diff --git a/README.md b/README.md
index 3d91aa7..19b6113 100644
--- a/README.md
+++ b/README.md
@@ -4,11 +4,10 @@
 
 ## Project Specification 
 
-This board is based on the ESP32-C3, and includes sensors, LED, buttons, battery charger, and USB type-C connector.
+This board is based on the ESP32-C3, and includes sensors, LEDs, buttons, a battery charger, and USB type-C connector.
 
 ### SoC Features
 
-
 * IEEE 802.11 b/g/n-compliant
 * Bluetooth 5, Bluetooth mesh
 * 32-bit RISC-V single-core processor, up to 160MHz
@@ -55,6 +54,7 @@
 
 | I/O Devices | GPIO   |
 |-------------|--------|
+| WS2812 LED  | GPIO2  |
 | LED         | GPIO7  |
 | Button/Boot | GPIO9  |
 
diff --git a/assets/esp-rust-board_bot.jpg b/assets/esp-rust-board_bot.jpg
index 07e120a..45bd3b1 100644
--- a/assets/esp-rust-board_bot.jpg
+++ b/assets/esp-rust-board_bot.jpg
Binary files differ
diff --git a/assets/esp-rust-board_top.jpg b/assets/esp-rust-board_top.jpg
index fe4d143..bcb056b 100644
--- a/assets/esp-rust-board_top.jpg
+++ b/assets/esp-rust-board_top.jpg
Binary files differ
diff --git a/docs/index.html b/docs/index.html
index ce7d0f7..bc75d90 100644
--- a/docs/index.html
+++ b/docs/index.html
@@ -879,7 +879,7 @@
 ///////////////////////////////////////////////
 
 ///////////////////////////////////////////////
-var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
+var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
 ///////////////////////////////////////////////
 
 ///////////////////////////////////////////////
diff --git a/hardware/esp-rust-board/bom/esp-rust-board.csv b/hardware/esp-rust-board/bom/esp-rust-board.csv
index 8ff7d66..6668f39 100644
--- a/hardware/esp-rust-board/bom/esp-rust-board.csv
+++ b/hardware/esp-rust-board/bom/esp-rust-board.csv
@@ -1,33 +1,28 @@
-"Source:","/home/pedro/Documents/espressif/github/esp-rust-board/hardware/esp-rust-board/esp-rust-board.kicad_sch"
-"Date:","ter 19 abr 2022 15:32:31"
-"Tool:","Eeschema 6.0.1-79c1e3a40b~116~ubuntu21.04.1"
-"Generator:","/usr/share/kicad/plugins/bom_csv_grouped_by_value_with_fp.py"
-"Component Count:","46"
-"Ref","Qnty","Value","Cmp name","Footprint","Description","Vendor"
-"C1, C2, C11, ","3","10nF 10V","C_Small","Capacitor_SMD:C_0402_1005Metric","Unpolarized capacitor, small symbol",""
-"C3, C4, C9, ","3","100nF 10V","C_Small","Capacitor_SMD:C_0402_1005Metric","Unpolarized capacitor, small symbol",""
-"C5, C7, ","2","10uF 16V","C_Small","Capacitor_SMD:C_0805_2012Metric","Unpolarized capacitor, small symbol",""
-"C6, ","1","22pF 50V","C_Small","Capacitor_SMD:C_0603_1608Metric","Unpolarized capacitor, small symbol",""
-"C8, C10, ","2","1uF 16V","C_Small","Capacitor_SMD:C_0402_1005Metric","Unpolarized capacitor, small symbol",""
-"C15, C16, ","2","4.7uF 16V","C_Small","Capacitor_SMD:C_0603_1608Metric","Unpolarized capacitor, small symbol",""
-"D1, ","1","LESD8D3.3CAT5G","D_TVS","Rust_Board:SOD-882","Bidirectional transient-voltage-suppression diode",""
-"D2, D3, ","2","LED","LED","LED_SMD:LED_0603_1608Metric","Light emitting diode",""
-"D4, D6, ","2","B5819W","D_Schottky","Diode_SMD:D_SOD-123","Schottky diode",""
-"D5, D7, D8, ","3","LESD5D5.0CT1G","D_TVS","Diode_SMD:D_SOD-523","Bidirectional transient-voltage-suppression diode",""
-"J1, ","1","USB4105-GF-A","USB4105-GF-A","Rust_Board:GCT_USB4105-GF-A","",""
-"L1, ","1","SPH4018H2R2MT (2.2uH 2.2A)","L_Small","Inductor_SMD:L_Bourns-SRN4018","Inductor, small symbol",""
-"Q1, ","1","DMG3415U","DMG2301L","Package_TO_SOT_SMD:SOT-23","-3A Id, -20V Vds, P-Channel MOSFET, SOT-23",""
-"R1, ","1","10kR","R_Small_US","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol",""
-"R2, R15, ","2","100kR 1%","R_Small_US","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol",""
-"R3, ","1","22k1R 1%","R_Small_US","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol",""
-"R4, R6, ","2","5k1R 1%","R_Small_US","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol",""
-"R5, R7, ","2","0R 1%","R_Small_US","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol",""
-"R8, R9, R17, R18, R19, ","5","10kR 1%","R_Small_US","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol",""
-"R10, ","1","470R 1%","R_Small_US","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol",""
-"R14, ","1","1kR 1%","R_Small_US","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol",""
-"SW1, SW2, ","2","SW_Push","SW_Push","Button_Switch_SMD:SW_SPST_PTS810","Push button switch, generic, two pins",""
-"U1, ","1","SHTC3","SHTC3","Rust_Board:SON100P200X200X80-5N","",""
-"U2, ","1","ICM-42670-P","ICM-42670-P","Rust_Board:IC_ICM-42670-P","",""
-"U3, ","1","ESP32-C3-MINI-1","ESP32-C3-MINI-1","Espressif:ESP32-C3-MINI-1","",""
-"U5, ","1","SY8088","SY8088","Package_TO_SOT_SMD:SOT-23-5","",""
-"U6, ","1","MCP73831-2-OT","MCP73831-2-OT","Package_TO_SOT_SMD:SOT-23-5","Single cell, Li-Ion/Li-Po charge management controller, 4.20V, Tri-State Status Output, in SOT23-5 package",""
+"Designator","Quantity","Value","LCSC Part #","MPN","Footprint","Description"
+"C1, C2, C11, ","3","10nF 10V","C15195","","Capacitor_SMD:C_0402_1005Metric","Unpolarized capacitor, small symbol"
+"C3, C4, C9, ","3","100nF 10V","C1525","","Capacitor_SMD:C_0402_1005Metric","Unpolarized capacitor, small symbol"
+"C5, C7, ","2","10uF 16V","C15850","","Capacitor_SMD:C_0805_2012Metric","Unpolarized capacitor, small symbol"
+"C6, ","1","22pF 50V","C1653","","Capacitor_SMD:C_0603_1608Metric","Unpolarized capacitor, small symbol"
+"C8, C10, ","2","1uF 16V","C52923","","Capacitor_SMD:C_0402_1005Metric","Unpolarized capacitor, small symbol"
+"C15, C16, ","2","4.7uF 16V","C19666","","Capacitor_SMD:C_0603_1608Metric","Unpolarized capacitor, small symbol"
+"D1, ","1","LESD8D3.3CAT5G","C172409","","Rust_Board:SOD-882","Bidirectional transient-voltage-suppression diode"
+"D2, D3, ","2","LED","C2286","","LED_SMD:LED_0603_1608Metric","Light emitting diode"
+"D4, D6, ","2","B5819W","C8598","","Diode_SMD:D_SOD-123","Schottky diode"
+"D5, D7, D8, ","3","LESD5D5.0CT1G","C383211","","Diode_SMD:D_SOD-523","Bidirectional transient-voltage-suppression diode"
+"D9, ","1","WS2812B","C527089","","LED_SMD:LED_SK6812MINI_PLCC4_3.5x3.5mm_P1.75mm","RGB LED with integrated controller"
+"J1, ","1","USB4105-GF-A","C165948","","Rust_Board:GCT_USB4105-GF-A",""
+"L1, ","1","SPH4018H2R2MT (2.2uH 2.2A)","C370436","","Inductor_SMD:L_Bourns-SRN4018","Inductor, small symbol"
+"Q1, ","1","DMG3415U","C96616","","Package_TO_SOT_SMD:SOT-23","-3A Id, -20V Vds, P-Channel MOSFET, SOT-23"
+"R1, R8, R9, R17, R18, R19, ","6","10kR 1%","C25744","","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol"
+"R2, R15, ","2","100kR 1%","C25741","","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol"
+"R3, ","1","22k1R 1%","C43473","","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol"
+"R4, R6, ","2","5k1R 1%","C25905","","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol"
+"R5, R7, R11, ","3","0R 1%","C17168","","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol"
+"R10, ","1","470R 1%","C25117","","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol"
+"R14, ","1","1kR 1%","C11702","","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol"
+"SW1, SW2, ","2","SW_Push","C116501","","Button_Switch_SMD:SW_SPST_PTS810","Push button switch, generic, two pins"
+"U1, ","1","SHTC3","C194656","","Rust_Board:SON100P200X200X80-5N",""
+"U2, ","1","ICM-42670-P","","","Rust_Board:IC_ICM-42670-P",""
+"U3, ","1","ESP32-C3-MINI-1","C2838502","","Espressif:ESP32-C3-MINI-1",""
+"U5, ","1","SY8088","C479072","","Package_TO_SOT_SMD:SOT-23-5",""
+"U6, ","1","MCP73831T-2ACI/OT","C424093","","Package_TO_SOT_SMD:SOT-23-5","Single cell, Li-Ion/Li-Po charge management controller, 4.20V, Tri-State Status Output, in SOT23-5 package"
diff --git a/hardware/esp-rust-board/esp-rust-board.csv b/hardware/esp-rust-board/esp-rust-board.csv
new file mode 100644
index 0000000..6668f39
--- /dev/null
+++ b/hardware/esp-rust-board/esp-rust-board.csv
@@ -0,0 +1,28 @@
+"Designator","Quantity","Value","LCSC Part #","MPN","Footprint","Description"
+"C1, C2, C11, ","3","10nF 10V","C15195","","Capacitor_SMD:C_0402_1005Metric","Unpolarized capacitor, small symbol"
+"C3, C4, C9, ","3","100nF 10V","C1525","","Capacitor_SMD:C_0402_1005Metric","Unpolarized capacitor, small symbol"
+"C5, C7, ","2","10uF 16V","C15850","","Capacitor_SMD:C_0805_2012Metric","Unpolarized capacitor, small symbol"
+"C6, ","1","22pF 50V","C1653","","Capacitor_SMD:C_0603_1608Metric","Unpolarized capacitor, small symbol"
+"C8, C10, ","2","1uF 16V","C52923","","Capacitor_SMD:C_0402_1005Metric","Unpolarized capacitor, small symbol"
+"C15, C16, ","2","4.7uF 16V","C19666","","Capacitor_SMD:C_0603_1608Metric","Unpolarized capacitor, small symbol"
+"D1, ","1","LESD8D3.3CAT5G","C172409","","Rust_Board:SOD-882","Bidirectional transient-voltage-suppression diode"
+"D2, D3, ","2","LED","C2286","","LED_SMD:LED_0603_1608Metric","Light emitting diode"
+"D4, D6, ","2","B5819W","C8598","","Diode_SMD:D_SOD-123","Schottky diode"
+"D5, D7, D8, ","3","LESD5D5.0CT1G","C383211","","Diode_SMD:D_SOD-523","Bidirectional transient-voltage-suppression diode"
+"D9, ","1","WS2812B","C527089","","LED_SMD:LED_SK6812MINI_PLCC4_3.5x3.5mm_P1.75mm","RGB LED with integrated controller"
+"J1, ","1","USB4105-GF-A","C165948","","Rust_Board:GCT_USB4105-GF-A",""
+"L1, ","1","SPH4018H2R2MT (2.2uH 2.2A)","C370436","","Inductor_SMD:L_Bourns-SRN4018","Inductor, small symbol"
+"Q1, ","1","DMG3415U","C96616","","Package_TO_SOT_SMD:SOT-23","-3A Id, -20V Vds, P-Channel MOSFET, SOT-23"
+"R1, R8, R9, R17, R18, R19, ","6","10kR 1%","C25744","","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol"
+"R2, R15, ","2","100kR 1%","C25741","","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol"
+"R3, ","1","22k1R 1%","C43473","","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol"
+"R4, R6, ","2","5k1R 1%","C25905","","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol"
+"R5, R7, R11, ","3","0R 1%","C17168","","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol"
+"R10, ","1","470R 1%","C25117","","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol"
+"R14, ","1","1kR 1%","C11702","","Resistor_SMD:R_0402_1005Metric","Resistor, small US symbol"
+"SW1, SW2, ","2","SW_Push","C116501","","Button_Switch_SMD:SW_SPST_PTS810","Push button switch, generic, two pins"
+"U1, ","1","SHTC3","C194656","","Rust_Board:SON100P200X200X80-5N",""
+"U2, ","1","ICM-42670-P","","","Rust_Board:IC_ICM-42670-P",""
+"U3, ","1","ESP32-C3-MINI-1","C2838502","","Espressif:ESP32-C3-MINI-1",""
+"U5, ","1","SY8088","C479072","","Package_TO_SOT_SMD:SOT-23-5",""
+"U6, ","1","MCP73831T-2ACI/OT","C424093","","Package_TO_SOT_SMD:SOT-23-5","Single cell, Li-Ion/Li-Po charge management controller, 4.20V, Tri-State Status Output, in SOT23-5 package"
diff --git a/hardware/esp-rust-board/esp-rust-board.kicad_pcb b/hardware/esp-rust-board/esp-rust-board.kicad_pcb
index 7b3f32b..53548d6 100644
--- a/hardware/esp-rust-board/esp-rust-board.kicad_pcb
+++ b/hardware/esp-rust-board/esp-rust-board.kicad_pcb
@@ -6,10 +6,10 @@
 
   (paper "A4")
   (title_block
-    (title "ESP32-C3 Rust Development Board")
-    (date "2022-04-07")
-    (rev "0.1b")
-    (company "Rust Community")
+    (title "ESP32-C3-DevKit-RUST-1")
+    (date "2022-04-27")
+    (rev "1.2a")
+    (company "Espressif Systems")
   )
 
   (layers
@@ -37,30 +37,30 @@
 
   (setup
     (stackup
-      (layer "F.SilkS" (type "Top Silk Screen"))
+      (layer "F.SilkS" (type "Top Silk Screen") (color "White"))
       (layer "F.Paste" (type "Top Solder Paste"))
-      (layer "F.Mask" (type "Top Solder Mask") (thickness 0.01))
+      (layer "F.Mask" (type "Top Solder Mask") (color "Black") (thickness 0.01))
       (layer "F.Cu" (type "copper") (thickness 0.035))
       (layer "dielectric 1" (type "core") (thickness 1.51) (material "FR4") (epsilon_r 4.5) (loss_tangent 0.02))
       (layer "B.Cu" (type "copper") (thickness 0.035))
-      (layer "B.Mask" (type "Bottom Solder Mask") (thickness 0.01))
+      (layer "B.Mask" (type "Bottom Solder Mask") (color "Black") (thickness 0.01))
       (layer "B.Paste" (type "Bottom Solder Paste"))
-      (layer "B.SilkS" (type "Bottom Silk Screen"))
-      (copper_finish "None")
+      (layer "B.SilkS" (type "Bottom Silk Screen") (color "White"))
+      (copper_finish "ENIG")
       (dielectric_constraints no)
     )
     (pad_to_mask_clearance 0)
     (pcbplotparams
-      (layerselection 0x00010fc_ffffffff)
+      (layerselection 0x00210fc_ffffffff)
       (disableapertmacros false)
       (usegerberextensions false)
-      (usegerberattributes true)
+      (usegerberattributes false)
       (usegerberadvancedattributes true)
       (creategerberjobfile true)
       (svguseinch false)
       (svgprecision 6)
       (excludeedgelayer true)
-      (plotframeref false)
+      (plotframeref true)
       (viasonmask false)
       (mode 1)
       (useauxorigin false)
@@ -81,7 +81,7 @@
       (mirror false)
       (drillshape 0)
       (scaleselection 1)
-      (outputdirectory "gerber/")
+      (outputdirectory "placement/")
     )
   )
 
@@ -147,6 +147,8 @@
   (net 59 "unconnected-(U4-Pad3)")
   (net 60 "unconnected-(U2-Pad4)")
   (net 61 "Net-(J1-PadS1)")
+  (net 62 "unconnected-(D9-Pad2)")
+  (net 63 "Net-(D9-Pad4)")
 
   (footprint "label" (layer "F.Cu")
     (tedit 61B9EF98) (tstamp 00000000-0000-0000-0000-000061b9f4d5)
@@ -270,6 +272,7 @@
     (at 156.718 82.931 180)
     (descr "LED SMD 0603 (1608 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")
     (tags "LED")
+    (property "LCSC" "C2286")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061fd2211")
@@ -309,11 +312,12 @@
     )
   )
 
-  (footprint "Rust_Board:Rust_Board" (layer "F.Cu")
+  (footprint "Rust_Board:Rust_Board" locked (layer "F.Cu")
     (tedit 61B232C3) (tstamp 00000000-0000-0000-0000-000061ba10c9)
     (at 148.082 96.139)
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
+    (property "exclude_from_bom" "")
     (path "/00000000-0000-0000-0000-000061b87401")
     (attr through_hole exclude_from_pos_files exclude_from_bom)
     (fp_text reference "U4" (at 0 -0.635) (layer "F.SilkS") hide
@@ -510,6 +514,7 @@
     (at 150.368 90.6272 90)
     (descr "Capacitor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
     (tags "capacitor")
+    (property "LCSC" "C1525")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061c55346")
@@ -595,6 +600,7 @@
     (at 151.4348 90.6272 90)
     (descr "Capacitor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
     (tags "capacitor")
+    (property "LCSC" "C15195")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061c55340")
@@ -634,7 +640,7 @@
 
   (footprint "label" (layer "F.Cu")
     (tedit 61B9CEAB) (tstamp 00000000-0000-0000-0000-000061bbba47)
-    (at 142.748 93.599)
+    (at 142.5956 93.599)
     (descr "Converted using: scripting")
     (tags "svg2mod")
     (attr exclude_from_pos_files exclude_from_bom)
@@ -764,9 +770,10 @@
 
   (footprint "Capacitor_SMD:C_0402_1005Metric" (layer "F.Cu")
     (tedit 5F68FEEE) (tstamp 00000000-0000-0000-0000-000061bbba64)
-    (at 150.6728 93.9292 -90)
+    (at 151.0792 93.6244 -90)
     (descr "Capacitor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
     (tags "capacitor")
+    (property "LCSC" "C1523")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (property "exclude_from_bom" "")
@@ -853,6 +860,7 @@
     (at 148.082 116 180)
     (descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
     (tags "capacitor")
+    (property "LCSC" "C19666")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-0000626de160")
@@ -895,6 +903,7 @@
     (at 151.0284 88.5952 -90)
     (descr "Capacitor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
     (tags "capacitor")
+    (property "LCSC" "C15195")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061c35c38")
@@ -937,6 +946,7 @@
     (at 148.082 118.872 90)
     (descr "http://www.diodes.com/datasheets/ap02001.pdf p.144")
     (tags "Diode SOD523")
+    (property "LCSC" "C383211")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-0000625f5840")
@@ -986,6 +996,7 @@
     (at 140.589 72.009 90)
     (descr "Capacitor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
     (tags "capacitor")
+    (property "LCSC" "C52923")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-00006227c0fe")
@@ -1025,22 +1036,23 @@
 
