+%TO.P,C9,2*%
+%TO.N,GND*%
+X29800000Y21757000D03*
+%TD*%
+D12*
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+%TO.N,GND*%
+X16060000Y19700000D03*
+%TO.P,C1,2*%
+%TO.N,/XIN*%
+X15100000Y19700000D03*
+%TD*%
+D20*
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+%TO.N,GND*%
+X6622893Y10790108D03*
+%TO.P,D1,2,A2*%
+%TO.N,+3V3*%
+X6622893Y9820108D03*
+%TD*%
+D24*
+%TO.P,U1,1,~{CS}*%
+%TO.N,/QSPI_SS*%
+X27120000Y18107000D03*
+%TO.P,U1,2,DO(IO1)*%
+%TO.N,/QSPI_SD1*%
+X27120000Y18607000D03*
+%TO.P,U1,3,IO2*%
+%TO.N,/QSPI_SD2*%
+X27120000Y19107000D03*
+%TO.P,U1,4,GND*%
+%TO.N,GND*%
+X27120000Y19607000D03*
+%TO.P,U1,5,DI(IO0)*%
+%TO.N,/QSPI_SD0*%
+X29695000Y19607000D03*
+%TO.P,U1,6,CLK*%
+%TO.N,/QSPI_SCLK*%
+X29695000Y19107000D03*
+%TO.P,U1,7,IO3*%
+%TO.N,/QSPI_SD3*%
+X29695000Y18607000D03*
+%TO.P,U1,8,VCC*%
+%TO.N,+3V3*%
+X29695000Y18107000D03*
+D25*
+%TO.P,U1,9,EP*%
+%TO.N,GND*%
+X28407500Y18857000D03*
+%TD*%
+D26*
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+%TO.N,GND*%
+X30092893Y4450108D03*
+%TD*%
+D18*
+%TO.P,R2,1*%
+%TO.N,+3V3*%
+X28220000Y16816000D03*
+%TO.P,R2,2*%
+%TO.N,/QSPI_SS*%
+X27200000Y16816000D03*
+%TD*%
+D11*
+%TO.P,C6,1*%
+%TO.N,+1V1*%
+X26400000Y23600000D03*
+%TO.P,C6,2*%
+%TO.N,GND*%
+X27360000Y23600000D03*
+%TD*%
+D18*
+%TO.P,R9,1*%
+%TO.N,Net-(U3-1Y)*%
+X4900000Y26000000D03*
+%TO.P,R9,2*%
+%TO.N,/NeopixelMatrix/STRIP1*%
+X3880000Y26000000D03*
+%TD*%
+D13*
+%TO.P,R10,1*%
+%TO.N,Net-(U3-2Y)*%
+X9350000Y25087000D03*
+%TO.P,R10,2*%
+%TO.N,/NeopixelMatrix/STRIP3*%
+X9350000Y26107000D03*
+%TD*%
+D12*
+%TO.P,C11,1*%
+%TO.N,+3V3*%
+X24080000Y25950000D03*
+%TO.P,C11,2*%
+%TO.N,GND*%
+X23120000Y25950000D03*
+%TD*%
+D27*
+%TO.P,Y1,1,1*%
+%TO.N,Net-(C2-Pad2)*%
+X13714000Y21665000D03*
+%TO.P,Y1,2,2*%
+%TO.N,GND*%
+X13714000Y19465000D03*
+%TO.P,Y1,3,3*%
+%TO.N,/XIN*%
+X12014000Y19465000D03*
+%TO.P,Y1,4,4*%
+%TO.N,GND*%
+X12014000Y21665000D03*
+%TD*%
+D19*
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+%TO.N,Net-(F2-Pad1)*%
+X10932893Y10110108D03*
+%TO.P,F2,2*%
+%TO.N,+3V3*%
+X8007893Y10110108D03*
+%TD*%
+D28*
+%TO.P,U4,1,~{1OE}*%
+%TO.N,/D7*%
+X3865000Y17655000D03*
+D29*
+%TO.P,U4,2,1A*%
+%TO.N,/D11*%
+X4300000Y18590000D03*
+%TO.P,U4,3,1Y*%
+%TO.N,Net-(U4-1Y)*%
+X4800000Y18590000D03*
+%TO.P,U4,4,~{2OE}*%
+%TO.N,/D7*%
+X5300000Y18590000D03*
+%TO.P,U4,5,2A*%
+%TO.N,/D10*%
+X5800000Y18590000D03*
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+X6300000Y18590000D03*
+D28*
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+%TO.N,GND*%
+X6735000Y17655000D03*
+%TO.P,U4,8,3Y*%
+%TO.N,Net-(U4-3Y)*%
+X6735000Y17155000D03*
+D29*
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+%TO.N,/D9*%
+X6300000Y16220000D03*
+%TO.P,U4,10,~{3OE}*%
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+X5800000Y16220000D03*
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+X5300000Y16220000D03*
+%TO.P,U4,12,4A*%
+%TO.N,/D8*%
+X4800000Y16220000D03*
+%TO.P,U4,13,~{4OE}*%
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+X4300000Y16220000D03*
+D28*
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+D22*
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+X7969999Y17005000D03*
+%TO.P,R15,2*%
+%TO.N,/NeopixelMatrix/STRIP13*%
+X7969999Y15985000D03*
+%TD*%
+%TO.P,R16,1*%
+%TO.N,Net-(U4-4Y)*%
+X6692893Y15020108D03*
+%TO.P,R16,2*%
+%TO.N,/NeopixelMatrix/STRIP15*%
+X6692893Y14000108D03*
+%TD*%
+D18*
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+%TO.N,/USB_DP*%
+X29880000Y23277000D03*
+%TO.P,R5,2*%
+%TO.N,Net-(U2-USB_DP)*%
+X28860000Y23277000D03*
+%TD*%
+D13*
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+%TO.N,Net-(U4-2Y)*%
+X7969999Y18405000D03*
+%TO.P,R14,2*%
+%TO.N,/NeopixelMatrix/STRIP11*%
+X7969999Y19425000D03*
+%TD*%
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+%TO.N,+5V*%
+X2600000Y22800000D03*
+%TO.P,C17,2*%
+%TO.N,GND*%
+X2600000Y21250000D03*
+%TD*%
+D30*
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+%TO.N,Net-(F1-Pad2)*%
+X13750000Y11000000D03*
+%TO.P,J2,2,2*%
+X14250000Y11000000D03*
+%TO.P,J2,3,3*%
+X14750000Y11000000D03*
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+X15250000Y11000000D03*
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+X15750000Y11000000D03*
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+X16250000Y11000000D03*
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+X16750000Y11000000D03*
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+X17250000Y11000000D03*
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+X17750000Y11000000D03*
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+X18250000Y11000000D03*
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+%TO.P,J2,12,12*%
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+X19250000Y11000000D03*
+D31*
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+%TO.P,J2,S2,SHIELD__1*%
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+%TO.N,Net-(U2-USB_DM)*%
+X28320000Y24327000D03*
+%TD*%
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+X28742893Y11620108D03*
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+X28742893Y10350108D03*
+%TO.P,SW1,3,3*%
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+X22592893Y10350108D03*
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+%TO.N,/~{DEBUG}*%
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+%TO.N,GND*%
+X21132893Y16300108D03*
+%TD*%
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+%TO.N,GND*%
+X30392893Y11750108D03*
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+%TO.N,/USB_DN*%
+X30392893Y10780108D03*
+%TD*%
+D18*
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+%TO.N,Net-(U4-1Y)*%
+X4662893Y19780108D03*
+%TO.P,R13,2*%
+%TO.N,/NeopixelMatrix/STRIP9*%
+X3642893Y19780108D03*
+%TD*%
+D11*
+%TO.P,C8,1*%
+%TO.N,+3V3*%
+X26400000Y24607000D03*
+%TO.P,C8,2*%
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+%TD*%
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+X19985000Y14000000D03*
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+X16260000Y22875000D03*