   (footprint "Capacitor_SMD:C_0402_1005Metric" (layer "F.Cu")
     (tedit 5F68FEEE) (tstamp 00000000-0000-0000-0000-000061bbbec3)
-    (at 140.208 80.2132 180)
+    (at 140.716 77.851 -90)
     (descr "Capacitor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
     (tags "capacitor")
+    (property "LCSC" "C52923")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061d1f64e")
     (attr smd)
-    (fp_text reference "C10" (at 0 -1.16) (layer "F.SilkS") hide
+    (fp_text reference "C10" (at 0 -1.16 -270) (layer "F.SilkS") hide
       (effects (font (size 1 1) (thickness 0.15)))
       (tstamp f8978d6f-bc80-4d45-99fe-9eda6ceed8ec)
     )
-    (fp_text value "1uF 16V" (at 0 1.16) (layer "F.Fab") hide
+    (fp_text value "1uF 16V" (at 0 1.16 -270) (layer "F.Fab") hide
       (effects (font (size 1 1) (thickness 0.15)))
       (tstamp 96916265-4653-41c3-9a80-f6775aa2b630)
     )
-    (fp_text user "${REFERENCE}" (at 0 0) (layer "F.Fab") hide
+    (fp_text user "${REFERENCE}" (at 0 0 -270) (layer "F.Fab") hide
       (effects (font (size 0.25 0.25) (thickness 0.04)))
       (tstamp e85705c7-e2a6-4d53-a85c-6c783418e0d2)
     )
@@ -1054,9 +1066,9 @@
     (fp_line (start 0.5 0.25) (end -0.5 0.25) (layer "F.Fab") (width 0.1) (tstamp 84164d3c-90bc-45b0-ac63-7f7a93843cb3))
     (fp_line (start -0.5 0.25) (end -0.5 -0.25) (layer "F.Fab") (width 0.1) (tstamp 925356e8-9fe3-4fca-8329-eba967a76629))
     (fp_line (start -0.5 -0.25) (end 0.5 -0.25) (layer "F.Fab") (width 0.1) (tstamp e762fafd-aba3-4f95-8923-69fc7014c1b7))
-    (pad "1" smd roundrect (at -0.48 0 180) (size 0.56 0.62) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25)
+    (pad "1" smd roundrect (at -0.48 0 270) (size 0.56 0.62) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25)
       (net 5 "CHIP_PU") (pintype "passive") (tstamp d9c9a498-33d2-4069-be67-c993eabe1d55))
-    (pad "2" smd roundrect (at 0.48 0 180) (size 0.56 0.62) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25)
+    (pad "2" smd roundrect (at 0.48 0 270) (size 0.56 0.62) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25)
       (net 1 "GND") (pintype "passive") (tstamp d63c2d67-a8b0-4064-9c5d-a28bd9200b4c))
     (model "${KICAD6_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0402_1005Metric.wrl"
       (offset (xyz 0 0 0))
@@ -1070,6 +1082,7 @@
     (at 149.86 118.872 90)
     (descr "http://www.diodes.com/datasheets/ap02001.pdf p.144")
     (tags "Diode SOD523")
+    (property "LCSC" "C383211")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000062676c43")
@@ -1119,6 +1132,7 @@
     (at 154.178 82.931)
     (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 "LCSC" "C25117")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061fd2b34")
@@ -1161,6 +1175,7 @@
     (at 148.082 76.2)
     (descr "ESP32-C3-MINI-1: https://www.espressif.com/sites/default/files/documentation/esp32-c3-mini-1_datasheet_en.pdf")
     (tags "ESP32-C3")
+    (property "LCSC" "C2838502")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061b8abaf")
@@ -1346,7 +1361,7 @@
 
   (footprint "label" (layer "F.Cu")
     (tedit 61B9CE86) (tstamp 00000000-0000-0000-0000-000061bbc158)
-    (at 153.416 93.599)
+    (at 153.67 93.599)
     (descr "Converted using: scripting")
     (tags "svg2mod")
     (attr exclude_from_pos_files exclude_from_bom)
@@ -1546,6 +1561,7 @@
     (at 150.4696 85.9536)
     (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 "LCSC" "C17168")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-00006244b845")
@@ -1585,9 +1601,10 @@
 
   (footprint "Button_Switch_SMD:SW_SPST_PTS810" (layer "F.Cu")
     (tedit 621DA8A6) (tstamp 00000000-0000-0000-0000-000061bbc292)
-    (at 142.792 97.484 90)
+    (at 142.5956 97.536 90)
     (descr "C&K Components, PTS 810 Series, Microminiature SMT Top Actuated, http://www.ckswitches.com/media/1476/pts810.pdf")
     (tags "SPST Button Switch")
+    (property "LCSC" "C116501")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061c5d315")
@@ -1649,6 +1666,7 @@
     (at 139.573 72.009 90)
     (descr "Capacitor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
     (tags "capacitor")
+    (property "LCSC" "C1525")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061ca8752")
@@ -1691,6 +1709,7 @@
     (at 146.304 118.872 90)
     (descr "http://www.diodes.com/datasheets/ap02001.pdf p.144")
     (tags "Diode SOD523")
+    (property "LCSC" "C383211")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-0000625f4ff4")
@@ -1951,6 +1970,7 @@
     (at 142.4 123.9 -90)
     (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 "LCSC" "C25905")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061bb74b4")
@@ -1993,6 +2013,7 @@
     (at 153.8 123.952 -90)
     (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 "LCSC" "C25905")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061bb709b")
@@ -2035,6 +2056,7 @@
     (at 144.018 117.348 -90)
     (descr "SOD-123")
     (tags "SOD-123")
+    (property "LCSC" "C8598")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000062a8f257")
@@ -2085,6 +2107,7 @@
     (at 152.0444 87.2236 -90)
     (descr "Capacitor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
     (tags "capacitor")
+    (property "LCSC" "C1525")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061c3bd32")
@@ -2127,6 +2150,7 @@
     (at 148.336 84.3788 -90)
     (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 "LCSC" "C25744")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061f37576")
@@ -2169,6 +2193,7 @@
     (at 149.9616 84.3788 90)
     (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 "LCSC" "C25744")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061f1a495")
@@ -2208,7 +2233,8 @@
 
   (footprint "Rust_Board:SON100P200X200X80-5N" (layer "F.Cu")
     (tedit 621DB9E8) (tstamp 00000000-0000-0000-0000-000061bbc632)
-    (at 148.082 91.434 180)
+    (at 148.1328 91.434 180)
+    (property "LCSC" "C194656")
     (property "MANUFACTURER" "Sensirion")
     (property "MAXIMUM_PACKAGE_HEIGHT" "0.80mm")
     (property "PARTREV" "3")
@@ -2256,9 +2282,10 @@
 
   (footprint "Button_Switch_SMD:SW_SPST_PTS810" (layer "F.Cu")
     (tedit 621DA8A6) (tstamp 00000000-0000-0000-0000-000061bbc78d)
-    (at 153.416 97.536 90)
+    (at 153.67 97.536 90)
     (descr "C&K Components, PTS 810 Series, Microminiature SMT Top Actuated, http://www.ckswitches.com/media/1476/pts810.pdf")
     (tags "SPST Button Switch")
+    (property "LCSC" "C116501")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061c5d870")
@@ -2320,6 +2347,7 @@
     (at 138.557 72.009 90)
     (descr "Capacitor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
     (tags "capacitor")
+    (property "LCSC" "C15195")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061ca7c78")
@@ -2359,22 +2387,23 @@
 
   (footprint "Resistor_SMD:R_0402_1005Metric" (layer "F.Cu")
     (tedit 5F68FEEE) (tstamp 00000000-0000-0000-0000-000061bbc814)
-    (at 140.208 77.47)
+    (at 140.716 75.946 -90)
     (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 "LCSC" "C25744")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061cdb32a")
     (attr smd)
-    (fp_text reference "R8" (at 0 -1.17) (layer "F.SilkS") hide
+    (fp_text reference "R8" (at 0 -1.17 90) (layer "F.SilkS") hide
       (effects (font (size 1 1) (thickness 0.15)))
       (tstamp 0be455d7-9219-470e-8eb0-7925a3f97f66)
     )
-    (fp_text value "10kR 1%" (at 0 1.17) (layer "F.Fab") hide
+    (fp_text value "10kR 1%" (at 0 1.17 90) (layer "F.Fab") hide
       (effects (font (size 1 1) (thickness 0.15)))
       (tstamp f886ffaf-1f6a-4587-bede-09aad32c7906)
     )
-    (fp_text user "${REFERENCE}" (at 0 0) (layer "F.Fab") hide
+    (fp_text user "${REFERENCE}" (at 0 0 90) (layer "F.Fab") hide
       (effects (font (size 0.26 0.26) (thickness 0.04)))
       (tstamp 2a0557af-99f5-4d4f-a3f5-32287aa44770)
     )
@@ -2388,9 +2417,9 @@
     (fp_line (start -0.525 -0.27) (end 0.525 -0.27) (layer "F.Fab") (width 0.1) (tstamp 6a336e3f-79e9-4231-8ca2-38a798f05f9f))
     (fp_line (start 0.525 -0.27) (end 0.525 0.27) (layer "F.Fab") (width 0.1) (tstamp 7cba27a8-b26c-4e33-ad8e-83f2f8589f1f))
     (fp_line (start -0.525 0.27) (end -0.525 -0.27) (layer "F.Fab") (width 0.1) (tstamp 9f9a1dc2-1e64-4561-84e9-c59e56eccfbe))
-    (pad "1" smd roundrect (at -0.51 0) (size 0.54 0.64) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25)
+    (pad "1" smd roundrect (at -0.51 0 270) (size 0.54 0.64) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25)
       (net 2 "+3V3") (pintype "passive") (tstamp 2adf8031-c396-4042-8cb1-90a52ba48945))
-    (pad "2" smd roundrect (at 0.51 0) (size 0.54 0.64) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25)
+    (pad "2" smd roundrect (at 0.51 0 270) (size 0.54 0.64) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25)
       (net 5 "CHIP_PU") (pintype "passive") (tstamp fd4c7d1c-8c57-45d5-ae7b-8381a3e73b19))
     (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0402_1005Metric.wrl"
       (offset (xyz 0 0 0))
@@ -2404,6 +2433,7 @@
     (at 152.4254 101.346 180)
     (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 "LCSC" "C25741")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061b91649")
@@ -2446,6 +2476,7 @@
     (at 142.494 113.157 -90)
     (descr "LED SMD 0603 (1608 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")
     (tags "LED")
+    (property "LCSC" "C2286")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000062857c65")
@@ -2487,9 +2518,10 @@
 
   (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu")
     (tedit 5F68FEEE) (tstamp 00000000-0000-0000-0000-000061bcf797)
-    (at 150.749 98.679 -90)
+    (at 153.035 103.378 -90)
     (descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
     (tags "capacitor")
+    (property "LCSC" "C1653")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061b90e84")
@@ -2532,6 +2564,7 @@
     (at 147.574 109.728)
     (descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
     (tags "capacitor")
+    (property "LCSC" "C19666")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-00006274cfaf")
@@ -2574,6 +2607,7 @@
     (at 147.447 113.157 90)
     (descr "SOT, 5 Pin (https://www.jedec.org/sites/default/files/docs/Mo-178c.PDF variant AA), generated with kicad-footprint-generator ipc_gullwing_generator.py")
     (tags "SOT TO_SOT_SMD")
+    (property "LCSC" "C424093")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-0000626d21df")
@@ -2582,7 +2616,7 @@
       (effects (font (size 1 1) (thickness 0.15)))
       (tstamp c5ddb5b3-ad5c-4b95-988a-1085ab1e494b)
     )
-    (fp_text value "MCP73831-2-OT" (at 0 2.9 90) (layer "F.Fab") hide
+    (fp_text value "MCP73831T-2ACI/OT" (at 0 2.9 90) (layer "F.Fab") hide
       (effects (font (size 1 1) (thickness 0.15)))
       (tstamp 3be24049-710e-4c21-b592-150779e27859)
     )
@@ -2625,6 +2659,7 @@
     (at 151.003 106.807 180)
     (descr "Capacitor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf, https://docs.google.com/spreadsheets/d/1BsfQQcO9C6DZCsRaXUlFlo91Tg2WpOkGARC1WS5S8t0/edit?usp=sharing), generated with kicad-footprint-generator")
     (tags "capacitor")
+    (property "LCSC" "C15850")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061b90a00")
@@ -2667,6 +2702,7 @@
     (at 145.1102 111.4298 -90)
     (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 "LCSC" "C25744")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-00006274c951")
@@ -2709,6 +2745,7 @@
     (at 151.892 113.665 -90)
     (descr "SOT, 3 Pin (https://www.jedec.org/system/files/docs/to-236h.pdf variant AB), generated with kicad-footprint-generator ipc_gullwing_generator.py")
     (tags "SOT TO_SOT_SMD")
+    (property "LCSC" "C96616")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-0000628bb66a")
@@ -2756,6 +2793,7 @@
     (at 148.5392 101.346 180)
     (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 "LCSC" "C25744")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061b9d284")
@@ -2764,7 +2802,7 @@
       (effects (font (size 1 1) (thickness 0.15)))
       (tstamp a109695a-7a5a-4ff1-81f1-c62e064d8fdd)
     )
-    (fp_text value "10kR" (at 0 1.17) (layer "F.Fab") hide
+    (fp_text value "10kR 1%" (at 0 1.17) (layer "F.Fab") hide
       (effects (font (size 1 1) (thickness 0.15)))
       (tstamp 94c92652-21ac-42f1-b571-6f41123e5974)
     )
@@ -2795,9 +2833,10 @@
 
   (footprint "Capacitor_SMD:C_0805_2012Metric" (layer "F.Cu")
     (tedit 5F68FEEE) (tstamp 00000000-0000-0000-0000-000061bcf914)
-    (at 144.907 102.743)
+    (at 144.907 103.378)
     (descr "Capacitor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf, https://docs.google.com/spreadsheets/d/1BsfQQcO9C6DZCsRaXUlFlo91Tg2WpOkGARC1WS5S8t0/edit?usp=sharing), generated with kicad-footprint-generator")
     (tags "capacitor")
+    (property "LCSC" "C15850")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061b91097")
@@ -2840,6 +2879,7 @@
     (at 150.495 101.346 180)
     (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 "LCSC" "C43473")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061b91863")
@@ -2882,6 +2922,7 @@
     (at 150.114 103.886)
     (descr "SOT, 5 Pin (https://www.jedec.org/sites/default/files/docs/Mo-178c.PDF variant AA), generated with kicad-footprint-generator ipc_gullwing_generator.py")
     (tags "SOT TO_SOT_SMD")
+    (property "LCSC" "C479072")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061b89997")
@@ -2933,6 +2974,7 @@
     (at 151.0284 84.3788 90)
     (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 "LCSC" "C25744")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000062d83dc6")
@@ -2972,9 +3014,10 @@
 
   (footprint "Inductor_SMD:L_Bourns-SRN4018" (layer "F.Cu")
     (tedit 5B471911) (tstamp 00000000-0000-0000-0000-000061bcf9e3)
-    (at 145.161 106.299 180)
+    (at 145.161 106.68 180)
     (descr "Bourns SRN4018 series SMD inductor, https://www.bourns.com/docs/Product-Datasheets/SRN4018.pdf")
     (tags "Bourns SRN4018 SMD inductor")
+    (property "LCSC" "C370436")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000061b91f34")
@@ -3023,6 +3066,7 @@
     (at 151.765 109.728 180)
     (descr "SOD-123")
     (tags "SOD-123")
+    (property "LCSC" "C8598")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-0000628c7e1d")
@@ -3073,6 +3117,7 @@
     (at 144.526 114.173 180)
     (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 "LCSC" "C11702")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-0000626dba1a")
@@ -3115,6 +3160,7 @@
     (at 154.305 113.665 -90)
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     (tags "resistor")
+    (property "LCSC" "C25741")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-0000628ca495")
@@ -3390,7 +3436,7 @@
 
   (footprint "label" (layer "F.Cu")
     (tedit 61C05A22) (tstamp 00000000-0000-0000-0000-000061c0dc23)
-    (at 148.082 94.107)
+    (at 148.1328 93.6244)
     (descr "Converted using: scripting")
     (tags "svg2mod")
     (attr exclude_from_pos_files exclude_from_bom)
@@ -4008,7 +4054,7 @@
   (footprint "Rust_Board:esp-rs_logo_4mm" (layer "F.Cu")
     (tedit 623DA83B) (tstamp 00000000-0000-0000-0000-000061c1cd9d)
     (at 139.7508 119.0498)
-    (attr through_hole exclude_from_pos_files exclude_from_bom)
+    (attr through_hole board_only exclude_from_pos_files exclude_from_bom)
     (fp_text reference "G***" (at 0 0) (layer "F.SilkS") hide
       (effects (font (size 1.524 1.524) (thickness 0.3)))
       (tstamp c834efbe-45e0-42bb-931e-de0f2ded443b)
@@ -8719,10 +8765,54 @@
   )
 
   (footprint "Resistor_SMD:R_0402_1005Metric" (layer "F.Cu")
+    (tedit 5F68FEEE) (tstamp 834fc8b0-8952-4228-85d3-31aa9be133ba)
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+    (tags "resistor")
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+    (property "Sheetfile" "esp-rust-board.kicad_sch")
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+    (pad "2" smd roundrect (at 0.51 0) (size 0.54 0.64) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25)
+      (net 63 "Net-(D9-Pad4)") (pintype "passive") (tstamp 13e5fc7b-945e-458b-8dea-c83dbc8c9420))
+    (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0402_1005Metric.wrl"
+      (offset (xyz 0 0 0))
+      (scale (xyz 1 1 1))
+      (rotate (xyz 0 0 0))
+    )
+  )
+
+  (footprint "Resistor_SMD:R_0402_1005Metric" (layer "F.Cu")
     (tedit 5F68FEEE) (tstamp 837c71e0-ae97-4217-8e6c-e5d4ca902f7c)
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     (tags "resistor")
+    (property "LCSC" "C17168")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/fe0cbb3c-aa17-4eee-bcfd-474e47039506")
@@ -8760,9 +8850,142 @@
     )
   )
 
+  (footprint "kibuzzard-6269032F" (layer "F.Cu")
+    (tedit 6269032F) (tstamp 864be129-fd17-499b-bc74-a21bdd782b46)
+    (at 145.923 100.584)
+    (descr "Converted using: scripting")
+    (tags "svg2mod")
+    (attr board_only exclude_from_pos_files exclude_from_bom)
+    (fp_text reference "kibuzzard-6269032F" (at 0 -1.025901) (layer "F.SilkS") hide
+      (effects (font (size 0.000254 0.000254) (thickness 0.000003)))
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+        (xy 1.63023 -1.025393)
+        (xy 1.1176 -1.025393)
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+
   (footprint "Rust_Board:GCT_USB4105-GF-A" (layer "F.Cu")
     (tedit 61EF004D) (tstamp b0c11d91-d002-4a21-899c-859908403f31)
     (at 148.082 125.984)
+    (property "LCSC" "C165948")
     (property "MANUFACTURER" "GCT")
     (property "MAXIMUM_PACKAGE_HEIGHT" "3.31 mm")
     (property "PARTREV" "A3")
@@ -8838,9 +9061,64 @@
     )
   )
 
+  (footprint "LED_SMD:LED_SK6812MINI_PLCC4_3.5x3.5mm_P1.75mm" (layer "F.Cu")
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+    (at 148.082 97.536 180)
+    (descr "https://cdn-shop.adafruit.com/product-files/2686/SK6812MINI_REV.01-1-2.pdf")
+    (tags "LED RGB NeoPixel Mini")
+    (property "LCSC" "C527089")
+    (property "Sheetfile" "esp-rust-board.kicad_sch")
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+      (net 2 "+3V3") (pinfunction "VDD") (pintype "power_in") (tstamp 72f24902-3614-4bf3-99c7-28ccf9316b54))
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+    (pad "3" smd rect (at 1.75 0.875 180) (size 1.6 0.85) (layers "F.Cu" "F.Paste" "F.Mask")
+      (net 1 "GND") (pinfunction "VSS") (pintype "power_in") (tstamp 2b2948c9-dedc-4e42-9889-c78923bb8bc0))
+    (pad "4" smd rect (at 1.75 -0.875 180) (size 1.6 0.85) (layers "F.Cu" "F.Paste" "F.Mask")
+      (net 63 "Net-(D9-Pad4)") (pinfunction "DIN") (pintype "input") (tstamp 1fedec2e-cb32-4af8-9b66-8683032e972c))
+    (model "${RUST3D}/WS2812B-MINI.step"
+      (offset (xyz 0 0 2))
+      (scale (xyz 1 1 1))
+      (rotate (xyz 90 -180 90))
+    )
+  )
+
   (footprint "Rust_Board:SOD-882" (layer "F.Cu")
     (tedit 61EEA5D3) (tstamp fd745b43-8ce2-4629-8080-530373cf8b31)
     (at 139.442 73.834 180)
+    (property "LCSC" "C172409")
     (property "Sheetfile" "esp-rust-board.kicad_sch")
     (property "Sheetname" "")
     (path "/00000000-0000-0000-0000-000062637b6c")
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-        (xy 145.931896 92.8)
-        (xy 145.914536 92.678781)
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-        (xy 145.098999 92.460398)
-        (xy 145.052954 92.406357)
-        (xy 145.042 92.354971)
         (xy 145.042 91.616624)
         (xy 145.047965 91.578315)
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@@ -47764,13 +48353,11 @@
         (xy 148.165271 92.731905)
         (xy 148.15768 92.736695)
         (xy 148.076618 92.828479)
-        (xy 148.057844 92.868466)
-        (xy 148.032494 92.922462)
         (xy 148.024576 92.939326)
         (xy 148.005736 93.060324)
         (xy 148.0069 93.069226)
         (xy 148.0069 93.069229)
-        (xy 148.01344 93.119239)
+        (xy 148.02045 93.172846)
         (xy 148.021614 93.181745)
         (xy 148.070933 93.29383)
         (xy 148.149727 93.387568)
@@ -47783,13 +48370,11 @@
         (xy 148.713481 93.397901)
         (xy 148.795658 93.307113)
         (xy 148.849051 93.196911)
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+        (xy 148.851603 93.181745)
         (xy 148.86856 93.080948)
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         (xy 148.869496 93.0656)
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         (xy 148.801452 92.832907)
         (xy 148.721518 92.740139)
         (xy 148.700403 92.726453)
diff --git a/hardware/esp-rust-board/esp-rust-board.kicad_sch b/hardware/esp-rust-board/esp-rust-board.kicad_sch
index 2ae9a7f..0964398 100644
--- a/hardware/esp-rust-board/esp-rust-board.kicad_sch
+++ b/hardware/esp-rust-board/esp-rust-board.kicad_sch
@@ -5,11 +5,11 @@
   (paper "A4")
 
   (title_block
-    (title "ESP32-C3 Rust Development Board")
-    (date "2021-11-19")
-    (rev "0.1b")
-    (company "Rust Community and Espressif")
-    (comment 1 "ESP32-C3 Development board for Rust")
+    (title "ESP32-C3-DevKit-RUST-1")
+    (date "2022-04-27")
+    (rev "1.2a")
+    (company "Espressif")
+    (comment 1 "ESP32-C3 Development Board for Rust")
   )
 
   (lib_symbols
@@ -710,6 +710,119 @@
         )
       )
     )
+    (symbol "LED:WS2812B" (pin_names (offset 0.254)) (in_bom yes) (on_board yes)
+      (property "Reference" "D" (id 0) (at 5.08 5.715 0)
+        (effects (font (size 1.27 1.27)) (justify right bottom))
+      )
+      (property "Value" "WS2812B" (id 1) (at 1.27 -5.715 0)
+        (effects (font (size 1.27 1.27)) (justify left top))
+      )
+      (property "Footprint" "LED_SMD:LED_WS2812B_PLCC4_5.0x5.0mm_P3.2mm" (id 2) (at 1.27 -7.62 0)
+        (effects (font (size 1.27 1.27)) (justify left top) hide)
+      )
+      (property "Datasheet" "https://cdn-shop.adafruit.com/datasheets/WS2812B.pdf" (id 3) (at 2.54 -9.525 0)
+        (effects (font (size 1.27 1.27)) (justify left top) hide)
+      )
+      (property "ki_keywords" "RGB LED NeoPixel addressable" (id 4) (at 0 0 0)
+        (effects (font (size 1.27 1.27)) hide)
+      )
+      (property "ki_description" "RGB LED with integrated controller" (id 5) (at 0 0 0)
+        (effects (font (size 1.27 1.27)) hide)
+      )
+      (property "ki_fp_filters" "LED*WS2812*PLCC*5.0x5.0mm*P3.2mm*" (id 6) (at 0 0 0)
+        (effects (font (size 1.27 1.27)) hide)
+      )
+      (symbol "WS2812B_0_0"
+        (text "RGB" (at 2.286 -4.191 0)
+          (effects (font (size 0.762 0.762)))
+        )
+      )
+      (symbol "WS2812B_0_1"
+        (polyline
+          (pts
+            (xy 1.27 -3.556)
+            (xy 1.778 -3.556)
+          )
+          (stroke (width 0) (type default) (color 0 0 0 0))
+          (fill (type none))
+        )
+        (polyline
+          (pts
+            (xy 1.27 -2.54)
+            (xy 1.778 -2.54)
+          )
+          (stroke (width 0) (type default) (color 0 0 0 0))
+          (fill (type none))
+        )
+        (polyline
+          (pts
+            (xy 4.699 -3.556)
+            (xy 2.667 -3.556)
+          )
+          (stroke (width 0) (type default) (color 0 0 0 0))
+          (fill (type none))
+        )
+        (polyline
+          (pts
+            (xy 2.286 -2.54)
+            (xy 1.27 -3.556)
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+          (stroke (width 0) (type default) (color 0 0 0 0))
+          (fill (type none))
+        )
+        (polyline
+          (pts
+            (xy 2.286 -1.524)
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+          )
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+          (fill (type none))
+        )
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+          (pts
+            (xy 3.683 -1.016)
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+          (fill (type none))
+        )
+        (polyline
+          (pts
+            (xy 4.699 -1.524)
+            (xy 2.667 -1.524)
+            (xy 3.683 -3.556)
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+          )
+          (stroke (width 0) (type default) (color 0 0 0 0))
+          (fill (type none))
+        )
+        (rectangle (start 5.08 5.08) (end -5.08 -5.08)
+          (stroke (width 0.254) (type default) (color 0 0 0 0))
+          (fill (type background))
+        )
+      )
+      (symbol "WS2812B_1_1"
+        (pin power_in line (at 0 7.62 270) (length 2.54)
+          (name "VDD" (effects (font (size 1.27 1.27))))
+          (number "1" (effects (font (size 1.27 1.27))))
+        )
+        (pin output line (at 7.62 0 180) (length 2.54)
+          (name "DOUT" (effects (font (size 1.27 1.27))))
+          (number "2" (effects (font (size 1.27 1.27))))
+        )
+        (pin power_in line (at 0 -7.62 90) (length 2.54)
+          (name "VSS" (effects (font (size 1.27 1.27))))
+          (number "3" (effects (font (size 1.27 1.27))))
+        )
+        (pin input line (at -7.62 0 0) (length 2.54)
+          (name "DIN" (effects (font (size 1.27 1.27))))
+          (number "4" (effects (font (size 1.27 1.27))))
+        )
+      )
+    )
     (symbol "Rust_Board:ICM-42670-P" (pin_names (offset 1.016)) (in_bom yes) (on_board yes)
       (property "Reference" "U" (id 0) (at 13.97 16.51 0)
         (effects (font (size 1.27 1.27)) (justify left bottom))
@@ -1736,6 +1849,7 @@
     (uuid fc4f0835-889b-4d2e-876e-ca524c79ae62)
   )
 
+  (no_connect (at 152.4 118.11) (uuid 02a22cc8-7c94-420b-8aaa-b9d35bfadbc7))
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@@ -1984,6 +2098,10 @@
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+    (stroke (width 0) (type default) (color 0 0 0 0))
+    (uuid 3354bec1-802c-4a25-b839-2ac9aef120d4)
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@@ -2263,6 +2381,10 @@
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   )
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+    (stroke (width 0) (type default) (color 0 0 0 0))
+    (uuid 79733a0f-949f-4b59-bad7-0eccf626ec52)
+  )
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@@ -2300,7 +2422,7 @@
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     (uuid 83a363ef-2850-4113-853b-2966af02d72d)
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-  (polyline (pts (xy 114.3 130.81) (xy 114.3 148.59))
+  (polyline (pts (xy 114.3 101.6) (xy 114.3 148.59))
     (stroke (width 0) (type default) (color 0 0 0 0))
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@@ -2349,6 +2471,14 @@
     (stroke (width 0) (type default) (color 0 0 0 0))
     (uuid 8b290a17-6328-4178-9131-29524d345539)
   )
+  (wire (pts (xy 134.62 118.11) (xy 137.16 118.11))
+    (stroke (width 0) (type default) (color 0 0 0 0))
+    (uuid 8c3df0ee-258f-4258-bea0-561225edacf0)
+  )
+  (wire (pts (xy 127 118.11) (xy 129.54 118.11))
+    (stroke (width 0) (type default) (color 0 0 0 0))
+    (uuid 8daf908d-b609-45e7-aa6c-dcebac771c0b)
+  )
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     (stroke (width 0) (type default) (color 0 0 0 0))
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@@ -2600,7 +2730,7 @@
     (stroke (width 0) (type default) (color 0 0 0 0))
     (uuid c71f56c1-5b7c-4373-9716-fffac482104c)
   )
-  (polyline (pts (xy 114.3 130.81) (xy 160.02 130.81))
+  (polyline (pts (xy 114.3 101.6) (xy 160.02 101.6))
     (stroke (width 0) (type default) (color 0 0 0 0))
     (uuid c8072c34-0f81-4552-9fbe-4bfe60c53e21)
   )
@@ -2912,7 +3042,7 @@
     (stroke (width 0) (type default) (color 0 0 0 0))
     (uuid fec6f717-d723-4676-89ef-8ea691e209c2)
   )
-  (polyline (pts (xy 160.02 130.81) (xy 160.02 148.59))
+  (polyline (pts (xy 160.02 101.6) (xy 160.02 148.59))
     (stroke (width 0) (type default) (color 0 0 0 0))
     (uuid ff2f00dc-dff2-4a19-af27-f5c793a8d261)
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@@ -4491,7 +4621,7 @@
     (effects (font (size 1.27 1.27) italic) (justify left bottom))
     (uuid 347562f5-b152-4e7b-8a69-40ca6daaaad4)
   )
-  (text "Green LED 0603" (at 147.32 53.34 0)
+  (text "Red LED 0603" (at 147.32 53.34 0)
     (effects (font (size 1.27 1.27) italic) (justify left bottom))
     (uuid 444b2eaf-241d-42e5-8717-27a83d099c5b)
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@@ -4515,7 +4645,7 @@
     (effects (font (size 1.27 1.27) (thickness 0.254) bold) (justify left bottom))
     (uuid 8ef1307e-4e79-474d-a93c-be38f714571c)
   )
-  (text "LED to GPIO7" (at 115.57 133.35 0)
+  (text "LED\nRegular on GPIO7\nAddressable on GPIO2" (at 115.57 109.22 0)
     (effects (font (size 1.27 1.27) (thickness 0.254) bold) (justify left bottom))
     (uuid b2b363dd-8e47-4a76-a142-e00e28334875)
   )
@@ -4863,6 +4993,13 @@
       (effects (font (size 1.27 1.27)) hide)
     )
   )
+  (global_label "IO2" (shape bidirectional) (at 127 118.11 180) (fields_autoplaced)
+    (effects (font (size 1.27 1.27)) (justify right))
+    (uuid feb9e115-786a-4ae7-973b-faac11abc298)
+    (property "Intersheet References" "${INTERSHEET_REFS}" (id 0) (at 121.531 118.0306 0)
+      (effects (font (size 1.27 1.27)) (justify right) hide)
+    )
+  )
 
   (symbol (lib_id "Rust_Board:Rust_Board") (at 215.9 140.97 0) (unit 1)
     (in_bom no) (on_board yes)
@@ -4969,6 +5106,9 @@
     (property "STANDARD" "IPC-7351B" (id 7) (at 59.69 142.24 0)
       (effects (font (size 1.27 1.27)) (justify left bottom) hide)
     )
+    (property "LCSC" "C194656" (id 8) (at 55.88 119.38 0)
+      (effects (font (size 1.27 1.27)) hide)
+    )
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@@ -4987,6 +5127,9 @@
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       (effects (font (size 1.27 1.27)) hide)
     )
+    (property "LCSC" "C479072" (id 4) (at 227.33 29.21 0)
+      (effects (font (size 1.27 1.27)) hide)
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@@ -5021,6 +5164,9 @@
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       (effects (font (size 1.27 1.27)) (justify left bottom) hide)
     )
+    (property "LCSC" "C165948" (id 8) (at 214.63 77.47 0)
+      (effects (font (size 1.27 1.27)) hide)
+    )
     (pin "A1_B12" (uuid a6166a73-fcdd-416f-8dc4-1c04ae655167))
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@@ -5050,6 +5196,9 @@
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       (effects (font (size 1.27 1.27)) hide)
     )
+    (property "LCSC" "C2838502" (id 4) (at 78.74 57.15 0)
+      (effects (font (size 1.27 1.27)) hide)
+    )
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@@ -5119,6 +5268,9 @@
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       (effects (font (size 1.27 1.27)) hide)
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+    (property "LCSC" "C15850" (id 4) (at 204.47 27.94 0)
+      (effects (font (size 1.27 1.27)) hide)
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@@ -5138,6 +5290,9 @@
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       (effects (font (size 1.27 1.27)) hide)
     )
+    (property "LCSC" "C1653" (id 4) (at 261.62 27.94 0)
+      (effects (font (size 1.27 1.27)) hide)
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@@ -5157,6 +5312,9 @@
     (property "Datasheet" "~" (id 3) (at 274.32 27.94 0)
       (effects (font (size 1.27 1.27)) hide)
     )
+    (property "LCSC" "C15850" (id 4) (at 274.32 27.94 0)
+      (effects (font (size 1.27 1.27)) hide)
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@@ -5176,6 +5334,9 @@
     (property "Datasheet" "~" (id 3) (at 245.11 27.94 0)
       (effects (font (size 1.27 1.27)) hide)
     )
+    (property "LCSC" "C25741" (id 4) (at 245.11 27.94 0)
+      (effects (font (size 1.27 1.27)) hide)
+    )
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@@ -5195,6 +5356,9 @@
     (property "Datasheet" "~" (id 3) (at 245.11 35.56 0)
       (effects (font (size 1.27 1.27)) hide)
     )
+    (property "LCSC" "C43473" (id 4) (at 245.11 35.56 0)
+      (effects (font (size 1.27 1.27)) hide)
+    )
     (pin "1" (uuid 2897596c-c991-419a-999c-922c7ca21720))
     (pin "2" (uuid 018a74a9-83ee-416a-ad74-597a1fe4539b))
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@@ -5210,6 +5374,9 @@
     (property "Datasheet" "~" (id 3) (at 241.3 22.86 0)
       (effects (font (size 1.27 1.27)) hide)
     )
+    (property "LCSC" "C370436" (id 4) (at 241.3 22.86 0)
+      (effects (font (size 1.27 1.27)) hide)
+    )
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     (pin "2" (uuid f1ba32ba-a7eb-4bfe-b73f-549f64260c68))
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@@ -5284,7 +5451,7 @@
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       (effects (font (size 1.27 1.27)) (justify left))
     )
-    (property "Value" "10kR" (id 1) (at 214.63 27.94 0)
+    (property "Value" "10kR 1%" (id 1) (at 214.63 27.94 0)
       (effects (font (size 1.27 1.27)) (justify left))
     )
     (property "Footprint" "Resistor_SMD:R_0402_1005Metric" (id 2) (at 213.36 27.94 0)
@@ -5293,6 +5460,9 @@
     (property "Datasheet" "~" (id 3) (at 213.36 27.94 0)
       (effects (font (size 1.27 1.27)) hide)
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+    (property "LCSC" "C25744" (id 4) (at 213.36 27.94 0)
+      (effects (font (size 1.27 1.27)) hide)
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@@ -5346,6 +5516,9 @@
     (property "Datasheet" "~" (id 3) (at 265.43 69.85 0)
       (effects (font (size 1.27 1.27)) hide)
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+    (property "LCSC" "C25905" (id 4) (at 265.43 69.85 0)
+      (effects (font (size 1.27 1.27)) hide)
+    )
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@@ -5365,6 +5538,9 @@
     (property "Datasheet" "~" (id 3) (at 275.59 69.85 0)
       (effects (font (size 1.27 1.27)) hide)
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+    (property "LCSC" "C25905" (id 4) (at 275.59 69.85 0)
+      (effects (font (size 1.27 1.27)) hide)
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@@ -5514,6 +5690,9 @@
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       (effects (font (size 1.27 1.27)) hide)
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+    (property "LCSC" "C15195" (id 4) (at 87.63 152.4 0)
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     (pin "2" (uuid 4723f5e3-420c-498f-bedb-b1c6c3fa9e18))
   )
@@ -6885,6 +7234,12 @@
   )
 