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+D29*
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+X5000000Y24785000D03*
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+X29956999Y8914214D03*
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+%TO.N,/USB_DP*%
+X30642893Y9600108D03*
+%TD*%
+D21*
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+%TO.N,Net-(C2-Pad2)*%
+X15290000Y20875000D03*
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+%TO.N,/XOUT*%
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+D12*
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+D22*
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+%TO.N,+3V3*%
+X16900000Y25820000D03*
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+%TO.N,~{RESET}*%
+X16900000Y24800000D03*
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+X4392893Y27620108D03*
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+X8814687Y18158615D03*
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diff --git a/jlcpcb/gerber/MicrocontrollerInputModule-CuTop.gbr b/jlcpcb/gerber/MicrocontrollerInputModule-CuTop.gbr
new file mode 100644
index 0000000..7577b65
--- /dev/null
+++ b/jlcpcb/gerber/MicrocontrollerInputModule-CuTop.gbr
@@ -0,0 +1,31171 @@
+%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*%
+%TF.CreationDate,2024-04-01T01:15:32-04:00*%
+%TF.ProjectId,MicrocontrollerInputModule,4d696372-6f63-46f6-9e74-726f6c6c6572,V3.0*%
+%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 8.0.1) date 2024-04-01 01:15:32*
+%MOMM*%
+%LPD*%
+G01*
+G04 APERTURE LIST*
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+%ADD10R,0.500000X0.500000*%
+%TD*%
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+%ADD11C,0.500000*%
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+%ADD13C,0.152400*%
+%TD*%
+G04 APERTURE END LIST*
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+%TO.P,N220,3,GND*%
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+%TO.P,N220,4,DIN*%
+%TO.N,Net-(N219-DOUT)*%
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+%TD*%
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+%TO.N,+5V*%
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+%TO.P,N35,2,DOUT*%
+%TO.N,Net-(N35-DOUT)*%
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+%TO.P,N35,3,GND*%
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+%TO.P,N35,4,DIN*%
+%TO.N,Net-(N34-DOUT)*%
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+%TD*%
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+%TO.N,+5V*%
+X20373000Y34101000D03*
+%TO.P,N204,2,DOUT*%
+%TO.N,Net-(N204-DOUT)*%
+X20373000Y35001000D03*
+%TO.P,N204,3,GND*%
+%TO.N,GND*%
+X19473000Y35001000D03*
+%TO.P,N204,4,DIN*%
+%TO.N,Net-(N203-DOUT)*%
+X19473000Y34101000D03*
+%TD*%
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+%TO.N,+5V*%
+X6681000Y71754000D03*
+%TO.P,N101,2,DOUT*%
+%TO.N,Net-(N101-DOUT)*%
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+%TO.P,N101,3,GND*%
+%TO.N,GND*%
+X5781000Y72654000D03*
+%TO.P,N101,4,DIN*%
+%TO.N,Net-(N100-DOUT)*%
+X5781000Y71754000D03*
+%TD*%
+%TO.P,N88,1,VDD*%
+%TO.N,+5V*%
+X23796000Y78600000D03*
+%TO.P,N88,2,DOUT*%
+%TO.N,Net-(N88-DOUT)*%
+X23796000Y79500000D03*
+%TO.P,N88,3,GND*%
+%TO.N,GND*%
+X22896000Y79500000D03*
+%TO.P,N88,4,DIN*%
+%TO.N,Net-(N87-DOUT)*%
+X22896000Y78600000D03*
+%TD*%
+%TO.P,N283,1,VDD*%
+%TO.N,+5V*%
+X13527000Y3294000D03*
+%TO.P,N283,2,DOUT*%
+%TO.N,Net-(N283-DOUT)*%
+X13527000Y4194000D03*
+%TO.P,N283,3,GND*%
+%TO.N,GND*%
+X12627000Y4194000D03*
+%TO.P,N283,4,DIN*%
+%TO.N,Net-(N282-DOUT)*%
+X12627000Y3294000D03*
+%TD*%
+%TO.P,N120,1,VDD*%
+%TO.N,+5V*%
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+%TD*%
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+%TD*%
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+%TO.N,Net-(N2-DOUT)*%
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+%TD*%
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+%TO.P,N224,2,DOUT*%
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+%TO.P,N224,3,GND*%
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+%TO.P,N224,4,DIN*%
+%TO.N,Net-(N223-DOUT)*%
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+%TD*%
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+%TO.P,N102,2,DOUT*%
+%TO.N,Net-(N102-DOUT)*%
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+%TO.P,N102,3,GND*%
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+%TO.P,N102,4,DIN*%
+%TO.N,Net-(N101-DOUT)*%
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+%TD*%
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+%TO.N,+5V*%
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+%TO.P,N136,2,DOUT*%
+%TO.N,Net-(N136-DOUT)*%
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+%TO.P,N136,3,GND*%
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+%TO.P,N136,4,DIN*%
+%TO.N,Net-(N135-DOUT)*%
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+%TD*%
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+%TO.N,+5V*%
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+%TO.P,N209,2,DOUT*%
+%TO.N,Net-(N209-DOUT)*%
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+%TO.P,N209,3,GND*%
+%TO.N,GND*%
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+%TO.P,N209,4,DIN*%
+%TO.N,Net-(N208-DOUT)*%
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+%TD*%
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+%TO.N,+5V*%
+X16950000Y82023000D03*
+%TO.P,N77,2,DOUT*%
+%TO.N,Net-(N77-DOUT)*%
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+%TO.P,N77,3,GND*%
+%TO.N,GND*%
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+%TO.P,N77,4,DIN*%
+%TO.N,Net-(N76-DOUT)*%
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+%TD*%
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+%TO.N,+5V*%
+X20373000Y44370000D03*
+%TO.P,N177,2,DOUT*%
+%TO.N,Net-(N177-DOUT)*%
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+%TO.P,N177,3,GND*%
+%TO.N,GND*%
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+%TO.P,N177,4,DIN*%
+%TO.N,Net-(N176-DOUT)*%
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+%TD*%