   (symbol_instances
+    (path "/f07167ae-63f7-4d9d-9232-2429ab828108"
+      (reference "#PWR01") (unit 1) (value "+3V3") (footprint "")
+    )
+    (path "/d7d0eb65-f20d-402e-8f2d-eab7cc66c207"
+      (reference "#PWR02") (unit 1) (value "GND") (footprint "")
+    )
     (path "/00000000-0000-0000-0000-000061b90238"
       (reference "#PWR0101") (unit 1) (value "GND") (footprint "")
     )
@@ -7131,6 +7486,9 @@
     (path "/00000000-0000-0000-0000-0000625f5840"
       (reference "D8") (unit 1) (value "LESD5D5.0CT1G") (footprint "Diode_SMD:D_SOD-523")
     )
+    (path "/b1aca234-159f-442b-b063-d9d784570f1c"
+      (reference "D9") (unit 1) (value "WS2812B") (footprint "LED_SMD:LED_SK6812MINI_PLCC4_3.5x3.5mm_P1.75mm")
+    )
     (path "/00000000-0000-0000-0000-000061b8a098"
       (reference "J1") (unit 1) (value "USB4105-GF-A") (footprint "Rust_Board:GCT_USB4105-GF-A")
     )
@@ -7141,7 +7499,7 @@
       (reference "Q1") (unit 1) (value "DMG3415U") (footprint "Package_TO_SOT_SMD:SOT-23")
     )
     (path "/00000000-0000-0000-0000-000061b9d284"
-      (reference "R1") (unit 1) (value "10kR") (footprint "Resistor_SMD:R_0402_1005Metric")
+      (reference "R1") (unit 1) (value "10kR 1%") (footprint "Resistor_SMD:R_0402_1005Metric")
     )
     (path "/00000000-0000-0000-0000-000061b91649"
       (reference "R2") (unit 1) (value "100kR 1%") (footprint "Resistor_SMD:R_0402_1005Metric")
@@ -7170,6 +7528,9 @@
     (path "/00000000-0000-0000-0000-000061fd2b34"
       (reference "R10") (unit 1) (value "470R 1%") (footprint "Resistor_SMD:R_0402_1005Metric")
     )
+    (path "/6aa25a61-004d-4162-b71f-209b280dd9f2"
+      (reference "R11") (unit 1) (value "0R 1%") (footprint "Resistor_SMD:R_0402_1005Metric")
+    )
     (path "/00000000-0000-0000-0000-000062381abb"
       (reference "R12") (unit 1) (value "DNP") (footprint "Resistor_SMD:R_0402_1005Metric")
     )
@@ -7213,7 +7574,7 @@
       (reference "U5") (unit 1) (value "SY8088") (footprint "Package_TO_SOT_SMD:SOT-23-5")
     )
     (path "/00000000-0000-0000-0000-0000626d21df"
-      (reference "U6") (unit 1) (value "MCP73831-2-OT") (footprint "Package_TO_SOT_SMD:SOT-23-5")
+      (reference "U6") (unit 1) (value "MCP73831T-2ACI/OT") (footprint "Package_TO_SOT_SMD:SOT-23-5")
     )
     (path "/00000000-0000-0000-0000-00006234eeee"
       (reference "Y1") (unit 1) (value "32.768Hz") (footprint "Crystal:Crystal_SMD_3215-2Pin_3.2x1.5mm")
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-B_Cu.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-B_Cu.gbr
index ed6b2e4..5a3437d 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-B_Cu.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-B_Cu.gbr
@@ -1,12 +1,12 @@
-%TF.GenerationSoftware,KiCad,Pcbnew,6.0.1-79c1e3a40b~116~ubuntu21.04.1*%
-%TF.CreationDate,2022-04-07T18:26:22+01:00*%
-%TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,0.1b*%
-%TF.SameCoordinates,Original*%
-%TF.FileFunction,Copper,L2,Bot*%
-%TF.FilePolarity,Positive*%
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,6.0.1-79c1e3a40b~116~ubuntu21.04.1*
+G04 #@! TF.CreationDate,2022-05-02T11:52:58+02:00*
+G04 #@! TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,1.2a*
+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 6.0.1-79c1e3a40b~116~ubuntu21.04.1) date 2022-04-07 18:26:22*
+G04 Created by KiCad (PCBNEW 6.0.1-79c1e3a40b~116~ubuntu21.04.1) date 2022-05-02 11:52:58*
 %MOMM*%
 %LPD*%
 G01*
@@ -43,206 +43,2333 @@
 4,1,20,0.635000,1.270000,0.635000,0.000000,0.634861,-0.013298,0.613363,-0.164350,0.556455,-0.305914,0.467422,-0.429816,0.351404,-0.528905,0.215099,-0.597459,0.066376,-0.631521,-0.086179,-0.629125,-0.233759,-0.590408,-0.367844,-0.517606,-0.480692,-0.414922,-0.565789,-0.288284,-0.618223,-0.145003,-0.634231,0.000000,-0.635000,0.000000,-0.635000,1.270000,0.000000,1.905000,0.635000,1.270000,
 0.635000,1.270000,$1*%
 G04 Aperture macros list end*
-%TA.AperFunction,ComponentPad*%
-%ADD10C,1.524000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD11FreePoly0,0.000000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD12RoundRect,0.381000X-0.381000X-0.381000X0.381000X-0.381000X0.381000X0.381000X-0.381000X0.381000X0*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD13FreePoly1,0.000000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD14FreePoly2,90.000000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD15FreePoly3,90.000000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD16O,1.050000X2.100000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
-%ADD17O,1.000000X2.000000*%
-%TD*%
-%TA.AperFunction,SMDPad,CuDef*%
-%ADD18C,1.000000*%
-%TD*%
-%TA.AperFunction,ViaPad*%
-%ADD19C,0.600000*%
-%TD*%
-%TA.AperFunction,ViaPad*%
-%ADD20C,0.800000*%
-%TD*%
-%TA.AperFunction,Conductor*%
-%ADD21C,0.508000*%
-%TD*%
-%TA.AperFunction,Conductor*%
-%ADD22C,0.609600*%
-%TD*%
-%TA.AperFunction,Conductor*%
-%ADD23C,0.152400*%
-%TD*%
+%ADD10C,0.100000*%
+%ADD11C,0.150000*%
+%ADD12C,0.300000*%
+%ADD13C,0.400000*%
+G04 #@! TA.AperFunction,ComponentPad*
+%ADD14C,1.524000*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ComponentPad*
+%ADD15FreePoly0,0.000000*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ComponentPad*
+%ADD16RoundRect,0.381000X-0.381000X-0.381000X0.381000X-0.381000X0.381000X0.381000X-0.381000X0.381000X0*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ComponentPad*
+%ADD17FreePoly1,0.000000*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ComponentPad*
+%ADD18FreePoly2,90.000000*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ComponentPad*
+%ADD19FreePoly3,90.000000*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ComponentPad*
+%ADD20O,1.050000X2.100000*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ComponentPad*
+%ADD21O,1.000000X2.000000*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,SMDPad,CuDef*
+%ADD22C,1.000000*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ViaPad*
+%ADD23C,0.600000*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ViaPad*
+%ADD24C,0.800000*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,Conductor*
+%ADD25C,0.609600*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,Conductor*
+%ADD26C,0.508000*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,Conductor*
+%ADD27C,0.152400*%
+G04 #@! TD*
 G04 APERTURE END LIST*
 D10*
-%TO.P,U4,1,RST*%
-%TO.N,CHIP_PU*%
-X137922000Y-76454000D03*
 D11*
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-%TO.N,+3V3*%
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 D10*
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-%TO.N,unconnected-(U4-Pad3)*%
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+X218005771Y-196014342D01*
+X218148628Y-195942914D01*
+X219505771Y-195585771D02*
+X219505771Y-196585771D01*
+X219148628Y-195014342D02*
+X218791485Y-196085771D01*
+X219720057Y-196085771D01*
+X220577200Y-195085771D02*
+X220720057Y-195085771D01*
+X220862914Y-195157200D01*
+X220934342Y-195228628D01*
+X221005771Y-195371485D01*
+X221077200Y-195657200D01*
+X221077200Y-196014342D01*
+X221005771Y-196300057D01*
+X220934342Y-196442914D01*
+X220862914Y-196514342D01*
+X220720057Y-196585771D01*
+X220577200Y-196585771D01*
+X220434342Y-196514342D01*
+X220362914Y-196442914D01*
+X220291485Y-196300057D01*
+X220220057Y-196014342D01*
+X220220057Y-195657200D01*
+X220291485Y-195371485D01*
+X220362914Y-195228628D01*
+X220434342Y-195157200D01*
+X220577200Y-195085771D01*
+X221720057Y-196585771D02*
+X221720057Y-195085771D01*
+X221720057Y-195657200D02*
+X221862914Y-195585771D01*
+X222148628Y-195585771D01*
+X222291485Y-195657200D01*
+X222362914Y-195728628D01*
+X222434342Y-195871485D01*
+X222434342Y-196300057D01*
+X222362914Y-196442914D01*
+X222291485Y-196514342D01*
+X222148628Y-196585771D01*
+X221862914Y-196585771D01*
+X221720057Y-196514342D01*
+X222862914Y-196014342D02*
+X222934342Y-195942914D01*
+X223077200Y-195871485D01*
+X223362914Y-196014342D01*
+X223505771Y-195942914D01*
+X223577200Y-195871485D01*
+X224934342Y-196585771D02*
+X224077200Y-196585771D01*
+X224505771Y-196585771D02*
+X224505771Y-195085771D01*
+X224362914Y-195300057D01*
+X224220057Y-195442914D01*
+X224077200Y-195514342D01*
+X226362914Y-196585771D02*
+X225505771Y-196585771D01*
+X225934342Y-196585771D02*
+X225934342Y-195085771D01*
+X225791485Y-195300057D01*
+X225648628Y-195442914D01*
+X225505771Y-195514342D01*
+X227648628Y-195085771D02*
+X227362914Y-195085771D01*
+X227220057Y-195157200D01*
+X227148628Y-195228628D01*
+X227005771Y-195442914D01*
+X226934342Y-195728628D01*
+X226934342Y-196300057D01*
+X227005771Y-196442914D01*
+X227077199Y-196514342D01*
+X227220057Y-196585771D01*
+X227505771Y-196585771D01*
+X227648628Y-196514342D01*
+X227720057Y-196442914D01*
+X227791485Y-196300057D01*
+X227791485Y-195942914D01*
+X227720057Y-195800057D01*
+X227648628Y-195728628D01*
+X227505771Y-195657200D01*
+X227220057Y-195657200D01*
+X227077199Y-195728628D01*
+X227005771Y-195800057D01*
+X226934342Y-195942914D01*
+X228220057Y-196014342D02*
+X228291485Y-195942914D01*
+X228434342Y-195871485D01*
+X228720057Y-196014342D01*
+X228862914Y-195942914D01*
+X228934342Y-195871485D01*
+X230148628Y-195585771D02*
+X230148628Y-196585771D01*
+X229505771Y-195585771D02*
+X229505771Y-196371485D01*
+X229577199Y-196514342D01*
+X229720057Y-196585771D01*
+X229934342Y-196585771D01*
+X230077199Y-196514342D01*
+X230148628Y-196442914D01*
+X230862914Y-196585771D02*
+X230862914Y-195085771D01*
+X230862914Y-195657200D02*
+X231005771Y-195585771D01*
+X231291485Y-195585771D01*
+X231434342Y-195657200D01*
+X231505771Y-195728628D01*
+X231577200Y-195871485D01*
+X231577200Y-196300057D01*
+X231505771Y-196442914D01*
+X231434342Y-196514342D01*
+X231291485Y-196585771D01*
+X231005771Y-196585771D01*
+X230862914Y-196514342D01*
+X232862914Y-195585771D02*
+X232862914Y-196585771D01*
+X232220057Y-195585771D02*
+X232220057Y-196371485D01*
+X232291485Y-196514342D01*
+X232434342Y-196585771D01*
+X232648628Y-196585771D01*
+X232791485Y-196514342D01*
+X232862914Y-196442914D01*
+X233577200Y-195585771D02*
+X233577200Y-196585771D01*
+X233577200Y-195728628D02*
+X233648628Y-195657200D01*
+X233791485Y-195585771D01*
+X234005771Y-195585771D01*
+X234148628Y-195657200D01*
+X234220057Y-195800057D01*
+X234220057Y-196585771D01*
+X234720057Y-195585771D02*
+X235291485Y-195585771D01*
+X234934342Y-195085771D02*
+X234934342Y-196371485D01*
+X235005771Y-196514342D01*
+X235148628Y-196585771D01*
+X235291485Y-196585771D01*
+X236434342Y-195585771D02*
+X236434342Y-196585771D01*
+X235791485Y-195585771D02*
+X235791485Y-196371485D01*
+X235862914Y-196514342D01*
+X236005771Y-196585771D01*
+X236220057Y-196585771D01*
+X236362914Y-196514342D01*
+X236434342Y-196442914D01*
+X237077200Y-195228628D02*
+X237148628Y-195157200D01*
+X237291485Y-195085771D01*
+X237648628Y-195085771D01*
+X237791485Y-195157200D01*
+X237862914Y-195228628D01*
+X237934342Y-195371485D01*
+X237934342Y-195514342D01*
+X237862914Y-195728628D01*
+X237005771Y-196585771D01*
+X237934342Y-196585771D01*
+X239362914Y-196585771D02*
+X238505771Y-196585771D01*
+X238934342Y-196585771D02*
+X238934342Y-195085771D01*
+X238791485Y-195300057D01*
+X238648628Y-195442914D01*
+X238505771Y-195514342D01*
+X240005771Y-196442914D02*
+X240077199Y-196514342D01*
+X240005771Y-196585771D01*
+X239934342Y-196514342D01*
+X240005771Y-196442914D01*
+X240005771Y-196585771D01*
+X241005771Y-195085771D02*
+X241148628Y-195085771D01*
+X241291485Y-195157200D01*
+X241362914Y-195228628D01*
+X241434342Y-195371485D01*
+X241505771Y-195657200D01*
+X241505771Y-196014342D01*
+X241434342Y-196300057D01*
+X241362914Y-196442914D01*
+X241291485Y-196514342D01*
+X241148628Y-196585771D01*
+X241005771Y-196585771D01*
+X240862914Y-196514342D01*
+X240791485Y-196442914D01*
+X240720057Y-196300057D01*
+X240648628Y-196014342D01*
+X240648628Y-195657200D01*
+X240720057Y-195371485D01*
+X240791485Y-195228628D01*
+X240862914Y-195157200D01*
+X241005771Y-195085771D01*
+X242791485Y-195585771D02*
+X242791485Y-196585771D01*
+X242434342Y-195014342D02*
+X242077199Y-196085771D01*
+X243005771Y-196085771D01*
+X243577199Y-196442914D02*
+X243648628Y-196514342D01*
+X243577199Y-196585771D01*
+X243505771Y-196514342D01*
+X243577199Y-196442914D01*
+X243577199Y-196585771D01*
+X245077199Y-196585771D02*
+X244220057Y-196585771D01*
+X244648628Y-196585771D02*
+X244648628Y-195085771D01*
+X244505771Y-195300057D01*
+X244362914Y-195442914D01*
+X244220057Y-195514342D01*
+D10*
+D11*
+X177002200Y-191507200D02*
+X285002200Y-191507200D01*
+D10*
 D12*
-%TO.P,U4,4,GND*%
-%TO.N,GND*%
-X137922000Y-84074000D03*
+X264411485Y-193785771D02*
+X263911485Y-193071485D01*
+X263554342Y-193785771D02*
+X263554342Y-192285771D01*
+X264125771Y-192285771D01*
+X264268628Y-192357200D01*
+X264340057Y-192428628D01*
+X264411485Y-192571485D01*
+X264411485Y-192785771D01*
+X264340057Y-192928628D01*
+X264268628Y-193000057D01*
+X264125771Y-193071485D01*
+X263554342Y-193071485D01*
+X265625771Y-193714342D02*
+X265482914Y-193785771D01*
+X265197200Y-193785771D01*
+X265054342Y-193714342D01*