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+%TO.N,+5V*%
+X16950000Y16986000D03*
+%TO.P,N248,2,DOUT*%
+%TO.N,Net-(N248-DOUT)*%
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+%TO.P,N248,3,GND*%
+%TO.N,GND*%
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+%TO.P,N248,4,DIN*%
+%TO.N,Net-(N247-DOUT)*%
+X16050000Y16986000D03*
+%TD*%
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+%TO.N,+5V*%
+X10104000Y61485000D03*
+%TO.P,N129,2,DOUT*%
+%TO.N,Net-(N129-DOUT)*%
+X10104000Y62385000D03*
+%TO.P,N129,3,GND*%
+%TO.N,GND*%
+X9204000Y62385000D03*
+%TO.P,N129,4,DIN*%
+%TO.N,Net-(N128-DOUT)*%
+X9204000Y61485000D03*
+%TD*%
+%TO.P,N117,1,VDD*%
+%TO.N,+5V*%
+X30642000Y68331000D03*
+%TO.P,N117,2,DOUT*%
+%TO.N,Net-(N117-DOUT)*%
+X30642000Y69231000D03*
+%TO.P,N117,3,GND*%
+%TO.N,GND*%
+X29742000Y69231000D03*
+%TO.P,N117,4,DIN*%
+%TO.N,Net-(N116-DOUT)*%
+X29742000Y68331000D03*
+%TD*%
+%TO.P,N5,1,VDD*%
+%TO.N,+5V*%
+X16950000Y109407000D03*
+%TO.P,N5,2,DOUT*%
+%TO.N,Net-(N5-DOUT)*%
+X16950000Y110307000D03*
+%TO.P,N5,3,GND*%
+%TO.N,GND*%
+X16050000Y110307000D03*
+%TO.P,N5,4,DIN*%
+%TO.N,Net-(N4-DOUT)*%
+X16050000Y109407000D03*
+%TD*%
+%TO.P,N190,1,VDD*%
+%TO.N,+5V*%
+X3258000Y37524000D03*
+%TO.P,N190,2,DOUT*%
+%TO.N,Net-(N190-DOUT)*%
+X3258000Y38424000D03*
+%TO.P,N190,3,GND*%
+%TO.N,GND*%
+X2358000Y38424000D03*
+%TO.P,N190,4,DIN*%
+%TO.N,Net-(N189-DOUT)*%
+X2358000Y37524000D03*
+%TD*%
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+%TO.N,+5V*%
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+%TO.P,N90,2,DOUT*%
+%TO.N,/NeopixelMatrix/END-STRIP5*%
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+%TO.P,N90,3,GND*%
+%TO.N,GND*%
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+%TO.P,N90,4,DIN*%
+%TO.N,Net-(N89-DOUT)*%
+X29742000Y78600000D03*
+%TD*%
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+%TO.N,+5V*%
+X3258000Y20409000D03*
+%TO.P,N235,2,DOUT*%
+%TO.N,Net-(N235-DOUT)*%
+X3258000Y21309000D03*
+%TO.P,N235,3,GND*%
+%TO.N,GND*%
+X2358000Y21309000D03*
+%TO.P,N235,4,DIN*%
+%TO.N,/NeopixelMatrix/END-STRIP13*%
+X2358000Y20409000D03*
+%TD*%
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+%TO.N,+5V*%
+X30642000Y54639000D03*
+%TO.P,N153,2,DOUT*%
+%TO.N,Net-(N153-DOUT)*%
+X30642000Y55539000D03*
+%TO.P,N153,3,GND*%
+%TO.N,GND*%
+X29742000Y55539000D03*
+%TO.P,N153,4,DIN*%
+%TO.N,Net-(N152-DOUT)*%
+X29742000Y54639000D03*
+%TD*%
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+%TO.N,+5V*%
+X6681000Y61485000D03*
+%TO.P,N128,2,DOUT*%
+%TO.N,Net-(N128-DOUT)*%
+X6681000Y62385000D03*
+%TO.P,N128,3,GND*%
+%TO.N,GND*%
+X5781000Y62385000D03*
+%TO.P,N128,4,DIN*%
+%TO.N,Net-(N127-DOUT)*%
+X5781000Y61485000D03*
+%TD*%
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+%TO.N,+5V*%
+X13527000Y58062000D03*
+%TO.P,N139,2,DOUT*%
+%TO.N,Net-(N139-DOUT)*%
+X13527000Y58962000D03*
+%TO.P,N139,3,GND*%
+%TO.N,GND*%
+X12627000Y58962000D03*
+%TO.P,N139,4,DIN*%
+%TO.N,Net-(N138-DOUT)*%
+X12627000Y58062000D03*
+%TD*%
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+%TO.N,+5V*%
+X23796000Y40947000D03*
+%TO.P,N187,2,DOUT*%
+%TO.N,Net-(N187-DOUT)*%
+X23796000Y41847000D03*
+%TO.P,N187,3,GND*%
+%TO.N,GND*%
+X22896000Y41847000D03*
+%TO.P,N187,4,DIN*%
+%TO.N,Net-(N186-DOUT)*%
+X22896000Y40947000D03*
+%TD*%
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+%TO.N,+5V*%
+X27219000Y3294000D03*
+%TO.P,N287,2,DOUT*%
+%TO.N,Net-(N287-DOUT)*%
+X27219000Y4194000D03*
+%TO.P,N287,3,GND*%
+%TO.N,GND*%
+X26319000Y4194000D03*
+%TO.P,N287,4,DIN*%
+%TO.N,Net-(N286-DOUT)*%
+X26319000Y3294000D03*
+%TD*%
+%TO.P,N100,1,VDD*%
+%TO.N,+5V*%
+X3258000Y71754000D03*
+%TO.P,N100,2,DOUT*%
+%TO.N,Net-(N100-DOUT)*%
+X3258000Y72654000D03*
+%TO.P,N100,3,GND*%
+%TO.N,GND*%
+X2358000Y72654000D03*
+%TO.P,N100,4,DIN*%
+%TO.N,Net-(N100-DIN)*%
+X2358000Y71754000D03*
+%TD*%
+%TO.P,N201,1,VDD*%
+%TO.N,+5V*%
+X10104000Y34101000D03*
+%TO.P,N201,2,DOUT*%
+%TO.N,Net-(N201-DOUT)*%
+X10104000Y35001000D03*
+%TO.P,N201,3,GND*%
+%TO.N,GND*%
+X9204000Y35001000D03*
+%TO.P,N201,4,DIN*%
+%TO.N,Net-(N200-DOUT)*%
+X9204000Y34101000D03*
+%TD*%
+%TO.P,N95,1,VDD*%
+%TO.N,+5V*%
+X16950000Y75177000D03*
+%TO.P,N95,2,DOUT*%
+%TO.N,Net-(N95-DOUT)*%
+X16950000Y76077000D03*
+%TO.P,N95,3,GND*%
+%TO.N,GND*%
+X16050000Y76077000D03*
+%TO.P,N95,4,DIN*%
+%TO.N,Net-(N94-DOUT)*%
+X16050000Y75177000D03*
+%TD*%
+%TO.P,N267,1,VDD*%
+%TO.N,+5V*%
+X20373000Y10140000D03*
+%TO.P,N267,2,DOUT*%
+%TO.N,Net-(N267-DOUT)*%
+X20373000Y11040000D03*
+%TO.P,N267,3,GND*%
+%TO.N,GND*%
+X19473000Y11040000D03*
+%TO.P,N267,4,DIN*%
+%TO.N,Net-(N266-DOUT)*%
+X19473000Y10140000D03*
+%TD*%
+%TO.P,N172,1,VDD*%
+%TO.N,+5V*%
+X3258000Y44370000D03*
+%TO.P,N172,2,DOUT*%
+%TO.N,Net-(N172-DOUT)*%
+X3258000Y45270000D03*
+%TO.P,N172,3,GND*%
+%TO.N,GND*%
+X2358000Y45270000D03*
+%TO.P,N172,4,DIN*%
+%TO.N,Net-(N171-DOUT)*%
+X2358000Y44370000D03*
+%TD*%
+%TO.P,N23,1,VDD*%
+%TO.N,+5V*%
+X16950000Y102561000D03*
+%TO.P,N23,2,DOUT*%
+%TO.N,Net-(N23-DOUT)*%
+X16950000Y103461000D03*
+%TO.P,N23,3,GND*%
+%TO.N,GND*%
+X16050000Y103461000D03*
+%TO.P,N23,4,DIN*%
+%TO.N,Net-(N22-DOUT)*%
+X16050000Y102561000D03*
+%TD*%
+%TO.P,N81,1,VDD*%
+%TO.N,+5V*%
+X30642000Y82023000D03*
+%TO.P,N81,2,DOUT*%
+%TO.N,Net-(N81-DOUT)*%
+X30642000Y82923000D03*
+%TO.P,N81,3,GND*%
+%TO.N,GND*%
+X29742000Y82923000D03*
+%TO.P,N81,4,DIN*%
+%TO.N,Net-(N80-DOUT)*%
+X29742000Y82023000D03*
+%TD*%
+%TO.P,N92,1,VDD*%
+%TO.N,+5V*%
+X6681000Y75177000D03*
+%TO.P,N92,2,DOUT*%
+%TO.N,Net-(N92-DOUT)*%
+X6681000Y76077000D03*
+%TO.P,N92,3,GND*%
+%TO.N,GND*%
+X5781000Y76077000D03*
+%TO.P,N92,4,DIN*%
+%TO.N,Net-(N91-DOUT)*%
+X5781000Y75177000D03*
+%TD*%
+%TO.P,N231,1,VDD*%
+%TO.N,+5V*%
+X20373000Y23832000D03*
+%TO.P,N231,2,DOUT*%
+%TO.N,Net-(N231-DOUT)*%
+X20373000Y24732000D03*
+%TO.P,N231,3,GND*%
+%TO.N,GND*%
+X19473000Y24732000D03*
+%TO.P,N231,4,DIN*%
+%TO.N,Net-(N230-DOUT)*%
+X19473000Y23832000D03*
+%TD*%
+%TO.P,N50,1,VDD*%
+%TO.N,+5V*%
+X16950000Y92292000D03*
+%TO.P,N50,2,DOUT*%
+%TO.N,Net-(N50-DOUT)*%
+X16950000Y93192000D03*
+%TO.P,N50,3,GND*%
+%TO.N,GND*%
+X16050000Y93192000D03*
+%TO.P,N50,4,DIN*%
+%TO.N,Net-(N49-DOUT)*%
+X16050000Y92292000D03*
+%TD*%
+%TO.P,N70,1,VDD*%
+%TO.N,+5V*%
+X23796000Y85446000D03*
+%TO.P,N70,2,DOUT*%
+%TO.N,Net-(N70-DOUT)*%
+X23796000Y86346000D03*
+%TO.P,N70,3,GND*%
+%TO.N,GND*%
+X22896000Y86346000D03*
+%TO.P,N70,4,DIN*%
+%TO.N,Net-(N69-DOUT)*%
+X22896000Y85446000D03*
+%TD*%
+%TO.P,N32,1,VDD*%
+%TO.N,+5V*%
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+%TO.P,N32,2,DOUT*%
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+%TO.P,N171,2,DOUT*%
+%TO.N,Net-(N171-DOUT)*%
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+%TO.N,Net-(N6-DOUT)*%
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+%TO.P,N6,3,GND*%
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+%TO.N,Net-(N5-DOUT)*%
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+%TD*%
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+%TO.P,N276,2,DOUT*%
+%TO.N,Net-(N276-DOUT)*%
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+%TO.P,N276,3,GND*%
+%TO.N,GND*%
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+%TO.N,Net-(N275-DOUT)*%
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+%TD*%
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+%TO.N,Net-(N185-DOUT)*%
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+%TO.N,GND*%
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+%TD*%
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+%TO.N,Net-(N164-DOUT)*%
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+%TO.P,N164,3,GND*%
+%TO.N,GND*%
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+%TO.N,Net-(N163-DOUT)*%
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+%TD*%
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+%TO.P,N270,2,DOUT*%
+%TO.N,/NeopixelMatrix/END-STRIP15*%
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+%TO.P,N270,3,GND*%
+%TO.N,GND*%
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+%TO.P,N270,4,DIN*%
+%TO.N,Net-(N269-DOUT)*%
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+%TD*%
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+%TO.N,+5V*%
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+%TO.P,N151,2,DOUT*%
+%TO.N,Net-(N151-DOUT)*%
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+%TO.P,N151,3,GND*%
+%TO.N,GND*%
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+%TO.N,Net-(N150-DOUT)*%
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+%TD*%
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+%TO.P,N285,2,DOUT*%
+%TO.N,Net-(N285-DOUT)*%
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+%TO.P,N285,3,GND*%
+%TO.N,GND*%
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+%TO.N,Net-(N284-DOUT)*%
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+%TD*%
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+%TO.N,+5V*%
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+%TO.P,N223,2,DOUT*%
+%TO.N,Net-(N223-DOUT)*%
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+%TO.P,N223,3,GND*%
+%TO.N,GND*%
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+%TO.P,N223,4,DIN*%
+%TO.N,Net-(N222-DOUT)*%
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+%TD*%
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+X3258000Y10140000D03*
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+%TO.N,Net-(N262-DOUT)*%
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+%TO.P,N262,3,GND*%
+%TO.N,GND*%
+X2358000Y11040000D03*
+%TO.P,N262,4,DIN*%
+%TO.N,Net-(N261-DOUT)*%
+X2358000Y10140000D03*
+%TD*%
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+%TO.N,+5V*%
+X20373000Y99138000D03*
+%TO.P,N33,2,DOUT*%
+%TO.N,Net-(N33-DOUT)*%
+X20373000Y100038000D03*
+%TO.P,N33,3,GND*%
+%TO.N,GND*%
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+%TO.P,N33,4,DIN*%
+%TO.N,Net-(N32-DOUT)*%
+X19473000Y99138000D03*
+%TD*%
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+%TO.N,+5V*%
+X3258000Y92292000D03*
+%TO.P,N46,2,DOUT*%
+%TO.N,Net-(N46-DOUT)*%
+X3258000Y93192000D03*
+%TO.P,N46,3,GND*%
+%TO.N,GND*%
+X2358000Y93192000D03*
+%TO.P,N46,4,DIN*%
+%TO.N,Net-(N45-DOUT)*%
+X2358000Y92292000D03*
+%TD*%
+%TO.P,N16,1,VDD*%
+%TO.N,+5V*%
+X23796000Y105984000D03*
+%TO.P,N16,2,DOUT*%
+%TO.N,Net-(N16-DOUT)*%
+X23796000Y106884000D03*
+%TO.P,N16,3,GND*%
+%TO.N,GND*%
+X22896000Y106884000D03*
+%TO.P,N16,4,DIN*%
+%TO.N,Net-(N15-DOUT)*%
+X22896000Y105984000D03*
+%TD*%
+%TO.P,N165,1,VDD*%
+%TO.N,+5V*%
+X10104000Y47793000D03*
+%TO.P,N165,2,DOUT*%
+%TO.N,Net-(N165-DOUT)*%
+X10104000Y48693000D03*
+%TO.P,N165,3,GND*%
+%TO.N,GND*%
+X9204000Y48693000D03*
+%TO.P,N165,4,DIN*%
+%TO.N,Net-(N164-DOUT)*%
+X9204000Y47793000D03*
+%TD*%
+%TO.P,N197,1,VDD*%
+%TO.N,+5V*%
+X27219000Y37524000D03*
+%TO.P,N197,2,DOUT*%
+%TO.N,Net-(N197-DOUT)*%
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+%TD*%
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+%TD*%
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+%TO.N,+5V*%
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+%TO.P,N266,2,DOUT*%
+%TO.N,Net-(N266-DOUT)*%
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+%TO.P,N266,3,GND*%
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+%TO.N,Net-(N265-DOUT)*%
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+%TD*%
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+%TO.P,N105,2,DOUT*%
+%TO.N,Net-(N105-DOUT)*%
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+%TO.P,N105,3,GND*%
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+%TO.P,N105,4,DIN*%
+%TO.N,Net-(N104-DOUT)*%
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+%TD*%
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+%TO.P,N124,2,DOUT*%
+%TO.N,Net-(N124-DOUT)*%
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+%TO.P,N124,3,GND*%
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+%TO.N,Net-(N123-DOUT)*%
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+%TD*%
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+%TO.N,+5V*%
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+%TO.P,N130,2,DOUT*%
+%TO.N,Net-(N130-DOUT)*%