+X264982914Y-193571485D01*
+X264982914Y-193000057D01*
+X265054342Y-192857200D01*
+X265197200Y-192785771D01*
+X265482914Y-192785771D01*
+X265625771Y-192857200D01*
+X265697200Y-193000057D01*
+X265697200Y-193142914D01*
+X264982914Y-193285771D01*
+X266197200Y-192785771D02*
+X266554342Y-193785771D01*
+X266911485Y-192785771D01*
+X267482914Y-193642914D02*
+X267554342Y-193714342D01*
+X267482914Y-193785771D01*
+X267411485Y-193714342D01*
+X267482914Y-193642914D01*
+X267482914Y-193785771D01*
+X267482914Y-192857200D02*
+X267554342Y-192928628D01*
+X267482914Y-193000057D01*
+X267411485Y-192928628D01*
+X267482914Y-192857200D01*
+X267482914Y-193000057D01*
+X270125771Y-193785771D02*
+X269268628Y-193785771D01*
+X269697200Y-193785771D02*
+X269697200Y-192285771D01*
+X269554342Y-192500057D01*
+X269411485Y-192642914D01*
+X269268628Y-192714342D01*
+X270768628Y-193642914D02*
+X270840057Y-193714342D01*
+X270768628Y-193785771D01*
+X270697200Y-193714342D01*
+X270768628Y-193642914D01*
+X270768628Y-193785771D01*
+X271411485Y-192428628D02*
+X271482914Y-192357200D01*
+X271625771Y-192285771D01*
+X271982914Y-192285771D01*
+X272125771Y-192357200D01*
+X272197200Y-192428628D01*
+X272268628Y-192571485D01*
+X272268628Y-192714342D01*
+X272197200Y-192928628D01*
+X271340057Y-193785771D01*
+X272268628Y-193785771D01*
+X273554342Y-193785771D02*
+X273554342Y-193000057D01*
+X273482914Y-192857200D01*
+X273340057Y-192785771D01*
+X273054342Y-192785771D01*
+X272911485Y-192857200D01*
+X273554342Y-193714342D02*
+X273411485Y-193785771D01*
+X273054342Y-193785771D01*
+X272911485Y-193714342D01*
+X272840057Y-193571485D01*
+X272840057Y-193428628D01*
+X272911485Y-193285771D01*
+X273054342Y-193214342D01*
+X273411485Y-193214342D01*
+X273554342Y-193142914D01*
 D10*
-%TO.P,U4,5,A0/GPIO0*%
-%TO.N,IO0*%
-X137922000Y-86614000D03*
-%TO.P,U4,6,A1/GPIO1*%
-%TO.N,IO1*%
-X137922000Y-89154000D03*
-%TO.P,U4,7,A2/GPIO2*%
-%TO.N,IO2*%
-X137922000Y-91694000D03*
-%TO.P,U4,8,A3/GPIO3*%
-%TO.N,IO3*%
-X137922000Y-94234000D03*
-%TO.P,U4,9,A4/GPIO4*%
-%TO.N,IO4*%
-X137922000Y-96774000D03*
-%TO.P,U4,10,A5/GPIO5*%
-%TO.N,IO5*%
-X137922000Y-99314000D03*
-%TO.P,U4,11,GPIO6*%
-%TO.N,IO6*%
-X137922000Y-101854000D03*
-%TO.P,U4,12,GPIO7*%
-%TO.N,IO7*%
-X137922000Y-104394000D03*
-%TO.P,U4,13,GPIO8*%
-%TO.N,IO8_SCL*%
-X137922000Y-106934000D03*
-%TO.P,U4,14,TXD/GPIO21*%
-%TO.N,IO21_TX*%
-X137922000Y-109474000D03*
-%TO.P,U4,15,RXD/GPIO20*%
-%TO.N,IO20_RX*%
-X137922000Y-112014000D03*
-%TO.P,U4,16,BOOT/GPIO9*%
-%TO.N,IO9_BOOT*%
-X137922000Y-114554000D03*
-%TO.P,U4,17,SDA/GPIO10*%
-%TO.N,IO10_SDA*%
-X158242000Y-114554000D03*
-%TO.P,U4,18,SCL/GPIO8*%
-%TO.N,IO8_SCL*%
-X158242000Y-112014000D03*
-%TO.P,U4,19,USB_D+/GPIO19*%
-%TO.N,USB_D+*%
-X158242000Y-109474000D03*
-%TO.P,U4,20,USB_D-/GPIO18*%
-%TO.N,USB_D-*%
-X158242000Y-106934000D03*
-%TO.P,U4,21,SPIQ/GPIO17*%
-%TO.N,unconnected-(U4-Pad21)*%
-X158242000Y-104394000D03*
-%TO.P,U4,22,SPID/GPIO16*%
-%TO.N,unconnected-(U4-Pad22)*%
-X158242000Y-101854000D03*
-%TO.P,U4,23,SPICLK/GPIO15*%
-%TO.N,unconnected-(U4-Pad23)*%
-X158242000Y-99314000D03*
-%TO.P,U4,24,SPIWP/GPIO13*%
-%TO.N,unconnected-(U4-Pad24)*%
-X158242000Y-96774000D03*
-%TO.P,U4,25,SPIHD/GPIO12*%
-%TO.N,unconnected-(U4-Pad25)*%
-X158242000Y-94234000D03*
-D13*
-%TO.P,U4,26,VBUS*%
-%TO.N,VBUS*%
-X158242000Y-91694000D03*
+D11*
+X178362914Y-193714342D02*
+X178577200Y-193785771D01*
+X178934342Y-193785771D01*
+X179077200Y-193714342D01*
+X179148628Y-193642914D01*
+X179220057Y-193500057D01*
+X179220057Y-193357200D01*
+X179148628Y-193214342D01*
+X179077200Y-193142914D01*
+X178934342Y-193071485D01*
+X178648628Y-193000057D01*
+X178505771Y-192928628D01*
+X178434342Y-192857200D01*
+X178362914Y-192714342D01*
+X178362914Y-192571485D01*
+X178434342Y-192428628D01*
+X178505771Y-192357200D01*
+X178648628Y-192285771D01*
+X179005771Y-192285771D01*
+X179220057Y-192357200D01*
+X179862914Y-193785771D02*
+X179862914Y-192785771D01*
+X179862914Y-192285771D02*
+X179791485Y-192357200D01*
+X179862914Y-192428628D01*
+X179934342Y-192357200D01*
+X179862914Y-192285771D01*
+X179862914Y-192428628D01*
+X180434342Y-192785771D02*
+X181220057Y-192785771D01*
+X180434342Y-193785771D01*
+X181220057Y-193785771D01*
+X182362914Y-193714342D02*
+X182220057Y-193785771D01*
+X181934342Y-193785771D01*
+X181791485Y-193714342D01*
+X181720057Y-193571485D01*
+X181720057Y-193000057D01*
+X181791485Y-192857200D01*
+X181934342Y-192785771D01*
+X182220057Y-192785771D01*
+X182362914Y-192857200D01*
+X182434342Y-193000057D01*
+X182434342Y-193142914D01*
+X181720057Y-193285771D01*
+X183077200Y-193642914D02*
+X183148628Y-193714342D01*
+X183077200Y-193785771D01*
+X183005771Y-193714342D01*
+X183077200Y-193642914D01*
+X183077200Y-193785771D01*
+X183077200Y-192857200D02*
+X183148628Y-192928628D01*
+X183077200Y-193000057D01*
+X183005771Y-192928628D01*
+X183077200Y-192857200D01*
+X183077200Y-193000057D01*
+X184862914Y-193357200D02*
+X185577200Y-193357200D01*
+X184720057Y-193785771D02*
+X185220057Y-192285771D01*
+X185720057Y-193785771D01*
+X186862914Y-192785771D02*
+X186862914Y-193785771D01*
+X186505771Y-192214342D02*
+X186148628Y-193285771D01*
+X187077200Y-193285771D01*
 D10*
-%TO.P,U4,27,ENABLE*%
-%TO.N,ENABLE*%
-X158242000Y-89154000D03*
+D11*
+X263434342Y-196585771D02*
+X263434342Y-195085771D01*
+X264791485Y-196585771D02*
+X264791485Y-195085771D01*
+X264791485Y-196514342D02*
+X264648628Y-196585771D01*
+X264362914Y-196585771D01*
+X264220057Y-196514342D01*
+X264148628Y-196442914D01*
+X264077200Y-196300057D01*
+X264077200Y-195871485D01*
+X264148628Y-195728628D01*
+X264220057Y-195657200D01*
+X264362914Y-195585771D01*
+X264648628Y-195585771D01*
+X264791485Y-195657200D01*
+X265505771Y-196442914D02*
+X265577200Y-196514342D01*
+X265505771Y-196585771D01*
+X265434342Y-196514342D01*
+X265505771Y-196442914D01*
+X265505771Y-196585771D01*
+X265505771Y-195657200D02*
+X265577200Y-195728628D01*
+X265505771Y-195800057D01*
+X265434342Y-195728628D01*
+X265505771Y-195657200D01*
+X265505771Y-195800057D01*
+X268148628Y-196585771D02*
+X267291485Y-196585771D01*
+X267720057Y-196585771D02*
+X267720057Y-195085771D01*
+X267577200Y-195300057D01*
+X267434342Y-195442914D01*
+X267291485Y-195514342D01*
+X269862914Y-195014342D02*
+X268577200Y-196942914D01*
+X271148628Y-196585771D02*
+X270291485Y-196585771D01*
+X270720057Y-196585771D02*
+X270720057Y-195085771D01*
+X270577200Y-195300057D01*
+X270434342Y-195442914D01*
+X270291485Y-195514342D01*
+D10*
+D11*
+X177002200Y-187507200D02*
+X285002200Y-187507200D01*
+D10*
 D13*
-%TO.P,U4,28,VBAT*%
-%TO.N,+BATT*%
-X158242000Y-86614000D03*
+X178714580Y-188211961D02*
+X179857438Y-188211961D01*
+X179036009Y-190211961D02*
+X179286009Y-188211961D01*
+X180274104Y-190211961D02*
+X180440771Y-188878628D01*
+X180524104Y-188211961D02*
+X180416961Y-188307200D01*
+X180500295Y-188402438D01*
+X180607438Y-188307200D01*
+X180524104Y-188211961D01*
+X180500295Y-188402438D01*
+X181107438Y-188878628D02*
+X181869342Y-188878628D01*
+X181476485Y-188211961D02*
+X181262200Y-189926247D01*
+X181333628Y-190116723D01*
+X181512200Y-190211961D01*
+X181702676Y-190211961D01*
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+X198125771Y-180185771D01*
+X197911485Y-180185771D01*
+X197768628Y-180114342D01*
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+X197768628Y-179757200D01*
+X197911485Y-179685771D01*
+X198125771Y-179685771D01*
+X198268628Y-179757200D01*
+D10*
+D11*
+D10*
+D11*
+D10*
+D11*
+D10*
+D11*
+D10*
+D11*
+X197002200Y-191507200D02*
+X197002200Y-194507200D01*
+D10*
+D11*
+X261002200Y-191507200D02*
+X261002200Y-198007200D01*
 D14*
-%TO.P,U4,29,BAT-*%
-%TO.N,GND*%
-X158242000Y-120904000D03*
+G04 #@! TO.P,U4,1,RST*
+G04 #@! TO.N,CHIP_PU*
+X137922000Y-76454000D03*
 D15*
-%TO.P,U4,30,BAT+*%
-%TO.N,+BATT*%
-X158242000Y-118364000D03*
-%TD*%
+G04 #@! TO.P,U4,2,3V3*
+G04 #@! TO.N,+3V3*
+X137922000Y-78994000D03*
+D14*
+G04 #@! TO.P,U4,3,N/C*
+G04 #@! TO.N,unconnected-(U4-Pad3)*
+X137922000Y-81534000D03*
 D16*
-%TO.P,J1,S1,SHELL_GND*%
-%TO.N,Net-(J1-PadS1)*%
-X143762000Y-121804000D03*
+G04 #@! TO.P,U4,4,GND*
+G04 #@! TO.N,GND*
+X137922000Y-84074000D03*
+D14*
+G04 #@! TO.P,U4,5,A0/GPIO0*
+G04 #@! TO.N,IO0*
+X137922000Y-86614000D03*
+G04 #@! TO.P,U4,6,A1/GPIO1*
+G04 #@! TO.N,IO1*
+X137922000Y-89154000D03*
+G04 #@! TO.P,U4,7,A2/GPIO2*
+G04 #@! TO.N,IO2*
+X137922000Y-91694000D03*
+G04 #@! TO.P,U4,8,A3/GPIO3*
+G04 #@! TO.N,IO3*
+X137922000Y-94234000D03*
+G04 #@! TO.P,U4,9,A4/GPIO4*
+G04 #@! TO.N,IO4*
+X137922000Y-96774000D03*
+G04 #@! TO.P,U4,10,A5/GPIO5*
+G04 #@! TO.N,IO5*
+X137922000Y-99314000D03*
+G04 #@! TO.P,U4,11,GPIO6*
+G04 #@! TO.N,IO6*
+X137922000Y-101854000D03*
+G04 #@! TO.P,U4,12,GPIO7*
+G04 #@! TO.N,IO7*
+X137922000Y-104394000D03*
+G04 #@! TO.P,U4,13,GPIO8*
+G04 #@! TO.N,IO8_SCL*
+X137922000Y-106934000D03*
+G04 #@! TO.P,U4,14,TXD/GPIO21*
+G04 #@! TO.N,IO21_TX*
+X137922000Y-109474000D03*
+G04 #@! TO.P,U4,15,RXD/GPIO20*
+G04 #@! TO.N,IO20_RX*
+X137922000Y-112014000D03*
+G04 #@! TO.P,U4,16,BOOT/GPIO9*
+G04 #@! TO.N,IO9_BOOT*
+X137922000Y-114554000D03*
+G04 #@! TO.P,U4,17,SDA/GPIO10*
+G04 #@! TO.N,IO10_SDA*
+X158242000Y-114554000D03*
+G04 #@! TO.P,U4,18,SCL/GPIO8*
+G04 #@! TO.N,IO8_SCL*
+X158242000Y-112014000D03*
+G04 #@! TO.P,U4,19,USB_D+/GPIO19*
+G04 #@! TO.N,USB_D+*
+X158242000Y-109474000D03*
+G04 #@! TO.P,U4,20,USB_D-/GPIO18*
+G04 #@! TO.N,USB_D-*
+X158242000Y-106934000D03*
+G04 #@! TO.P,U4,21,SPIQ/GPIO17*
+G04 #@! TO.N,unconnected-(U4-Pad21)*
+X158242000Y-104394000D03*
+G04 #@! TO.P,U4,22,SPID/GPIO16*
+G04 #@! TO.N,unconnected-(U4-Pad22)*
+X158242000Y-101854000D03*
+G04 #@! TO.P,U4,23,SPICLK/GPIO15*
+G04 #@! TO.N,unconnected-(U4-Pad23)*
+X158242000Y-99314000D03*
+G04 #@! TO.P,U4,24,SPIWP/GPIO13*
+G04 #@! TO.N,unconnected-(U4-Pad24)*
+X158242000Y-96774000D03*
+G04 #@! TO.P,U4,25,SPIHD/GPIO12*
+G04 #@! TO.N,unconnected-(U4-Pad25)*
+X158242000Y-94234000D03*
 D17*
-%TO.P,J1,S2,SHELL_GND*%
-X143762000Y-125984000D03*
-%TO.P,J1,S3,SHELL_GND*%
-X152402000Y-125984000D03*
-D16*
-%TO.P,J1,S4,SHELL_GND*%
-X152402000Y-121804000D03*
-%TD*%
+G04 #@! TO.P,U4,26,VBUS*
+G04 #@! TO.N,VBUS*
+X158242000Y-91694000D03*
+D14*
+G04 #@! TO.P,U4,27,ENABLE*
+G04 #@! TO.N,ENABLE*
+X158242000Y-89154000D03*
+D17*
+G04 #@! TO.P,U4,28,VBAT*
+G04 #@! TO.N,+BATT*
+X158242000Y-86614000D03*
 D18*
-%TO.P,TP2,1,1*%
-%TO.N,Net-(TP2-Pad1)*%
-X151003000Y-87249000D03*
-%TD*%
+G04 #@! TO.P,U4,29,BAT-*
+G04 #@! TO.N,GND*
+X158242000Y-120904000D03*
 D19*
-%TO.N,GND*%
-X147701000Y-103632000D03*
+G04 #@! TO.P,U4,30,BAT+*
+G04 #@! TO.N,+BATT*
+X158242000Y-118364000D03*
+G04 #@! TD*
+D20*
+G04 #@! TO.P,J1,S1,SHELL_GND*
+G04 #@! TO.N,Net-(J1-PadS1)*
+X143762000Y-121804000D03*
+D21*
+G04 #@! TO.P,J1,S2,SHELL_GND*
+X143762000Y-125984000D03*
+G04 #@! TO.P,J1,S3,SHELL_GND*
+X152402000Y-125984000D03*
+D20*
+G04 #@! TO.P,J1,S4,SHELL_GND*
+X152402000Y-121804000D03*
+G04 #@! TD*
+D22*
+G04 #@! TO.P,TP2,1,1*
+G04 #@! TO.N,Net-(TP2-Pad1)*
+X151003000Y-87249000D03*
+G04 #@! TD*
+D23*
+G04 #@! TO.N,GND*
+X148463000Y-108331000D03*
+X147421600Y-111760000D03*
+X147320000Y-103378000D03*
 X158496000Y-73152000D03*
 X149758400Y-72390000D03*
-X137210800Y-119532400D03*
+X137287000Y-120523000D03*
 X149072600Y-79146400D03*
 X143256000Y-73202800D03*
-X143892000Y-98384000D03*
-X142798800Y-99568000D03*
-X137210800Y-124104400D03*
+X142621000Y-99695000D03*
+X137287000Y-124079000D03*
 X146507200Y-72390000D03*
 X151053800Y-77216000D03*
 X154330400Y-98399600D03*
-X147472400Y-99415600D03*
-X140639800Y-81813400D03*
+X147447000Y-99441000D03*
+X140716000Y-81661000D03*
 X152984200Y-83642200D03*
 X157480000Y-71120000D03*
-X148996400Y-99415600D03*
-X148463000Y-107823000D03*
+X149047200Y-99441000D03*
+X153924000Y-107315000D03*
+X139192000Y-77724000D03*
+X148463000Y-107569000D03*
 X150571200Y-72390000D03*
-X140614400Y-113284000D03*
 X157099000Y-100584000D03*
 X151053800Y-75234800D03*
-X153771600Y-104825800D03*
-X149047200Y-94894400D03*
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 G37*
-%TD.AperFunction*%
-%TA.AperFunction,Conductor*%
+G04 #@! TD.AperFunction*
+G04 #@! TA.AperFunction,Conductor*
 G36*
 X155800865Y-89308911D02*
 G01*
@@ -7751,11 +9848,15 @@
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@@ -7784,10 +9885,10 @@
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 G37*
-%TD.AperFunction*%
-%TD*%
-%TA.AperFunction,Conductor*%
-%TO.N,+3V3*%
+G04 #@! TD.AperFunction*
+G04 #@! TD*
+G04 #@! TA.AperFunction,Conductor*
+G04 #@! TO.N,+3V3*
 G36*
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 G01*
@@ -7875,45 +9976,6 @@
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 G37*
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 M02*
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-B_Mask.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-B_Mask.gbr
index 25a8d16..133d71e 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-B_Mask.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-B_Mask.gbr
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 %LPD*%