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+%TO.P,N130,3,GND*%
+%TO.N,GND*%
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+%TO.P,N130,4,DIN*%
+%TO.N,Net-(N129-DOUT)*%
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+%TD*%
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+%TO.N,+5V*%
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+%TO.P,N210,2,DOUT*%
+%TO.N,Net-(N210-DOUT)*%
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+%TO.P,N210,3,GND*%
+%TO.N,GND*%
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+%TO.P,N210,4,DIN*%
+%TO.N,Net-(N209-DOUT)*%
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+%TD*%
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+%TO.N,+5V*%
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+%TO.P,N17,2,DOUT*%
+%TO.N,Net-(N17-DOUT)*%
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+%TO.P,N17,3,GND*%
+%TO.N,GND*%
+X26319000Y106884000D03*
+%TO.P,N17,4,DIN*%
+%TO.N,Net-(N16-DOUT)*%
+X26319000Y105984000D03*
+%TD*%
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+%TO.N,+5V*%
+X27219000Y68331000D03*
+%TO.P,N116,2,DOUT*%
+%TO.N,Net-(N116-DOUT)*%
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+%TO.P,N116,3,GND*%
+%TO.N,GND*%
+X26319000Y69231000D03*
+%TO.P,N116,4,DIN*%
+%TO.N,Net-(N115-DOUT)*%
+X26319000Y68331000D03*
+%TD*%
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+%TO.N,+5V*%
+X27219000Y10140000D03*
+%TO.P,N269,2,DOUT*%
+%TO.N,Net-(N269-DOUT)*%
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+%TO.P,N269,3,GND*%
+%TO.N,GND*%
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+%TO.P,N269,4,DIN*%
+%TO.N,Net-(N268-DOUT)*%
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+%TD*%
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+%TO.N,+5V*%
+X13527000Y37524000D03*
+%TO.P,N193,2,DOUT*%
+%TO.N,Net-(N193-DOUT)*%
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+%TO.P,N193,3,GND*%
+%TO.N,GND*%
+X12627000Y38424000D03*
+%TO.P,N193,4,DIN*%
+%TO.N,Net-(N192-DOUT)*%
+X12627000Y37524000D03*
+%TD*%
+%TO.P,N257,1,VDD*%
+%TO.N,+5V*%
+X16950000Y13563000D03*
+%TO.P,N257,2,DOUT*%
+%TO.N,Net-(N257-DOUT)*%
+X16950000Y14463000D03*
+%TO.P,N257,3,GND*%
+%TO.N,GND*%
+X16050000Y14463000D03*
+%TO.P,N257,4,DIN*%
+%TO.N,Net-(N256-DOUT)*%
+X16050000Y13563000D03*
+%TD*%
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+%TO.N,+5V*%
+X6681000Y105984000D03*
+%TO.P,N11,2,DOUT*%
+%TO.N,Net-(N11-DOUT)*%
+X6681000Y106884000D03*
+%TO.P,N11,3,GND*%
+%TO.N,GND*%
+X5781000Y106884000D03*
+%TO.P,N11,4,DIN*%
+%TO.N,Net-(N10-DOUT)*%
+X5781000Y105984000D03*
+%TD*%
+%TO.P,N55,1,VDD*%
+%TO.N,+5V*%
+X3258000Y88869000D03*
+%TO.P,N55,2,DOUT*%
+%TO.N,Net-(N55-DOUT)*%
+X3258000Y89769000D03*
+%TO.P,N55,3,GND*%
+%TO.N,GND*%
+X2358000Y89769000D03*
+%TO.P,N55,4,DIN*%
+%TO.N,/NeopixelMatrix/END-STRIP3*%
+X2358000Y88869000D03*
+%TD*%
+%TO.P,N189,1,VDD*%
+%TO.N,+5V*%
+X30642000Y40947000D03*
+%TO.P,N189,2,DOUT*%
+%TO.N,Net-(N189-DOUT)*%
+X30642000Y41847000D03*
+%TO.P,N189,3,GND*%
+%TO.N,GND*%
+X29742000Y41847000D03*
+%TO.P,N189,4,DIN*%
+%TO.N,Net-(N188-DOUT)*%
+X29742000Y40947000D03*
+%TD*%
+%TO.P,N79,1,VDD*%
+%TO.N,+5V*%
+X23796000Y82023000D03*
+%TO.P,N79,2,DOUT*%
+%TO.N,Net-(N79-DOUT)*%
+X23796000Y82923000D03*
+%TO.P,N79,3,GND*%
+%TO.N,GND*%
+X22896000Y82923000D03*
+%TO.P,N79,4,DIN*%
+%TO.N,Net-(N78-DOUT)*%
+X22896000Y82023000D03*
+%TD*%
+%TO.P,N1,1,VDD*%
+%TO.N,+5V*%
+X3258000Y109407000D03*
+%TO.P,N1,2,DOUT*%
+%TO.N,Net-(N1-DOUT)*%
+X3258000Y110307000D03*
+%TO.P,N1,3,GND*%
+%TO.N,GND*%
+X2358000Y110307000D03*
+%TO.P,N1,4,DIN*%
+%TO.N,/NeopixelMatrix/STRIP1*%
+X2358000Y109407000D03*
+%TD*%
+%TO.P,N39,1,VDD*%
+%TO.N,+5V*%
+X10104000Y95715000D03*
+%TO.P,N39,2,DOUT*%
+%TO.N,Net-(N39-DOUT)*%
+X10104000Y96615000D03*
+%TO.P,N39,3,GND*%
+%TO.N,GND*%
+X9204000Y96615000D03*
+%TO.P,N39,4,DIN*%
+%TO.N,Net-(N38-DOUT)*%
+X9204000Y95715000D03*
+%TD*%
+%TO.P,N45,1,VDD*%
+%TO.N,+5V*%
+X30642000Y95715000D03*
+%TO.P,N45,2,DOUT*%
+%TO.N,Net-(N45-DOUT)*%
+X30642000Y96615000D03*
+%TO.P,N45,3,GND*%
+%TO.N,GND*%
+X29742000Y96615000D03*
+%TO.P,N45,4,DIN*%
+%TO.N,Net-(N44-DOUT)*%
+X29742000Y95715000D03*
+%TD*%
+%TO.P,N256,1,VDD*%
+%TO.N,+5V*%
+X13527000Y13563000D03*
+%TO.P,N256,2,DOUT*%
+%TO.N,Net-(N256-DOUT)*%
+X13527000Y14463000D03*
+%TO.P,N256,3,GND*%
+%TO.N,GND*%
+X12627000Y14463000D03*
+%TO.P,N256,4,DIN*%
+%TO.N,Net-(N255-DOUT)*%
+X12627000Y13563000D03*
+%TD*%
+%TO.P,N89,1,VDD*%
+%TO.N,+5V*%
+X27219000Y78600000D03*
+%TO.P,N89,2,DOUT*%
+%TO.N,Net-(N89-DOUT)*%
+X27219000Y79500000D03*
+%TO.P,N89,3,GND*%
+%TO.N,GND*%
+X26319000Y79500000D03*
+%TO.P,N89,4,DIN*%
+%TO.N,Net-(N88-DOUT)*%
+X26319000Y78600000D03*
+%TD*%
+%TO.P,N237,1,VDD*%
+%TO.N,+5V*%
+X10104000Y20409000D03*
+%TO.P,N237,2,DOUT*%
+%TO.N,Net-(N237-DOUT)*%
+X10104000Y21309000D03*
+%TO.P,N237,3,GND*%
+%TO.N,GND*%
+X9204000Y21309000D03*
+%TO.P,N237,4,DIN*%
+%TO.N,Net-(N236-DOUT)*%
+X9204000Y20409000D03*
+%TD*%
+%TO.P,N68,1,VDD*%
+%TO.N,+5V*%
+X16950000Y85446000D03*
+%TO.P,N68,2,DOUT*%
+%TO.N,Net-(N68-DOUT)*%
+X16950000Y86346000D03*
+%TO.P,N68,3,GND*%
+%TO.N,GND*%
+X16050000Y86346000D03*
+%TO.P,N68,4,DIN*%
+%TO.N,Net-(N67-DOUT)*%
+X16050000Y85446000D03*
+%TD*%
+%TO.P,N84,1,VDD*%
+%TO.N,+5V*%
+X10104000Y78600000D03*
+%TO.P,N84,2,DOUT*%
+%TO.N,Net-(N84-DOUT)*%
+X10104000Y79500000D03*
+%TO.P,N84,3,GND*%
+%TO.N,GND*%
+X9204000Y79500000D03*
+%TO.P,N84,4,DIN*%
+%TO.N,Net-(N83-DOUT)*%
+X9204000Y78600000D03*
+%TD*%
+%TO.P,N36,1,VDD*%
+%TO.N,+5V*%
+X30642000Y99138000D03*
+%TO.P,N36,2,DOUT*%
+%TO.N,/NeopixelMatrix/END-STRIP2*%
+X30642000Y100038000D03*
+%TO.P,N36,3,GND*%
+%TO.N,GND*%
+X29742000Y100038000D03*
+%TO.P,N36,4,DIN*%
+%TO.N,Net-(N35-DOUT)*%
+X29742000Y99138000D03*
+%TD*%
+%TO.P,N63,1,VDD*%
+%TO.N,+5V*%
+X30642000Y88869000D03*
+%TO.P,N63,2,DOUT*%
+%TO.N,Net-(N63-DOUT)*%
+X30642000Y89769000D03*
+%TO.P,N63,3,GND*%
+%TO.N,GND*%
+X29742000Y89769000D03*
+%TO.P,N63,4,DIN*%
+%TO.N,Net-(N62-DOUT)*%
+X29742000Y88869000D03*
+%TD*%
+%TO.P,N213,1,VDD*%
+%TO.N,+5V*%
+X20373000Y30678000D03*
+%TO.P,N213,2,DOUT*%
+%TO.N,Net-(N213-DOUT)*%
+X20373000Y31578000D03*
+%TO.P,N213,3,GND*%
+%TO.N,GND*%
+X19473000Y31578000D03*
+%TO.P,N213,4,DIN*%
+%TO.N,Net-(N212-DOUT)*%
+X19473000Y30678000D03*
+%TD*%
+%TO.P,N113,1,VDD*%
+%TO.N,+5V*%
+X16950000Y68331000D03*
+%TO.P,N113,2,DOUT*%
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diff --git a/jlcpcb/gerber/MicrocontrollerInputModule-EdgeCuts.gbr b/jlcpcb/gerber/MicrocontrollerInputModule-EdgeCuts.gbr
new file mode 100644
index 0000000..3031216
--- /dev/null
+++ b/jlcpcb/gerber/MicrocontrollerInputModule-EdgeCuts.gbr
@@ -0,0 +1,46 @@
+%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*%
+%TF.CreationDate,2024-04-01T01:15:32-04:00*%
+%TF.ProjectId,MicrocontrollerInputModule,4d696372-6f63-46f6-9e74-726f6c6c6572,V3.0*%
+%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 8.0.1) date 2024-04-01 01:15:32*
+%MOMM*%
+%LPD*%
+G01*
+G04 APERTURE LIST*
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+%ADD10C,0.100000*%
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diff --git a/jlcpcb/gerber/MicrocontrollerInputModule-MaskBottom.gbr b/jlcpcb/gerber/MicrocontrollerInputModule-MaskBottom.gbr
new file mode 100644
index 0000000..6fa90d0
--- /dev/null
+++ b/jlcpcb/gerber/MicrocontrollerInputModule-MaskBottom.gbr
@@ -0,0 +1,438 @@
+%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*%
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+%TF.ProjectId,MicrocontrollerInputModule,4d696372-6f63-46f6-9e74-726f6c6c6572,V3.0*%
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+%MOMM*%
+%LPD*%
+G01*
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+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*
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+20,1,$1+$1,$4,$5,$6,$7,0*
+20,1,$1+$1,$6,$7,$8,$9,0*
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+G04 Aperture macros list end*
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diff --git a/jlcpcb/gerber/MicrocontrollerInputModule-MaskTop.gbr b/jlcpcb/gerber/MicrocontrollerInputModule-MaskTop.gbr
new file mode 100644
index 0000000..f9cd243
--- /dev/null
+++ b/jlcpcb/gerber/MicrocontrollerInputModule-MaskTop.gbr
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diff --git a/jlcpcb/gerber/MicrocontrollerInputModule-PasteBottom.gbr b/jlcpcb/gerber/MicrocontrollerInputModule-PasteBottom.gbr
new file mode 100644
index 0000000..265d92a
--- /dev/null
+++ b/jlcpcb/gerber/MicrocontrollerInputModule-PasteBottom.gbr
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diff --git a/jlcpcb/gerber/MicrocontrollerInputModule-PasteTop.gbr b/jlcpcb/gerber/MicrocontrollerInputModule-PasteTop.gbr
new file mode 100644
index 0000000..722c8a4
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diff --git a/jlcpcb/gerber/MicrocontrollerInputModule-SilkBottom.gbr b/jlcpcb/gerber/MicrocontrollerInputModule-SilkBottom.gbr
new file mode 100644
index 0000000..46a478d
--- /dev/null
+++ b/jlcpcb/gerber/MicrocontrollerInputModule-SilkBottom.gbr
@@ -0,0 +1,19614 @@
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diff --git a/jlcpcb/gerber/MicrocontrollerInputModule-SilkTop.gbr b/jlcpcb/gerber/MicrocontrollerInputModule-SilkTop.gbr
new file mode 100644
index 0000000..c0fc253
--- /dev/null
+++ b/jlcpcb/gerber/MicrocontrollerInputModule-SilkTop.gbr
@@ -0,0 +1,4918 @@
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diff --git a/jlcpcb/gerber/MicrocontrollerInputModule-VScore.gbr b/jlcpcb/gerber/MicrocontrollerInputModule-VScore.gbr
new file mode 100644
index 0000000..3956229
--- /dev/null
+++ b/jlcpcb/gerber/MicrocontrollerInputModule-VScore.gbr
@@ -0,0 +1,14 @@
+%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*%
+%TF.CreationDate,2024-04-01T01:15:32-04:00*%
+%TF.ProjectId,MicrocontrollerInputModule,4d696372-6f63-46f6-9e74-726f6c6c6572,V3.0*%
+%TF.SameCoordinates,Original*%
+%TF.FileFunction,Other,Comment*%
+%FSLAX46Y46*%
+G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
+G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-01 01:15:32*
+%MOMM*%
+%LPD*%
+G01*
+G04 APERTURE LIST*
+G04 APERTURE END LIST*
+M02*
diff --git a/jlcpcb/production_files/BOM-MicrocontrollerInputModule.csv b/jlcpcb/production_files/BOM-MicrocontrollerInputModule.csv
new file mode 100644
index 0000000..2af13f6
--- /dev/null
+++ b/jlcpcb/production_files/BOM-MicrocontrollerInputModule.csv
@@ -0,0 +1,20 @@
+Comment,Designator,Footprint,LCSC
+1k,"R1,R3",R_0402_1005Metric,C106235
+27,"R5,R6",R_0402_1005Metric,C138021
+180k,R7,R_0402_1005Metric,C138046
+100nF,"C10,C11,C12,C13,C14,C3,C4,C5,C7,C9",C_0402_1005Metric,C1525
+10uF,"C15,C16,C17,C18",C_0603_1608Metric,C19702
+RP2040,U2,QFN-56-1EP_7x7mm_P0.4mm_EP3.2x3.2mm,C2040
+A6H-2101,SW1,SW_A6H-2101_OMR,C224990
+470,"R10,R11,R12,R13,R14,R15,R16,R9",R_0402_1005Metric,C25117
+W25Q16JVUXIQ ,U1,SON-8-1EP_3x2mm_P0.5mm_EP0.2x1.6mm,C2843335
+SK6805-EC14,"N1,N10,N100,N101,N102,N103,N104,N105,N106,N107,N108,N109,N11,N110,N111,N112,N113,N114,N115,N116,N117,N118,N119,N12,N120,N121,N122,N123,N124,N125,N126,N127,N128,N129,N13,N130,N131,N132,N133,N134,N135,N136,N137,N138,N139,N14,N140,N141,N142,N143,N144,N145,N146,N147,N148,N149,N15,N150,N151,N152,N153,N154,N155,N156,N157,N158,N159,N16,N160,N161,N162,N163,N164,N165,N166,N167,N168,N169,N17,N170,N171,N172,N173,N174,N175,N176,N177,N178,N179,N18,N180,N181,N182,N183,N184,N185,N186,N187,N188,N189,N19,N190,N191,N192,N193,N194,N195,N196,N197,N198,N199,N2,N20,N200,N201,N202,N203,N204,N205,N206,N207,N208,N209,N21,N210,N211,N212,N213,N214,N215,N216,N217,N218,N219,N22,N220,N221,N222,N223,N224,N225,N226,N227,N228,N229,N23,N230,N231,N232,N233,N234,N235,N236,N237,N238,N239,N24,N240,N241,N242,N243,N244,N245,N246,N247,N248,N249,N25,N250,N251,N252,N253,N254,N255,N256,N257,N258,N259,N26,N260,N261,N262,N263,N264,N265,N266,N267,N268,N269,N27,N270,N271,N272,N273,N274,N275,N276,N277,N278,N279,N28,N280,N281,N282,N283,N284,N285,N286,N287,N288,N29,N3,N30,N31,N32,N33,N34,N35,N36,N37,N38,N39,N4,N40,N41,N42,N43,N44,N45,N46,N47,N48,N49,N5,N50,N51,N52,N53,N54,N55,N56,N57,N58,N59,N6,N60,N61,N62,N63,N64,N65,N66,N67,N68,N69,N7,N70,N71,N72,N73,N74,N75,N76,N77,N78,N79,N8,N80,N81,N82,N83,N84,N85,N86,N87,N88,N89,N9,N90,N91,N92,N93,N94,N95,N96,N97,N98,N99",SK6805-EC14,C2909055