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@@ -85,31 +2212,31 @@
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+G04 #@! TD*
 M02*
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-B_Paste.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-B_Paste.gbr
index dfb41b8..b300f38 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-B_Paste.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-B_Paste.gbr
@@ -1,15 +1,2142 @@
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+G04 #@! TF.CreationDate,2022-05-02T11:52:58+02:00*
+G04 #@! TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,1.2a*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Paste,Bot*
+G04 #@! TF.FilePolarity,Positive*
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 6.0.1-79c1e3a40b~116~ubuntu21.04.1) date 2022-04-07 18:26:22*
+G04 Created by KiCad (PCBNEW 6.0.1-79c1e3a40b~116~ubuntu21.04.1) date 2022-05-02 11:52:58*
 %MOMM*%
 %LPD*%
 G01*
 G04 APERTURE LIST*
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 G04 APERTURE END LIST*
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 M02*
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-B_Silkscreen.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-B_Silkscreen.gbr
index 9ecec32..3128c04 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-B_Silkscreen.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-B_Silkscreen.gbr
@@ -1,26 +1,2152 @@
-%TF.GenerationSoftware,KiCad,Pcbnew,6.0.1-79c1e3a40b~116~ubuntu21.04.1*%
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-%TF.FilePolarity,Positive*%
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,6.0.1-79c1e3a40b~116~ubuntu21.04.1*
+G04 #@! TF.CreationDate,2022-05-02T11:52:58+02:00*
+G04 #@! TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,1.2a*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Legend,Bot*
+G04 #@! TF.FilePolarity,Positive*
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 6.0.1-79c1e3a40b~116~ubuntu21.04.1) date 2022-04-07 18:26:22*
+G04 Created by KiCad (PCBNEW 6.0.1-79c1e3a40b~116~ubuntu21.04.1) date 2022-05-02 11:52:58*
 %MOMM*%
 %LPD*%
 G01*
 G04 APERTURE LIST*
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 G04 APERTURE END LIST*
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diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-Edge_Cuts.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-Edge_Cuts.gbr
index e542e49..24513e1 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-Edge_Cuts.gbr
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diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-F_Cu.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-F_Cu.gbr
index 253956a..6c8eb72 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-F_Cu.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-F_Cu.gbr
@@ -1,12 +1,12 @@
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-%TF.FilePolarity,Positive*%
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,6.0.1-79c1e3a40b~116~ubuntu21.04.1*
+G04 #@! TF.CreationDate,2022-05-02T11:52:57+02:00*
+G04 #@! TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,1.2a*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Copper,L1,Top*
+G04 #@! TF.FilePolarity,Positive*
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 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 6.0.1-79c1e3a40b~116~ubuntu21.04.1) date 2022-04-07 18:26:21*
+G04 Created by KiCad (PCBNEW 6.0.1-79c1e3a40b~116~ubuntu21.04.1) date 2022-05-02 11:52:57*
 %MOMM*%
 %LPD*%
 G01*
@@ -45,168 +45,2295 @@
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 G04 Aperture macros list end*
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+X195768628Y-180685771D02*
+X195768628Y-179685771D01*
+X195768628Y-179828628D02*
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+X195982914Y-179685771D01*
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+X196411485Y-179900057D01*
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+X196411485Y-179900057D02*
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+X196625771Y-179685771D01*
+X196840057Y-179685771D01*
+X196982914Y-179757200D01*
+X197054342Y-179900057D01*
+X197054342Y-180685771D01*
+X197697200Y-180614342D02*
+X197840057Y-180685771D01*
+X198125771Y-180685771D01*
+X198268628Y-180614342D01*
+X198340057Y-180471485D01*
+X198340057Y-180400057D01*
+X198268628Y-180257200D01*
+X198125771Y-180185771D01*
+X197911485Y-180185771D01*
+X197768628Y-180114342D01*
+X197697200Y-179971485D01*
+X197697200Y-179900057D01*
+X197768628Y-179757200D01*
+X197911485Y-179685771D01*
+X198125771Y-179685771D01*
+X198268628Y-179757200D01*
+D10*
+D11*
+D10*
+D11*
+D10*
+D11*
+D10*
+D11*
+D10*
+D11*
+X197002200Y-191507200D02*
+X197002200Y-194507200D01*
+D10*
+D11*
+X261002200Y-191507200D02*
+X261002200Y-198007200D01*
+D14*
+G04 #@! TO.C,G\u002A\u002A\u002A*
 X138688743Y-117910120D02*
 X138692187Y-117911730D01*
 X138692187Y-117911730D02*
@@ -8953,812 +11080,834 @@
 X138909383Y-119637872D01*
 X138932505Y-119636892D01*
 X138956621Y-119637182D01*
-%TD*%
-D11*
-%TO.P,D2,1,K*%
-%TO.N,GND*%
+G04 #@! TD*
+D15*
+G04 #@! TO.P,D2,1,K*
+G04 #@! TO.N,GND*
 X157505500Y-82931000D03*
-%TO.P,D2,2,A*%
-%TO.N,Net-(D2-Pad2)*%
+G04 #@! TO.P,D2,2,A*
+G04 #@! TO.N,Net-(D2-Pad2)*
 X155930500Y-82931000D03*
-%TD*%
-D12*
-%TO.P,U4,1,RST*%
-%TO.N,CHIP_PU*%
-X137922000Y-76454000D03*
-D13*
-%TO.P,U4,2,3V3*%
-%TO.N,+3V3*%
-X137922000Y-78994000D03*
-D12*
-%TO.P,U4,3,N/C*%
-%TO.N,unconnected-(U4-Pad3)*%
-X137922000Y-81534000D03*
-D14*
-%TO.P,U4,4,GND*%
-%TO.N,GND*%
-X137922000Y-84074000D03*
-D12*
-%TO.P,U4,5,A0/GPIO0*%
-%TO.N,IO0*%
-X137922000Y-86614000D03*
-%TO.P,U4,6,A1/GPIO1*%
-%TO.N,IO1*%
-X137922000Y-89154000D03*
-%TO.P,U4,7,A2/GPIO2*%
-%TO.N,IO2*%
-X137922000Y-91694000D03*
-%TO.P,U4,8,A3/GPIO3*%
-%TO.N,IO3*%
-X137922000Y-94234000D03*
-%TO.P,U4,9,A4/GPIO4*%
-%TO.N,IO4*%
-X137922000Y-96774000D03*
-%TO.P,U4,10,A5/GPIO5*%
-%TO.N,IO5*%
-X137922000Y-99314000D03*
-%TO.P,U4,11,GPIO6*%
-%TO.N,IO6*%
-X137922000Y-101854000D03*
-%TO.P,U4,12,GPIO7*%
-%TO.N,IO7*%
-X137922000Y-104394000D03*
-%TO.P,U4,13,GPIO8*%
-%TO.N,IO8_SCL*%
-X137922000Y-106934000D03*
-%TO.P,U4,14,TXD/GPIO21*%
-%TO.N,IO21_TX*%
-X137922000Y-109474000D03*
-%TO.P,U4,15,RXD/GPIO20*%
-%TO.N,IO20_RX*%
-X137922000Y-112014000D03*
-%TO.P,U4,16,BOOT/GPIO9*%
-%TO.N,IO9_BOOT*%
-X137922000Y-114554000D03*
-%TO.P,U4,17,SDA/GPIO10*%
-%TO.N,IO10_SDA*%
-X158242000Y-114554000D03*
-%TO.P,U4,18,SCL/GPIO8*%
-%TO.N,IO8_SCL*%
-X158242000Y-112014000D03*
-%TO.P,U4,19,USB_D+/GPIO19*%
-%TO.N,USB_D+*%
-X158242000Y-109474000D03*
-%TO.P,U4,20,USB_D-/GPIO18*%
-%TO.N,USB_D-*%
-X158242000Y-106934000D03*
-%TO.P,U4,21,SPIQ/GPIO17*%
-%TO.N,unconnected-(U4-Pad21)*%
-X158242000Y-104394000D03*
-%TO.P,U4,22,SPID/GPIO16*%
-%TO.N,unconnected-(U4-Pad22)*%
-X158242000Y-101854000D03*
-%TO.P,U4,23,SPICLK/GPIO15*%
-%TO.N,unconnected-(U4-Pad23)*%
-X158242000Y-99314000D03*
-%TO.P,U4,24,SPIWP/GPIO13*%
-%TO.N,unconnected-(U4-Pad24)*%
-X158242000Y-96774000D03*
-%TO.P,U4,25,SPIHD/GPIO12*%
-%TO.N,unconnected-(U4-Pad25)*%
-X158242000Y-94234000D03*
-D15*
-%TO.P,U4,26,VBUS*%
-%TO.N,VBUS*%
-X158242000Y-91694000D03*
-D12*
-%TO.P,U4,27,ENABLE*%
-%TO.N,ENABLE*%
-X158242000Y-89154000D03*
-D15*
-%TO.P,U4,28,VBAT*%
-%TO.N,+BATT*%
-X158242000Y-86614000D03*
+G04 #@! TD*
 D16*
-%TO.P,U4,29,BAT-*%
-%TO.N,GND*%
-X158242000Y-120904000D03*
+G04 #@! TO.P,U4,1,RST*
+G04 #@! TO.N,CHIP_PU*
+X137922000Y-76454000D03*
 D17*
-%TO.P,U4,30,BAT+*%
-%TO.N,+BATT*%
-X158242000Y-118364000D03*
-%TD*%
+G04 #@! TO.P,U4,2,3V3*
+G04 #@! TO.N,+3V3*
+X137922000Y-78994000D03*
+D16*
+G04 #@! TO.P,U4,3,N/C*
+G04 #@! TO.N,unconnected-(U4-Pad3)*
+X137922000Y-81534000D03*
 D18*
-%TO.P,Y1,1,1*%
-%TO.N,IO0*%
-X142387000Y-83312000D03*
-%TO.P,Y1,2,2*%
-%TO.N,IO1*%
-X144887000Y-83312000D03*
-%TD*%
+G04 #@! TO.P,U4,4,GND*
+G04 #@! TO.N,GND*
+X137922000Y-84074000D03*
+D16*
+G04 #@! TO.P,U4,5,A0/GPIO0*
+G04 #@! TO.N,IO0*
+X137922000Y-86614000D03*
+G04 #@! TO.P,U4,6,A1/GPIO1*
+G04 #@! TO.N,IO1*
+X137922000Y-89154000D03*
+G04 #@! TO.P,U4,7,A2/GPIO2*
+G04 #@! TO.N,IO2*
+X137922000Y-91694000D03*
+G04 #@! TO.P,U4,8,A3/GPIO3*
+G04 #@! TO.N,IO3*
+X137922000Y-94234000D03*
+G04 #@! TO.P,U4,9,A4/GPIO4*
+G04 #@! TO.N,IO4*
+X137922000Y-96774000D03*
+G04 #@! TO.P,U4,10,A5/GPIO5*
+G04 #@! TO.N,IO5*
+X137922000Y-99314000D03*
+G04 #@! TO.P,U4,11,GPIO6*
+G04 #@! TO.N,IO6*
+X137922000Y-101854000D03*
+G04 #@! TO.P,U4,12,GPIO7*
+G04 #@! TO.N,IO7*
+X137922000Y-104394000D03*
+G04 #@! TO.P,U4,13,GPIO8*
+G04 #@! TO.N,IO8_SCL*
+X137922000Y-106934000D03*
+G04 #@! TO.P,U4,14,TXD/GPIO21*
+G04 #@! TO.N,IO21_TX*
+X137922000Y-109474000D03*
+G04 #@! TO.P,U4,15,RXD/GPIO20*
+G04 #@! TO.N,IO20_RX*
+X137922000Y-112014000D03*
+G04 #@! TO.P,U4,16,BOOT/GPIO9*
+G04 #@! TO.N,IO9_BOOT*
+X137922000Y-114554000D03*
+G04 #@! TO.P,U4,17,SDA/GPIO10*
+G04 #@! TO.N,IO10_SDA*
+X158242000Y-114554000D03*
+G04 #@! TO.P,U4,18,SCL/GPIO8*
+G04 #@! TO.N,IO8_SCL*
+X158242000Y-112014000D03*
+G04 #@! TO.P,U4,19,USB_D+/GPIO19*
+G04 #@! TO.N,USB_D+*
+X158242000Y-109474000D03*
+G04 #@! TO.P,U4,20,USB_D-/GPIO18*
+G04 #@! TO.N,USB_D-*
+X158242000Y-106934000D03*
+G04 #@! TO.P,U4,21,SPIQ/GPIO17*
+G04 #@! TO.N,unconnected-(U4-Pad21)*
+X158242000Y-104394000D03*
+G04 #@! TO.P,U4,22,SPID/GPIO16*
+G04 #@! TO.N,unconnected-(U4-Pad22)*
+X158242000Y-101854000D03*
+G04 #@! TO.P,U4,23,SPICLK/GPIO15*
+G04 #@! TO.N,unconnected-(U4-Pad23)*
+X158242000Y-99314000D03*
+G04 #@! TO.P,U4,24,SPIWP/GPIO13*
+G04 #@! TO.N,unconnected-(U4-Pad24)*
+X158242000Y-96774000D03*
+G04 #@! TO.P,U4,25,SPIHD/GPIO12*
+G04 #@! TO.N,unconnected-(U4-Pad25)*
+X158242000Y-94234000D03*
 D19*
-%TO.P,C3,1*%
-%TO.N,+3V3*%
-X150368000Y-91107200D03*
-%TO.P,C3,2*%
-%TO.N,GND*%
-X150368000Y-90147200D03*
-%TD*%
-%TO.P,C13,1*%
-%TO.N,IO1*%
-X146177000Y-83792000D03*
-%TO.P,C13,2*%
-%TO.N,GND*%
-X146177000Y-82832000D03*
-%TD*%
-%TO.P,C1,1*%
-%TO.N,+3V3*%
-X151434800Y-91107200D03*
-%TO.P,C1,2*%
-%TO.N,GND*%
-X151434800Y-90147200D03*
-%TD*%
+G04 #@! TO.P,U4,26,VBUS*
+G04 #@! TO.N,VBUS*
+X158242000Y-91694000D03*
+D16*
+G04 #@! TO.P,U4,27,ENABLE*
+G04 #@! TO.N,ENABLE*
+X158242000Y-89154000D03*
+D19*
+G04 #@! TO.P,U4,28,VBAT*
+G04 #@! TO.N,+BATT*
+X158242000Y-86614000D03*
 D20*
-%TO.P,C14,1*%
-%TO.N,GND*%
-X150672800Y-93449200D03*
-%TO.P,C14,2*%
-%TO.N,IO9_BOOT*%
-X150672800Y-94409200D03*
-%TD*%
+G04 #@! TO.P,U4,29,BAT-*
+G04 #@! TO.N,GND*
+X158242000Y-120904000D03*
 D21*
-%TO.P,R12,1*%
-%TO.N,IO0*%
-X143132000Y-85034000D03*
-%TO.P,R12,2*%
-%TO.N,IO1*%
-X144152000Y-85034000D03*
-%TD*%
+G04 #@! TO.P,U4,30,BAT+*
+G04 #@! TO.N,+BATT*
+X158242000Y-118364000D03*
+G04 #@! TD*
 D22*
-%TO.P,C16,1*%
-%TO.N,+BATT*%
-X148857000Y-116000000D03*
-%TO.P,C16,2*%
-%TO.N,GND*%
-X147307000Y-116000000D03*
-%TD*%
-D20*
-%TO.P,C2,1*%
-%TO.N,+3V3*%
-X151028400Y-88115200D03*
-%TO.P,C2,2*%
-%TO.N,GND*%
-X151028400Y-89075200D03*
-%TD*%
+G04 #@! TO.P,Y1,1,1*
+G04 #@! TO.N,IO0*
+X142387000Y-83312000D03*
+G04 #@! TO.P,Y1,2,2*
+G04 #@! TO.N,IO1*
+X144887000Y-83312000D03*
+G04 #@! TD*
 D23*
-%TO.P,D8,1,A1*%
-%TO.N,USB_D+*%
-X148082000Y-119572000D03*
-%TO.P,D8,2,A2*%
-%TO.N,GND*%
-X148082000Y-118172000D03*
-%TD*%
-D19*
-%TO.P,C8,1*%
-%TO.N,+3V3*%
-X140589000Y-72489000D03*
-%TO.P,C8,2*%
-%TO.N,GND*%
-X140589000Y-71529000D03*
-%TD*%
+G04 #@! TO.P,C3,1*
+G04 #@! TO.N,+3V3*
+X150368000Y-91107200D03*
+G04 #@! TO.P,C3,2*
+G04 #@! TO.N,GND*
+X150368000Y-90147200D03*
+G04 #@! TD*
+G04 #@! TO.P,C13,1*
+G04 #@! TO.N,IO1*
+X146177000Y-83792000D03*
+G04 #@! TO.P,C13,2*
+G04 #@! TO.N,GND*
+X146177000Y-82832000D03*
+G04 #@! TD*
+G04 #@! TO.P,C1,1*
+G04 #@! TO.N,+3V3*
+X151434800Y-91107200D03*
+G04 #@! TO.P,C1,2*
+G04 #@! TO.N,GND*
+X151434800Y-90147200D03*
+G04 #@! TD*
 D24*
-%TO.P,C10,1*%
-%TO.N,CHIP_PU*%
-X140688000Y-80213200D03*
-%TO.P,C10,2*%
-%TO.N,GND*%
-X139728000Y-80213200D03*
-%TD*%
+G04 #@! TO.P,C14,1*
+G04 #@! TO.N,GND*
+X151079200Y-93144400D03*
+G04 #@! TO.P,C14,2*
+G04 #@! TO.N,IO9_BOOT*
+X151079200Y-94104400D03*
+G04 #@! TD*
+D25*
+G04 #@! TO.P,R12,1*
+G04 #@! TO.N,IO0*
+X143132000Y-85034000D03*
+G04 #@! TO.P,R12,2*
+G04 #@! TO.N,IO1*
+X144152000Y-85034000D03*
+G04 #@! TD*
+D26*
+G04 #@! TO.P,C16,1*
+G04 #@! TO.N,+BATT*
+X148857000Y-116000000D03*
+G04 #@! TO.P,C16,2*
+G04 #@! TO.N,GND*
+X147307000Y-116000000D03*
+G04 #@! TD*
+D24*
+G04 #@! TO.P,C2,1*
+G04 #@! TO.N,+3V3*
+X151028400Y-88115200D03*
+G04 #@! TO.P,C2,2*
+G04 #@! TO.N,GND*
+X151028400Y-89075200D03*
+G04 #@! TD*
+D27*
+G04 #@! TO.P,D8,1,A1*
+G04 #@! TO.N,USB_D+*
+X148082000Y-119572000D03*
+G04 #@! TO.P,D8,2,A2*
+G04 #@! TO.N,GND*
+X148082000Y-118172000D03*
+G04 #@! TD*
 D23*
-%TO.P,D7,1,A1*%
-%TO.N,Net-(D6-Pad2)*%
+G04 #@! TO.P,C8,1*
+G04 #@! TO.N,+3V3*
+X140589000Y-72489000D03*
+G04 #@! TO.P,C8,2*
+G04 #@! TO.N,GND*
+X140589000Y-71529000D03*
+G04 #@! TD*
+D24*
+G04 #@! TO.P,C10,1*
+G04 #@! TO.N,CHIP_PU*
+X140716000Y-77371000D03*
+G04 #@! TO.P,C10,2*
+G04 #@! TO.N,GND*
+X140716000Y-78331000D03*
+G04 #@! TD*
+D27*
+G04 #@! TO.P,D7,1,A1*