+1uF,"C6,C8",C_0402_1005Metric,C29266
+FH34SRJ-12S-0.5SH_50_,J2,HRS_FH34SRJ-12S-0.5SH_50_,C424659
+D_TVS,"D1,D2,D3,D4,D5",D_0402_1005Metric,C468904
+74AHC125BQ_115,"U3,U4",QFN50P300X250X100-15N,C554218
+10k,"R2,R24,R4,R8",R_0402_1005Metric,C60490
+12.000MHz,Y1,Crystal_SMD_3225-4Pin_3.2x2.5mm,C7294551
+15pF,"C1,C2",C_0402_1005Metric,C76950
+Polyfuse 600mA,F1,R_1206_3216Metric,C883122
+Polyfuse 200mA,F2,R_1206_3216Metric,C910826
diff --git a/jlcpcb/production_files/CPL-MicrocontrollerInputModule.csv b/jlcpcb/production_files/CPL-MicrocontrollerInputModule.csv
new file mode 100644
index 0000000..4a3d1fe
--- /dev/null
+++ b/jlcpcb/production_files/CPL-MicrocontrollerInputModule.csv
@@ -0,0 +1,338 @@
+Designator,Val,Package,Mid X,Mid Y,Rotation,Layer
+C1,15pF,C_0402_1005Metric,15.58,19.7,0.0,bottom
+C2,15pF,C_0402_1005Metric,13.42,23.15,180.0,bottom
+C3,100nF,C_0402_1005Metric,29.1,16.316,270.0,bottom
+C4,100nF,C_0402_1005Metric,15.78,22.875,0.0,bottom
+C5,100nF,C_0402_1005Metric,27.38,21.185,180.0,bottom
+C6,1uF,C_0402_1005Metric,26.88,23.6,180.0,bottom
+C7,100nF,C_0402_1005Metric,25.52,25.857,0.0,bottom
+C8,1uF,C_0402_1005Metric,26.88,24.607,180.0,bottom
+C9,100nF,C_0402_1005Metric,29.32,21.757,180.0,bottom
+C10,100nF,C_0402_1005Metric,26.1,16.92,270.0,bottom
+C11,100nF,C_0402_1005Metric,23.6,25.95,0.0,bottom
+C12,100nF,C_0402_1005Metric,20.652893,16.300108,180.0,bottom
+C13,100nF,C_0402_1005Metric,21.0,25.95,180.0,bottom
+C14,100nF,C_0402_1005Metric,15.78,21.9,0.0,bottom
+C15,10uF,C_0603_1608Metric,20.0,12.8,180.0,bottom
+C16,10uF,C_0603_1608Metric,9.947893,12.040108,180.0,bottom
+C17,10uF,C_0603_1608Metric,2.6,22.025,270.0,bottom
+C18,10uF,C_0603_1608Metric,2.369999,15.93,270.0,bottom
+D1,D_TVS,D_0402_1005Metric,6.622893,10.305108,270.0,bottom
+D2,D_TVS,D_0402_1005Metric,19.5,14.0,0.0,bottom
+D3,D_TVS,D_0402_1005Metric,30.299946,9.257161,135.0,bottom
+D4,D_TVS,D_0402_1005Metric,30.392893,11.265108,270.0,bottom
+D5,D_TVS,D_0402_1005Metric,22.032893,13.645108,270.0,bottom
+F1,Polyfuse 600mA,R_1206_3216Metric,16.2,13.14,0.0,bottom
+F2,Polyfuse 200mA,R_1206_3216Metric,9.470393,10.110108,0.0,bottom
+J2,FH34SRJ-12S-0.5SH_50_,HRS_FH34SRJ-12S-0.5SH_50_,16.5,9.75,0.0,bottom
+N1,SK6805-EC14,SK6805-EC14,2.808,109.857,0.0,top
+N2,SK6805-EC14,SK6805-EC14,6.231,109.857,0.0,top
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+N17,SK6805-EC14,SK6805-EC14,26.769,106.434,0.0,top
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diff --git a/jlcpcb/production_files/GERBER-MicrocontrollerInputModule.zip b/jlcpcb/production_files/GERBER-MicrocontrollerInputModule.zip
new file mode 100644
index 0000000..2360a64
Binary files /dev/null and b/jlcpcb/production_files/GERBER-MicrocontrollerInputModule.zip differ
diff --git a/jlcpcb/project.db b/jlcpcb/project.db
new file mode 100644
index 0000000..e11cdf7
Binary files /dev/null and b/jlcpcb/project.db differ
diff --git a/panel.kicad_pro b/panel.kicad_pro
new file mode 100644
index 0000000..cab7c6b
--- /dev/null
+++ b/panel.kicad_pro
@@ -0,0 +1,296 @@
+{
+  "board": {
+    "3dviewports": [],
+    "design_settings": {
+      "defaults": {
+        "apply_defaults_to_fp_fields": false,
+        "apply_defaults_to_fp_shapes": false,
+        "apply_defaults_to_fp_text": false,
+        "board_outline_line_width": 0.1,
+        "copper_line_width": 0.2,
+        "copper_text_italic": false,
+        "copper_text_size_h": 1.5,
+        "copper_text_size_v": 1.5,
+        "copper_text_thickness": 0.3,
+        "copper_text_upright": false,
+        "courtyard_line_width": 0.05,
+        "dimension_precision": 4,
+        "dimension_units": 3,
+        "dimensions": {
+          "arrow_length": 1270000,
+          "extension_offset": 500000,
+          "keep_text_aligned": true,
+          "suppress_zeroes": false,
+          "text_position": 0,
+          "units_format": 1
+        },
+        "fab_line_width": 0.1,
+        "fab_text_italic": false,
+        "fab_text_size_h": 1.0,
+        "fab_text_size_v": 1.0,
+        "fab_text_thickness": 0.15,
+        "fab_text_upright": false,
+        "other_line_width": 0.15,
+        "other_text_italic": false,
+        "other_text_size_h": 1.0,
+        "other_text_size_v": 1.0,
+        "other_text_thickness": 0.15,
+        "other_text_upright": false,
+        "pads": {
+          "drill": 0.0,
+          "height": 0.9,
+          "width": 0.9
+        },
+        "silk_line_width": 0.15,
+        "silk_text_italic": false,
+        "silk_text_size_h": 1.0,
+        "silk_text_size_v": 1.0,
+        "silk_text_thickness": 0.15,
+        "silk_text_upright": false,
+        "zones": {
+          "min_clearance": 0.0
+        }
+      },
+      "diff_pair_dimensions": [
+        {
+          "gap": 0.0,
+          "via_gap": 0.0,
+          "width": 0.0
+        },
+        {
+          "gap": 0.1524,
+          "via_gap": 0.1524,
+          "width": 0.1524
+        }
+      ],
+      "drc_exclusions": [],
+      "meta": {
+        "version": 2
+      },
+      "rule_severities": {
+        "annular_width": "error",
+        "clearance": "error",
+        "connection_width": "warning",
+        "copper_edge_clearance": "error",
+        "copper_sliver": "warning",
+        "courtyards_overlap": "error",
+        "diff_pair_gap_out_of_range": "error",
+        "diff_pair_uncoupled_length_too_long": "error",
+        "drill_out_of_range": "error",
+        "duplicate_footprints": "warning",
+        "extra_footprint": "warning",
+        "footprint": "error",
+        "footprint_symbol_mismatch": "warning",
+        "footprint_type_mismatch": "error",
+        "hole_clearance": "error",
+        "hole_near_hole": "error",
+        "invalid_outline": "error",
+        "isolated_copper": "warning",
+        "item_on_disabled_layer": "error",
+        "items_not_allowed": "error",
+        "length_out_of_range": "error",
+        "lib_footprint_issues": "warning",
+        "lib_footprint_mismatch": "warning",
+        "malformed_courtyard": "error",
+        "microvia_drill_out_of_range": "error",
+        "missing_courtyard": "warning",
+        "missing_footprint": "warning",
+        "net_conflict": "warning",
+        "npth_inside_courtyard": "warning",
+        "padstack": "error",
+        "pth_inside_courtyard": "warning",
+        "shorting_items": "error",
+        "silk_edge_clearance": "warning",
+        "silk_over_copper": "warning",
+        "silk_overlap": "warning",
+        "skew_out_of_range": "error",
+        "solder_mask_bridge": "error",
+        "starved_thermal": "error",
+        "text_height": "warning",
+        "text_thickness": "warning",
+        "through_hole_pad_without_hole": "error",
+        "too_many_vias": "error",
+        "track_dangling": "warning",
+        "track_width": "error",
+        "tracks_crossing": "error",
+        "unconnected_items": "error",
+        "unresolved_variable": "error",
+        "via_dangling": "warning",
+        "zones_intersect": "error"
+      },
+      "rules": {
+        "max_error": 0.005,
+        "min_clearance": 0.1524,
+        "min_connection": 0.0,
+        "min_copper_edge_clearance": 0.0,
+        "min_hole_clearance": 0.1524,
+        "min_hole_to_hole": 0.127,
+        "min_microvia_diameter": 0.2,
+        "min_microvia_drill": 0.1,
+        "min_resolved_spokes": 1,
+        "min_silk_clearance": 0.0,
+        "min_text_height": 0.8,
+        "min_text_thickness": 0.08,
+        "min_through_hole_diameter": 0.3,
+        "min_track_width": 0.1524,
+        "min_via_annular_width": 0.1,
+        "min_via_diameter": 0.5,
+        "solder_mask_to_copper_clearance": 0.0,
+        "use_height_for_length_calcs": true
+      },
+      "teardrop_options": [
+        {
+          "td_onpadsmd": true,
+          "td_onroundshapesonly": false,
+          "td_ontrackend": false,
+          "td_onviapad": true
+        }
+      ],
+      "teardrop_parameters": [
+        {
+          "td_allow_use_two_tracks": true,
+          "td_curve_segcount": 0,
+          "td_height_ratio": 1.0,
+          "td_length_ratio": 0.5,
+          "td_maxheight": 2.0,
+          "td_maxlen": 1.0,
+          "td_on_pad_in_zone": false,
+          "td_target_name": "td_round_shape",
+          "td_width_to_size_filter_ratio": 0.9
+        },
+        {
+          "td_allow_use_two_tracks": true,
+          "td_curve_segcount": 0,
+          "td_height_ratio": 1.0,
+          "td_length_ratio": 0.5,
+          "td_maxheight": 2.0,
+          "td_maxlen": 1.0,
+          "td_on_pad_in_zone": false,
+          "td_target_name": "td_rect_shape",
+          "td_width_to_size_filter_ratio": 0.9
+        },
+        {
+          "td_allow_use_two_tracks": true,
+          "td_curve_segcount": 0,
+          "td_height_ratio": 1.0,
+          "td_length_ratio": 0.5,
+          "td_maxheight": 2.0,
+          "td_maxlen": 1.0,
+          "td_on_pad_in_zone": false,
+          "td_target_name": "td_track_end",
+          "td_width_to_size_filter_ratio": 0.9
+        }
+      ],
+      "track_widths": [
+        0.0,
+        0.1524,
+        0.3048
+      ],
+      "tuning_pattern_settings": {
+        "diff_pair_defaults": {
+          "corner_radius_percentage": 80,
+          "corner_style": 1,
+          "max_amplitude": 1.0,
+          "min_amplitude": 0.2,
+          "single_sided": false,
+          "spacing": 1.0
+        },
+        "diff_pair_skew_defaults": {
+          "corner_radius_percentage": 80,
+          "corner_style": 1,
+          "max_amplitude": 1.0,
+          "min_amplitude": 0.2,
+          "single_sided": false,
+          "spacing": 0.6
+        },
+        "single_track_defaults": {
+          "corner_radius_percentage": 80,
+          "corner_style": 1,
+          "max_amplitude": 1.0,
+          "min_amplitude": 0.2,
+          "single_sided": false,
+          "spacing": 0.6
+        }
+      },
+      "via_dimensions": [
+        {
+          "diameter": 0.0,
+          "drill": 0.0
+        },
+        {
+          "diameter": 0.508,
+          "drill": 0.254
+        }
+      ],
+      "zones_allow_external_fillets": false
+    },
+    "ipc2581": {
+      "dist": "",
+      "distpn": "",
+      "internal_id": "",
+      "mfg": "",
+      "mpn": ""
+    },
+    "layer_presets": [],
+    "viewports": []
+  },
+  "boards": [],
+  "cvpcb": {
+    "equivalence_files": []
+  },
+  "libraries": {
+    "pinned_footprint_libs": [],
+    "pinned_symbol_libs": []
+  },
+  "meta": {
+    "filename": "panel.kicad_pro",
+    "version": 1
+  },
+  "net_settings": {
+    "classes": [
+      {
+        "bus_width": 12,
+        "clearance": 0.2,
+        "diff_pair_gap": 0.25,
+        "diff_pair_via_gap": 0.25,
+        "diff_pair_width": 0.2,
+        "line_style": 0,
+        "microvia_diameter": 0.3,
+        "microvia_drill": 0.1,
+        "name": "Default",
+        "pcb_color": "rgba(0, 0, 0, 0.000)",
+        "schematic_color": "rgba(0, 0, 0, 0.000)",
+        "track_width": 0.2,
+        "via_diameter": 0.6,
+        "via_drill": 0.3,
+        "wire_width": 6
+      }
+    ],
+    "meta": {
+      "version": 3
+    },
+    "net_colors": null,
+    "netclass_assignments": null,
+    "netclass_patterns": []
+  },
+  "pcbnew": {
+    "last_paths": {
+      "gencad": "",
+      "idf": "",
+      "netlist": "",
+      "plot": "",
+      "pos_files": "",
+      "specctra_dsn": "",
+      "step": "",
+      "svg": "",
+      "vrml": ""
+    },
+    "page_layout_descr_file": ""
+  },
+  "schematic": {
+    "legacy_lib_dir": "",
+    "legacy_lib_list": []
+  },
+  "sheets": [],
+  "text_variables": {}
+}
diff --git a/~MicrocontrollerInputModule.kicad_sch.lck b/~MicrocontrollerInputModule.kicad_sch.lck
deleted file mode 100644
index f2f9ec9..0000000
--- a/~MicrocontrollerInputModule.kicad_sch.lck
+++ /dev/null
@@ -1 +0,0 @@
-{"hostname":"DESKTOP-9RC14HV","username":"joe"}
\ No newline at end of file