+G04 #@! TO.N,Net-(D6-Pad2)*
 X149860000Y-119572000D03*
-%TO.P,D7,2,A2*%
-%TO.N,GND*%
+G04 #@! TO.P,D7,2,A2*
+G04 #@! TO.N,GND*
 X149860000Y-118172000D03*
-%TD*%
-D21*
-%TO.P,R10,1*%
-%TO.N,IO7*%
+G04 #@! TD*
+D25*
+G04 #@! TO.P,R10,1*
+G04 #@! TO.N,IO7*
 X153668000Y-82931000D03*
-%TO.P,R10,2*%
-%TO.N,Net-(D2-Pad2)*%
+G04 #@! TO.P,R10,2*
+G04 #@! TO.N,Net-(D2-Pad2)*
 X154688000Y-82931000D03*
-%TD*%
-D25*
-%TO.P,U3,1,GND*%
-%TO.N,GND*%
+G04 #@! TD*
+D28*
+G04 #@! TO.P,U3,1,GND*
+G04 #@! TO.N,GND*
 X142182000Y-72200000D03*
-%TO.P,U3,2,GND*%
+G04 #@! TO.P,U3,2,GND*
 X142182000Y-73000000D03*
-%TO.P,U3,3,3V3*%
-%TO.N,+3V3*%
+G04 #@! TO.P,U3,3,3V3*
+G04 #@! TO.N,+3V3*
 X142182000Y-73800000D03*
-%TO.P,U3,4,NC*%
-%TO.N,unconnected-(U3-Pad4)*%
+G04 #@! TO.P,U3,4,NC*
+G04 #@! TO.N,unconnected-(U3-Pad4)*
 X142182000Y-74600000D03*
-%TO.P,U3,5,GPIO2/ADC1_CH2*%
-%TO.N,IO2*%
+G04 #@! TO.P,U3,5,GPIO2/ADC1_CH2*
+G04 #@! TO.N,IO2*
 X142182000Y-75400000D03*
-%TO.P,U3,6,GPIO3/ADC1_CH3*%
-%TO.N,IO3*%
+G04 #@! TO.P,U3,6,GPIO3/ADC1_CH3*
+G04 #@! TO.N,IO3*
 X142182000Y-76200000D03*
-%TO.P,U3,7,NC*%
-%TO.N,unconnected-(U3-Pad7)*%
+G04 #@! TO.P,U3,7,NC*
+G04 #@! TO.N,unconnected-(U3-Pad7)*
 X142182000Y-77000000D03*
-%TO.P,U3,8,EN/CHIP_PU*%
-%TO.N,CHIP_PU*%
+G04 #@! TO.P,U3,8,EN/CHIP_PU*
+G04 #@! TO.N,CHIP_PU*
 X142182000Y-77800000D03*
-%TO.P,U3,9,NC*%
-%TO.N,unconnected-(U3-Pad9)*%
+G04 #@! TO.P,U3,9,NC*
+G04 #@! TO.N,unconnected-(U3-Pad9)*
 X142182000Y-78600000D03*
-%TO.P,U3,10,NC*%
-%TO.N,unconnected-(U3-Pad10)*%
+G04 #@! TO.P,U3,10,NC*
+G04 #@! TO.N,unconnected-(U3-Pad10)*
 X142182000Y-79400000D03*
-%TO.P,U3,11,GND*%
-%TO.N,GND*%
+G04 #@! TO.P,U3,11,GND*
+G04 #@! TO.N,GND*
 X142182000Y-80200000D03*
-D26*
-%TO.P,U3,12,GPIO0/ADC1_CH0/XTAL_32K_P*%
-%TO.N,IO0*%
+D29*
+G04 #@! TO.P,U3,12,GPIO0/ADC1_CH0/XTAL_32K_P*
+G04 #@! TO.N,IO0*
 X143282000Y-81100000D03*
-%TO.P,U3,13,GPIO1/ADC1_CH1/XTAL_32K_N*%
-%TO.N,IO1*%
+G04 #@! TO.P,U3,13,GPIO1/ADC1_CH1/XTAL_32K_N*
+G04 #@! TO.N,IO1*
 X144082000Y-81100000D03*
-%TO.P,U3,14,GND*%
-%TO.N,GND*%
+G04 #@! TO.P,U3,14,GND*
+G04 #@! TO.N,GND*
 X144882000Y-81100000D03*
-%TO.P,U3,15,NC*%
-%TO.N,unconnected-(U3-Pad15)*%
+G04 #@! TO.P,U3,15,NC*
+G04 #@! TO.N,unconnected-(U3-Pad15)*
 X145682000Y-81100000D03*
-%TO.P,U3,16,GPIO10*%
-%TO.N,IO10_SDA*%
+G04 #@! TO.P,U3,16,GPIO10*
+G04 #@! TO.N,IO10_SDA*
 X146482000Y-81100000D03*
-%TO.P,U3,17,NC*%
-%TO.N,unconnected-(U3-Pad17)*%
+G04 #@! TO.P,U3,17,NC*
+G04 #@! TO.N,unconnected-(U3-Pad17)*
 X147282000Y-81100000D03*
-%TO.P,U3,18,GPIO4/ADC1_CH4*%
-%TO.N,IO4*%
+G04 #@! TO.P,U3,18,GPIO4/ADC1_CH4*
+G04 #@! TO.N,IO4*
 X148082000Y-81100000D03*
-%TO.P,U3,19,GPIO5/ADC2_CH0*%
-%TO.N,IO5*%
+G04 #@! TO.P,U3,19,GPIO5/ADC2_CH0*
+G04 #@! TO.N,IO5*
 X148882000Y-81100000D03*
-%TO.P,U3,20,GPIO6*%
-%TO.N,IO6*%
+G04 #@! TO.P,U3,20,GPIO6*
+G04 #@! TO.N,IO6*
 X149682000Y-81100000D03*
-%TO.P,U3,21,GPIO7*%
-%TO.N,IO7*%
+G04 #@! TO.P,U3,21,GPIO7*
+G04 #@! TO.N,IO7*
 X150482000Y-81100000D03*
-%TO.P,U3,22,GPIO8*%
-%TO.N,IO8_SCL*%
+G04 #@! TO.P,U3,22,GPIO8*
+G04 #@! TO.N,IO8_SCL*
 X151282000Y-81100000D03*
-%TO.P,U3,23,GPIO9*%
-%TO.N,IO9_BOOT*%
+G04 #@! TO.P,U3,23,GPIO9*
+G04 #@! TO.N,IO9_BOOT*
 X152082000Y-81100000D03*
-%TO.P,U3,24,NC*%
-%TO.N,unconnected-(U3-Pad24)*%
+G04 #@! TO.P,U3,24,NC*
+G04 #@! TO.N,unconnected-(U3-Pad24)*
 X152882000Y-81100000D03*
-D25*
-%TO.P,U3,25,NC*%
-%TO.N,unconnected-(U3-Pad25)*%
+D28*
+G04 #@! TO.P,U3,25,NC*
+G04 #@! TO.N,unconnected-(U3-Pad25)*
 X153982000Y-80200000D03*
-%TO.P,U3,26,GPIO18/USB_D-*%
-%TO.N,USB_D-*%
+G04 #@! TO.P,U3,26,GPIO18/USB_D-*
+G04 #@! TO.N,USB_D-*
 X153982000Y-79400000D03*
-%TO.P,U3,27,GPIO19/USB_D+*%
-%TO.N,USB_D+*%
+G04 #@! TO.P,U3,27,GPIO19/USB_D+*
+G04 #@! TO.N,USB_D+*
 X153982000Y-78600000D03*
-%TO.P,U3,28,NC*%
-%TO.N,unconnected-(U3-Pad28)*%
+G04 #@! TO.P,U3,28,NC*
+G04 #@! TO.N,unconnected-(U3-Pad28)*
 X153982000Y-77800000D03*
-%TO.P,U3,29,NC*%
-%TO.N,unconnected-(U3-Pad29)*%
+G04 #@! TO.P,U3,29,NC*
+G04 #@! TO.N,unconnected-(U3-Pad29)*
 X153982000Y-77000000D03*
-%TO.P,U3,30,GPIO20/U0RXD*%
-%TO.N,IO20_RX*%
+G04 #@! TO.P,U3,30,GPIO20/U0RXD*
+G04 #@! TO.N,IO20_RX*
 X153982000Y-76200000D03*
-%TO.P,U3,31,GPIO21/U0TXD*%
-%TO.N,IO21_TX*%
+G04 #@! TO.P,U3,31,GPIO21/U0TXD*
+G04 #@! TO.N,IO21_TX*
 X153982000Y-75400000D03*
-%TO.P,U3,32,NC*%
-%TO.N,unconnected-(U3-Pad32)*%
+G04 #@! TO.P,U3,32,NC*
+G04 #@! TO.N,unconnected-(U3-Pad32)*
 X153982000Y-74600000D03*
-%TO.P,U3,33,NC*%
-%TO.N,unconnected-(U3-Pad33)*%
+G04 #@! TO.P,U3,33,NC*
+G04 #@! TO.N,unconnected-(U3-Pad33)*
 X153982000Y-73800000D03*
-%TO.P,U3,34,NC*%
-%TO.N,unconnected-(U3-Pad34)*%
+G04 #@! TO.P,U3,34,NC*
+G04 #@! TO.N,unconnected-(U3-Pad34)*
 X153982000Y-73000000D03*
-%TO.P,U3,35,NC*%
-%TO.N,unconnected-(U3-Pad35)*%
+G04 #@! TO.P,U3,35,NC*
+G04 #@! TO.N,unconnected-(U3-Pad35)*
 X153982000Y-72200000D03*
-D26*
-%TO.P,U3,36,GND*%
-%TO.N,GND*%
+D29*
+G04 #@! TO.P,U3,36,GND*
+G04 #@! TO.N,GND*
 X149682000Y-71300000D03*
 X145682000Y-71300000D03*
 X144882000Y-71300000D03*
-D27*
+D30*
 X154032000Y-71250000D03*
-D28*
+D31*
 X150057000Y-78175000D03*
 X150057000Y-74225000D03*
 X148082000Y-78175000D03*
-D27*
+D30*
 X142132000Y-81150000D03*
-D26*
+D29*
 X151282000Y-71300000D03*
 X152082000Y-71300000D03*
-D28*
+D31*
 X146107000Y-78175000D03*
-D26*
+D29*
 X143282000Y-71300000D03*
 X150482000Y-71300000D03*
-D28*
+D31*
 X148082000Y-74225000D03*
-D26*
+D29*
 X152882000Y-71300000D03*
 X147282000Y-71300000D03*
 X148082000Y-71300000D03*
-D28*
+D31*
 X150057000Y-76200000D03*
-D27*
+D30*
 X154032000Y-81150000D03*
 X142132000Y-71250000D03*
-D28*
+D31*
 X146107000Y-76200000D03*
-D26*
-X144082000Y-71300000D03*
 D29*
+X144082000Y-71300000D03*
+D32*
 X146107000Y-74225000D03*
-D26*
+D29*
 X148882000Y-71300000D03*
 X146482000Y-71300000D03*
-D28*
+D31*
 X148082000Y-76200000D03*
-%TD*%
-D21*
-%TO.P,R7,1*%
-%TO.N,Net-(R7-Pad1)*%
+G04 #@! TD*
+D25*
+G04 #@! TO.P,R7,1*
+G04 #@! TO.N,Net-(R7-Pad1)*
 X149959600Y-85953600D03*
-%TO.P,R7,2*%
-%TO.N,+3V3*%
+G04 #@! TO.P,R7,2*
+G04 #@! TO.N,+3V3*
 X150979600Y-85953600D03*
-%TD*%
-D30*
-%TO.P,SW1,1,1*%
-%TO.N,CHIP_PU*%
-X141717000Y-95409000D03*
-X141717000Y-99559000D03*
-%TO.P,SW1,2,2*%
-%TO.N,GND*%
-X143867000Y-99559000D03*
-X143867000Y-95409000D03*
-%TD*%
-D19*
-%TO.P,C9,1*%
-%TO.N,+3V3*%
-X139573000Y-72489000D03*
-%TO.P,C9,2*%
-%TO.N,GND*%
-X139573000Y-71529000D03*
-%TD*%
+G04 #@! TD*
+D33*
+G04 #@! TO.P,SW1,1,1*
+G04 #@! TO.N,CHIP_PU*
+X141520600Y-95461000D03*
+X141520600Y-99611000D03*
+G04 #@! TO.P,SW1,2,2*
+G04 #@! TO.N,GND*
+X143670600Y-99611000D03*
+X143670600Y-95461000D03*
+G04 #@! TD*
 D23*
-%TO.P,D5,1,A1*%
-%TO.N,USB_D-*%
+G04 #@! TO.P,C9,1*
+G04 #@! TO.N,+3V3*
+X139573000Y-72489000D03*
+G04 #@! TO.P,C9,2*
+G04 #@! TO.N,GND*
+X139573000Y-71529000D03*
+G04 #@! TD*
+D27*
+G04 #@! TO.P,D5,1,A1*
+G04 #@! TO.N,USB_D-*
 X146304000Y-119572000D03*
-%TO.P,D5,2,A2*%
-%TO.N,GND*%
+G04 #@! TO.P,D5,2,A2*
+G04 #@! TO.N,GND*
 X146304000Y-118172000D03*
-%TD*%
-D31*
-%TO.P,U2,1,AP_SDO/AP_AD0*%
-%TO.N,GND*%
-X146929500Y-87284000D03*
-%TO.P,U2,2,RESV_1*%
-%TO.N,unconnected-(U2-Pad2)*%
-X146929500Y-87784000D03*
-%TO.P,U2,3,RESV_2*%
-%TO.N,unconnected-(U2-Pad3)*%
-X146929500Y-88284000D03*
-%TO.P,U2,4,INT1/INT*%
-%TO.N,unconnected-(U2-Pad4)*%
-X146929500Y-88784000D03*
-D32*
-%TO.P,U2,5,VDDIO*%
-%TO.N,+3V3*%
-X147592000Y-88946500D03*
-%TO.P,U2,6,GND*%
-%TO.N,GND*%
-X148092000Y-88946500D03*
-%TO.P,U2,7,FSYNC*%
-X148592000Y-88946500D03*
-D31*
-%TO.P,U2,8,VDD*%
-%TO.N,+3V3*%
-X149254500Y-88784000D03*
-%TO.P,U2,9,INT2*%
-%TO.N,Net-(TP2-Pad1)*%
-X149254500Y-88284000D03*
-%TO.P,U2,10,RESV_3*%
-%TO.N,unconnected-(U2-Pad10)*%
-X149254500Y-87784000D03*
-%TO.P,U2,11,RESV_4*%
-%TO.N,unconnected-(U2-Pad11)*%
-X149254500Y-87284000D03*
-D32*
-%TO.P,U2,12,AP_CS*%
-%TO.N,Net-(R7-Pad1)*%
-X148592000Y-87121500D03*
-%TO.P,U2,13,AP_SCL/AP_SCLK*%
-%TO.N,IO8_SCL*%
-X148092000Y-87121500D03*
-%TO.P,U2,14,AP_SDA/AP_SDIO/AP_SDI*%
-%TO.N,IO10_SDA*%
-X147592000Y-87121500D03*
-%TD*%
-D19*
-%TO.P,C12,1*%
-%TO.N,IO0*%
-X141097000Y-83792000D03*
-%TO.P,C12,2*%
-%TO.N,GND*%
-X141097000Y-82832000D03*
-%TD*%
-D33*
-%TO.P,R6,1*%
-%TO.N,Net-(J1-PadA5)*%
-X142400000Y-123390000D03*
-%TO.P,R6,2*%
-%TO.N,GND*%
-X142400000Y-124410000D03*
-%TD*%
-%TO.P,R4,1*%
-%TO.N,Net-(J1-PadB5)*%
-X153800000Y-123442000D03*
-%TO.P,R4,2*%
-%TO.N,GND*%
-X153800000Y-124462000D03*
-%TD*%
+G04 #@! TD*
 D34*
-%TO.P,D6,1,K*%
-%TO.N,VBUS*%
-X144018000Y-115698000D03*
-%TO.P,D6,2,A*%
-%TO.N,Net-(D6-Pad2)*%
-X144018000Y-118998000D03*
-%TD*%
-D20*
-%TO.P,C4,1*%
-%TO.N,+3V3*%
-X152044400Y-86743600D03*
-%TO.P,C4,2*%
-%TO.N,GND*%
-X152044400Y-87703600D03*
-%TD*%
-D33*
-%TO.P,R18,1*%
-%TO.N,+3V3*%
-X148336000Y-83868800D03*
-%TO.P,R18,2*%
-%TO.N,IO10_SDA*%
-X148336000Y-84888800D03*
-%TD*%
+G04 #@! TO.P,U2,1,AP_SDO/AP_AD0*
+G04 #@! TO.N,GND*
+X146929500Y-87284000D03*
+G04 #@! TO.P,U2,2,RESV_1*
+G04 #@! TO.N,unconnected-(U2-Pad2)*
+X146929500Y-87784000D03*
+G04 #@! TO.P,U2,3,RESV_2*
+G04 #@! TO.N,unconnected-(U2-Pad3)*
+X146929500Y-88284000D03*
+G04 #@! TO.P,U2,4,INT1/INT*
+G04 #@! TO.N,unconnected-(U2-Pad4)*
+X146929500Y-88784000D03*
 D35*
-%TO.P,R17,1*%
-%TO.N,+3V3*%
-X149961600Y-84888800D03*
-%TO.P,R17,2*%
-%TO.N,IO8_SCL*%
-X149961600Y-83868800D03*
-%TD*%
+G04 #@! TO.P,U2,5,VDDIO*
+G04 #@! TO.N,+3V3*
+X147592000Y-88946500D03*
+G04 #@! TO.P,U2,6,GND*
+G04 #@! TO.N,GND*
+X148092000Y-88946500D03*
+G04 #@! TO.P,U2,7,FSYNC*
+X148592000Y-88946500D03*
+D34*
+G04 #@! TO.P,U2,8,VDD*
+G04 #@! TO.N,+3V3*
+X149254500Y-88784000D03*
+G04 #@! TO.P,U2,9,INT2*
+G04 #@! TO.N,Net-(TP2-Pad1)*
+X149254500Y-88284000D03*
+G04 #@! TO.P,U2,10,RESV_3*
+G04 #@! TO.N,unconnected-(U2-Pad10)*
+X149254500Y-87784000D03*
+G04 #@! TO.P,U2,11,RESV_4*
+G04 #@! TO.N,unconnected-(U2-Pad11)*
+X149254500Y-87284000D03*
+D35*
+G04 #@! TO.P,U2,12,AP_CS*
+G04 #@! TO.N,Net-(R7-Pad1)*
+X148592000Y-87121500D03*
+G04 #@! TO.P,U2,13,AP_SCL/AP_SCLK*
+G04 #@! TO.N,IO8_SCL*
+X148092000Y-87121500D03*
+G04 #@! TO.P,U2,14,AP_SDA/AP_SDIO/AP_SDI*
+G04 #@! TO.N,IO10_SDA*
+X147592000Y-87121500D03*
+G04 #@! TD*
+D23*
+G04 #@! TO.P,C12,1*
+G04 #@! TO.N,IO0*
+X141097000Y-83792000D03*
+G04 #@! TO.P,C12,2*
+G04 #@! TO.N,GND*
+X141097000Y-82832000D03*
+G04 #@! TD*
 D36*
-%TO.P,U1,1,VDD*%
-%TO.N,+3V3*%
-X149052000Y-91934000D03*
-%TO.P,U1,2,SCL*%
-%TO.N,IO8_SCL*%
-X149052000Y-90934000D03*
-%TO.P,U1,3,SDA*%
-%TO.N,IO10_SDA*%
-X147112000Y-90934000D03*
-%TO.P,U1,4,VSS*%
-%TO.N,GND*%
-X147112000Y-91934000D03*
+G04 #@! TO.P,R6,1*
+G04 #@! TO.N,Net-(J1-PadA5)*
+X142400000Y-123390000D03*
+G04 #@! TO.P,R6,2*
+G04 #@! TO.N,GND*
+X142400000Y-124410000D03*
+G04 #@! TD*
+G04 #@! TO.P,R4,1*
+G04 #@! TO.N,Net-(J1-PadB5)*
+X153800000Y-123442000D03*
+G04 #@! TO.P,R4,2*
+G04 #@! TO.N,GND*
+X153800000Y-124462000D03*
+G04 #@! TD*
 D37*
-%TO.P,U1,5,EXP*%
-X148082000Y-91434000D03*
-%TD*%
-D30*
-%TO.P,SW2,1,1*%
-%TO.N,IO9_BOOT*%
-X152341000Y-99611000D03*
-X152341000Y-95461000D03*
-%TO.P,SW2,2,2*%
-%TO.N,GND*%
-X154491000Y-95461000D03*
-X154491000Y-99611000D03*
-%TD*%
-D19*
-%TO.P,C11,1*%
-%TO.N,+3V3*%
-X138557000Y-72489000D03*
-%TO.P,C11,2*%
-%TO.N,GND*%
-X138557000Y-71529000D03*
-%TD*%
-D21*
-%TO.P,R8,1*%
-%TO.N,+3V3*%
-X139698000Y-77470000D03*
-%TO.P,R8,2*%
-%TO.N,CHIP_PU*%
-X140718000Y-77470000D03*
-%TD*%
+G04 #@! TO.P,D6,1,K*
+G04 #@! TO.N,VBUS*
+X144018000Y-115698000D03*
+G04 #@! TO.P,D6,2,A*
+G04 #@! TO.N,Net-(D6-Pad2)*
+X144018000Y-118998000D03*
+G04 #@! TD*
+D24*
+G04 #@! TO.P,C4,1*
+G04 #@! TO.N,+3V3*
+X152044400Y-86743600D03*
+G04 #@! TO.P,C4,2*
+G04 #@! TO.N,GND*
+X152044400Y-87703600D03*
+G04 #@! TD*
+D36*
+G04 #@! TO.P,R18,1*
+G04 #@! TO.N,+3V3*
+X148336000Y-83868800D03*
+G04 #@! TO.P,R18,2*
+G04 #@! TO.N,IO10_SDA*
+X148336000Y-84888800D03*
+G04 #@! TD*
 D38*
-%TO.P,R2,1*%
-%TO.N,+3V3*%
-X152935400Y-101346000D03*
-%TO.P,R2,2*%
-%TO.N,Net-(C6-Pad2)*%
-X151915400Y-101346000D03*
-%TD*%
+G04 #@! TO.P,R17,1*
+G04 #@! TO.N,+3V3*
+X149961600Y-84888800D03*
+G04 #@! TO.P,R17,2*
+G04 #@! TO.N,IO8_SCL*
+X149961600Y-83868800D03*
+G04 #@! TD*
 D39*
-%TO.P,D3,1,K*%
-%TO.N,Net-(D3-Pad1)*%
-X142494000Y-112369500D03*
-%TO.P,D3,2,A*%
-%TO.N,VBUS*%
-X142494000Y-113944500D03*
-%TD*%
+G04 #@! TO.P,U1,1,VDD*
+G04 #@! TO.N,+3V3*
+X149102800Y-91934000D03*
+G04 #@! TO.P,U1,2,SCL*
+G04 #@! TO.N,IO8_SCL*
+X149102800Y-90934000D03*
+G04 #@! TO.P,U1,3,SDA*
+G04 #@! TO.N,IO10_SDA*
+X147162800Y-90934000D03*
+G04 #@! TO.P,U1,4,VSS*
+G04 #@! TO.N,GND*
+X147162800Y-91934000D03*
 D40*
-%TO.P,C6,1*%
-%TO.N,+3V3*%
-X150749000Y-97904000D03*
-%TO.P,C6,2*%
-%TO.N,Net-(C6-Pad2)*%
-X150749000Y-99454000D03*
-%TD*%
+G04 #@! TO.P,U1,5,EXP*
+X148132800Y-91434000D03*
+G04 #@! TD*
+D33*
+G04 #@! TO.P,SW2,1,1*
+G04 #@! TO.N,IO9_BOOT*
+X152595000Y-99611000D03*
+X152595000Y-95461000D03*
+G04 #@! TO.P,SW2,2,2*
+G04 #@! TO.N,GND*
+X154745000Y-95461000D03*
+X154745000Y-99611000D03*
+G04 #@! TD*
+D23*
+G04 #@! TO.P,C11,1*
+G04 #@! TO.N,+3V3*
+X138557000Y-72489000D03*
+G04 #@! TO.P,C11,2*
+G04 #@! TO.N,GND*
+X138557000Y-71529000D03*
+G04 #@! TD*
+D36*
+G04 #@! TO.P,R8,1*
+G04 #@! TO.N,+3V3*
+X140716000Y-75436000D03*
+G04 #@! TO.P,R8,2*
+G04 #@! TO.N,CHIP_PU*
+X140716000Y-76456000D03*
+G04 #@! TD*
 D41*
-%TO.P,C15,1*%
-%TO.N,GND*%
-X146799000Y-109728000D03*
-%TO.P,C15,2*%
-%TO.N,VBUS*%
-X148349000Y-109728000D03*
-%TD*%
+G04 #@! TO.P,R2,1*
+G04 #@! TO.N,+3V3*
+X152935400Y-101346000D03*
+G04 #@! TO.P,R2,2*
+G04 #@! TO.N,Net-(C6-Pad2)*
+X151915400Y-101346000D03*
+G04 #@! TD*
 D42*
-%TO.P,U6,1,STAT*%
-%TO.N,Net-(R14-Pad1)*%
-X146497000Y-114294500D03*
-%TO.P,U6,2,VSS*%
-%TO.N,GND*%
-X147447000Y-114294500D03*
-%TO.P,U6,3,VBAT*%
-%TO.N,+BATT*%
-X148397000Y-114294500D03*
-%TO.P,U6,4,VDD*%
-%TO.N,VBUS*%
-X148397000Y-112019500D03*
-%TO.P,U6,5,PROG*%
-%TO.N,Net-(R9-Pad2)*%
-X146497000Y-112019500D03*
-%TD*%
+G04 #@! TO.P,D3,1,K*
+G04 #@! TO.N,Net-(D3-Pad1)*
+X142494000Y-112369500D03*
+G04 #@! TO.P,D3,2,A*
+G04 #@! TO.N,VBUS*
+X142494000Y-113944500D03*
+G04 #@! TD*
 D43*
-%TO.P,C5,1*%
-%TO.N,+5V*%
-X151953000Y-106807000D03*
-%TO.P,C5,2*%
-%TO.N,GND*%
-X150053000Y-106807000D03*
-%TD*%
-D33*
-%TO.P,R9,1*%
-%TO.N,GND*%
-X145110200Y-110919800D03*
-%TO.P,R9,2*%
-%TO.N,Net-(R9-Pad2)*%
-X145110200Y-111939800D03*
-%TD*%
+G04 #@! TO.P,C6,1*
+G04 #@! TO.N,+3V3*
+X153035000Y-102603000D03*
+G04 #@! TO.P,C6,2*
+G04 #@! TO.N,Net-(C6-Pad2)*
+X153035000Y-104153000D03*
+G04 #@! TD*
 D44*
-%TO.P,Q1,1,G*%
-%TO.N,VBUS*%
-X152842000Y-112727500D03*
-%TO.P,Q1,2,S*%
-%TO.N,+5V*%
-X150942000Y-112727500D03*
-%TO.P,Q1,3,D*%
-%TO.N,+BATT*%
-X151892000Y-114602500D03*
-%TD*%
-D38*
-%TO.P,R1,1*%
-%TO.N,+5V*%
-X149049200Y-101346000D03*
-%TO.P,R1,2*%
-%TO.N,ENABLE*%
-X148029200Y-101346000D03*
-%TD*%
+G04 #@! TO.P,C15,1*
+G04 #@! TO.N,GND*
+X146799000Y-109728000D03*
+G04 #@! TO.P,C15,2*
+G04 #@! TO.N,VBUS*
+X148349000Y-109728000D03*
+G04 #@! TD*
 D45*
-%TO.P,C7,1*%
-%TO.N,+3V3*%
-X143957000Y-102743000D03*
-%TO.P,C7,2*%
-%TO.N,GND*%
-X145857000Y-102743000D03*
-%TD*%
-D38*
-%TO.P,R3,1*%
-%TO.N,Net-(C6-Pad2)*%
-X151005000Y-101346000D03*
-%TO.P,R3,2*%
-%TO.N,GND*%
-X149985000Y-101346000D03*
-%TD*%
+G04 #@! TO.P,U6,1,STAT*
+G04 #@! TO.N,Net-(R14-Pad1)*
+X146497000Y-114294500D03*
+G04 #@! TO.P,U6,2,VSS*
+G04 #@! TO.N,GND*
+X147447000Y-114294500D03*
+G04 #@! TO.P,U6,3,VBAT*
+G04 #@! TO.N,+BATT*
+X148397000Y-114294500D03*
+G04 #@! TO.P,U6,4,VDD*
+G04 #@! TO.N,VBUS*
+X148397000Y-112019500D03*
+G04 #@! TO.P,U6,5,PROG*
+G04 #@! TO.N,Net-(R9-Pad2)*
+X146497000Y-112019500D03*
+G04 #@! TD*
 D46*
-%TO.P,U5,1,EN*%
-%TO.N,ENABLE*%
-X148976500Y-102936000D03*
-%TO.P,U5,2,GND*%
-%TO.N,GND*%
-X148976500Y-103886000D03*
-%TO.P,U5,3,LX*%
-%TO.N,/Buck_Coil*%
-X148976500Y-104836000D03*
-%TO.P,U5,4,IN*%
-%TO.N,+5V*%
-X151251500Y-104836000D03*
-%TO.P,U5,5,FB*%
-%TO.N,Net-(C6-Pad2)*%
-X151251500Y-102936000D03*
-%TD*%
-D35*
-%TO.P,R19,1*%
-%TO.N,+3V3*%
-X151028400Y-84888800D03*
-%TO.P,R19,2*%
-%TO.N,IO9_BOOT*%
-X151028400Y-83868800D03*
-%TD*%
+G04 #@! TO.P,C5,1*
+G04 #@! TO.N,+5V*
+X151953000Y-106807000D03*
+G04 #@! TO.P,C5,2*
+G04 #@! TO.N,GND*
+X150053000Y-106807000D03*
+G04 #@! TD*
+D36*
+G04 #@! TO.P,R9,1*
+G04 #@! TO.N,GND*
+X145110200Y-110919800D03*
+G04 #@! TO.P,R9,2*
+G04 #@! TO.N,Net-(R9-Pad2)*
+X145110200Y-111939800D03*
+G04 #@! TD*
 D47*
-%TO.P,L1,1*%
-%TO.N,/Buck_Coil*%
-X146686000Y-106299000D03*
-%TO.P,L1,2*%
-%TO.N,+3V3*%
-X143636000Y-106299000D03*
-%TD*%
+G04 #@! TO.P,Q1,1,G*
+G04 #@! TO.N,VBUS*
+X152842000Y-112727500D03*
+G04 #@! TO.P,Q1,2,S*
+G04 #@! TO.N,+5V*
+X150942000Y-112727500D03*
+G04 #@! TO.P,Q1,3,D*
+G04 #@! TO.N,+BATT*
+X151892000Y-114602500D03*
+G04 #@! TD*
+D41*
+G04 #@! TO.P,R1,1*
+G04 #@! TO.N,+5V*
+X149049200Y-101346000D03*
+G04 #@! TO.P,R1,2*
+G04 #@! TO.N,ENABLE*
+X148029200Y-101346000D03*
+G04 #@! TD*
 D48*
-%TO.P,D4,1,K*%
-%TO.N,+5V*%
-X153415000Y-109728000D03*
-%TO.P,D4,2,A*%
-%TO.N,VBUS*%
-X150115000Y-109728000D03*
-%TD*%
+G04 #@! TO.P,C7,1*
+G04 #@! TO.N,+3V3*
+X143957000Y-103378000D03*
+G04 #@! TO.P,C7,2*
+G04 #@! TO.N,GND*
+X145857000Y-103378000D03*
+G04 #@! TD*
+D41*
+G04 #@! TO.P,R3,1*
+G04 #@! TO.N,Net-(C6-Pad2)*
+X151005000Y-101346000D03*
+G04 #@! TO.P,R3,2*
+G04 #@! TO.N,GND*
+X149985000Y-101346000D03*
+G04 #@! TD*
+D49*
+G04 #@! TO.P,U5,1,EN*
+G04 #@! TO.N,ENABLE*
+X148976500Y-102936000D03*
+G04 #@! TO.P,U5,2,GND*
+G04 #@! TO.N,GND*
+X148976500Y-103886000D03*
+G04 #@! TO.P,U5,3,LX*
+G04 #@! TO.N,/Buck_Coil*
+X148976500Y-104836000D03*
+G04 #@! TO.P,U5,4,IN*
+G04 #@! TO.N,+5V*
+X151251500Y-104836000D03*
+G04 #@! TO.P,U5,5,FB*
+G04 #@! TO.N,Net-(C6-Pad2)*
+X151251500Y-102936000D03*
+G04 #@! TD*
 D38*
-%TO.P,R14,1*%
-%TO.N,Net-(R14-Pad1)*%
+G04 #@! TO.P,R19,1*
+G04 #@! TO.N,+3V3*
+X151028400Y-84888800D03*
+G04 #@! TO.P,R19,2*
+G04 #@! TO.N,IO9_BOOT*
+X151028400Y-83868800D03*
+G04 #@! TD*
+D50*
+G04 #@! TO.P,L1,1*
+G04 #@! TO.N,/Buck_Coil*
+X146686000Y-106680000D03*
+G04 #@! TO.P,L1,2*
+G04 #@! TO.N,+3V3*
+X143636000Y-106680000D03*
+G04 #@! TD*
+D51*
+G04 #@! TO.P,D4,1,K*
+G04 #@! TO.N,+5V*
+X153415000Y-109728000D03*
+G04 #@! TO.P,D4,2,A*
+G04 #@! TO.N,VBUS*
+X150115000Y-109728000D03*
+G04 #@! TD*
+D41*
+G04 #@! TO.P,R14,1*
+G04 #@! TO.N,Net-(R14-Pad1)*
 X145036000Y-114173000D03*
-%TO.P,R14,2*%
-%TO.N,Net-(D3-Pad1)*%
+G04 #@! TO.P,R14,2*
+G04 #@! TO.N,Net-(D3-Pad1)*
 X144016000Y-114173000D03*
-%TD*%
-D33*
-%TO.P,R15,1*%
-%TO.N,VBUS*%
+G04 #@! TD*
+D36*
+G04 #@! TO.P,R15,1*
+G04 #@! TO.N,VBUS*
 X154305000Y-113155000D03*
-%TO.P,R15,2*%
-%TO.N,GND*%
+G04 #@! TO.P,R15,2*
+G04 #@! TO.N,GND*
 X154305000Y-114175000D03*
-%TD*%
-D35*
-%TO.P,R5,1*%
-%TO.N,Net-(J1-PadS1)*%
+G04 #@! TD*
+D25*
+G04 #@! TO.P,R11,1*
+G04 #@! TO.N,IO2*
+X141222000Y-91694000D03*
+G04 #@! TO.P,R11,2*
+G04 #@! TO.N,Net-(D9-Pad4)*
+X142242000Y-91694000D03*
+G04 #@! TD*
+D38*
+G04 #@! TO.P,R5,1*
+G04 #@! TO.N,Net-(J1-PadS1)*
 X142400000Y-126410000D03*
-%TO.P,R5,2*%
-%TO.N,GND*%
+G04 #@! TO.P,R5,2*
+G04 #@! TO.N,GND*
 X142400000Y-125390000D03*
-%TD*%
-D49*
-%TO.P,J1,A1_B12,GND*%
-%TO.N,GND*%
-X144882000Y-121229000D03*
-%TO.P,J1,A4_B9,VBUS*%
-%TO.N,Net-(D6-Pad2)*%
-X145682000Y-121229000D03*
-D50*
-%TO.P,J1,A5,CC1*%
-%TO.N,Net-(J1-PadA5)*%
-X146832000Y-121229000D03*
-%TO.P,J1,A6,DP1*%
-%TO.N,USB_D+*%
-X147832000Y-121229000D03*
-%TO.P,J1,A7,DN1*%
-%TO.N,USB_D-*%
-X148332000Y-121229000D03*
-%TO.P,J1,A8,SBU1*%
-%TO.N,unconnected-(J1-PadA8)*%
-X149332000Y-121229000D03*
-D49*
-%TO.P,J1,B1_A12,GND*%
-%TO.N,GND*%
-X151282000Y-121229000D03*
-%TO.P,J1,B4_A9,VBUS*%
-%TO.N,Net-(D6-Pad2)*%
-X150482000Y-121229000D03*
-D50*
-%TO.P,J1,B5,CC2*%
-%TO.N,Net-(J1-PadB5)*%
-X149832000Y-121229000D03*
-%TO.P,J1,B6,DP2*%
-%TO.N,USB_D+*%
-X148832000Y-121229000D03*
-%TO.P,J1,B7,DN2*%
-%TO.N,USB_D-*%
-X147332000Y-121229000D03*
-%TO.P,J1,B8,SBU2*%
-%TO.N,unconnected-(J1-PadB8)*%
-X146332000Y-121229000D03*
-D51*
-%TO.P,J1,S1,SHELL_GND*%
-%TO.N,Net-(J1-PadS1)*%
-X143762000Y-121804000D03*
+G04 #@! TD*
 D52*
-%TO.P,J1,S2,SHELL_GND*%
-X143762000Y-125984000D03*
-%TO.P,J1,S3,SHELL_GND*%
-X152402000Y-125984000D03*
-D51*
-%TO.P,J1,S4,SHELL_GND*%
-X152402000Y-121804000D03*
-%TD*%
+G04 #@! TO.P,J1,A1_B12,GND*
+G04 #@! TO.N,GND*
+X144882000Y-121229000D03*
+G04 #@! TO.P,J1,A4_B9,VBUS*
+G04 #@! TO.N,Net-(D6-Pad2)*
+X145682000Y-121229000D03*
 D53*
-%TO.P,D1,1,A1*%
-%TO.N,+3V3*%
-X139792000Y-73834000D03*
-%TO.P,D1,2,A2*%
-%TO.N,GND*%
-X139092000Y-73834000D03*
-%TD*%
+G04 #@! TO.P,J1,A5,CC1*
+G04 #@! TO.N,Net-(J1-PadA5)*
+X146832000Y-121229000D03*
+G04 #@! TO.P,J1,A6,DP1*
+G04 #@! TO.N,USB_D+*
+X147832000Y-121229000D03*
+G04 #@! TO.P,J1,A7,DN1*
+G04 #@! TO.N,USB_D-*
+X148332000Y-121229000D03*
+G04 #@! TO.P,J1,A8,SBU1*
+G04 #@! TO.N,unconnected-(J1-PadA8)*
+X149332000Y-121229000D03*
+D52*
+G04 #@! TO.P,J1,B1_A12,GND*
+G04 #@! TO.N,GND*
+X151282000Y-121229000D03*
+G04 #@! TO.P,J1,B4_A9,VBUS*
+G04 #@! TO.N,Net-(D6-Pad2)*
+X150482000Y-121229000D03*
+D53*
+G04 #@! TO.P,J1,B5,CC2*
+G04 #@! TO.N,Net-(J1-PadB5)*
+X149832000Y-121229000D03*
+G04 #@! TO.P,J1,B6,DP2*
+G04 #@! TO.N,USB_D+*
+X148832000Y-121229000D03*
+G04 #@! TO.P,J1,B7,DN2*
+G04 #@! TO.N,USB_D-*
+X147332000Y-121229000D03*
+G04 #@! TO.P,J1,B8,SBU2*
+G04 #@! TO.N,unconnected-(J1-PadB8)*
+X146332000Y-121229000D03*
 D54*
-%TO.N,GND*%
-X147701000Y-103632000D03*
+G04 #@! TO.P,J1,S1,SHELL_GND*
+G04 #@! TO.N,Net-(J1-PadS1)*
+X143762000Y-121804000D03*
+D55*
+G04 #@! TO.P,J1,S2,SHELL_GND*
+X143762000Y-125984000D03*
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diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-F_Fab.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-F_Fab.gbr
new file mode 100644
index 0000000..dbecadc
--- /dev/null
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diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-F_Mask.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-F_Mask.gbr
index ad21f47..93a47f1 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-F_Mask.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-F_Mask.gbr
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diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-F_Paste.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-F_Paste.gbr
index 923515e..646c5c3 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-F_Paste.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-F_Paste.gbr
@@ -1,12 +1,12 @@
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+G04 #@! TF.CreationDate,2022-05-02T11:52:58+02:00*
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+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Paste,Top*
+G04 #@! TF.FilePolarity,Positive*
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diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-F_Silkscreen.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-F_Silkscreen.gbr
index 98d9080..5cb72f1 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-F_Silkscreen.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-F_Silkscreen.gbr
@@ -1,47 +1,2173 @@
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diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-NPTH-drl_map.ps b/hardware/esp-rust-board/gerber/esp-rust-board-NPTH-drl_map.ps
index 73cf2d6..cb32b9d 100644
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+++ b/hardware/esp-rust-board/gerber/esp-rust-board-NPTH-drl_map.ps
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+%%CreationDate: Mon May  2 11:55:29 2022
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diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-NPTH.drl b/hardware/esp-rust-board/gerber/esp-rust-board-NPTH.drl
index 3ff894e..70a78e3 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-NPTH.drl
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-NPTH.drl
@@ -1,7 +1,7 @@
 M48
-; DRILL file {KiCad 6.0.1-79c1e3a40b~116~ubuntu21.04.1} date qui 07 abr 2022 18:26:28
+; DRILL file {KiCad 6.0.1-79c1e3a40b~116~ubuntu21.04.1} date seg 02 mai 2022 11:55:29
 ; FORMAT={-:-/ absolute / inch / decimal}
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+; #@! TF.CreationDate,2022-05-02T11:55:29+02:00
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 ; #@! TF.FileFunction,NonPlated,1,2,NPTH
 FMAT,2
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-PTH-drl_map.ps b/hardware/esp-rust-board/gerber/esp-rust-board-PTH-drl_map.ps
index a8e5129..92bf9c7 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-PTH-drl_map.ps
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-PTH-drl_map.ps
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diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-PTH.drl b/hardware/esp-rust-board/gerber/esp-rust-board-PTH.drl
index 8008c36..2438c65 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-PTH.drl
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-PTH.drl
@@ -1,7 +1,7 @@
 M48
-; DRILL file {KiCad 6.0.1-79c1e3a40b~116~ubuntu21.04.1} date qui 07 abr 2022 18:26:28
+; DRILL file {KiCad 6.0.1-79c1e3a40b~116~ubuntu21.04.1} date seg 02 mai 2022 11:55:29
 ; FORMAT={-:-/ absolute / inch / decimal}
-; #@! TF.CreationDate,2022-04-07T18:26:28+01:00
+; #@! TF.CreationDate,2022-05-02T11:55:29+02:00
 ; #@! TF.GenerationSoftware,Kicad,Pcbnew,6.0.1-79c1e3a40b~116~ubuntu21.04.1
 ; #@! TF.FileFunction,Plated,1,2,PTH
 FMAT,2
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@@ -179,17 +185,16 @@
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-X6.1425Y-4.76
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@@ -218,17 +223,18 @@
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 T2
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+X6.1425Y-4.76
 T4
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diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-job.gbrjob b/hardware/esp-rust-board/gerber/esp-rust-board-job.gbrjob
index 8369308..258a96b 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-job.gbrjob
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-job.gbrjob
@@ -5,13 +5,13 @@
       "Application": "Pcbnew",
       "Version": "6.0.1-79c1e3a40b~116~ubuntu21.04.1"
     },
-    "CreationDate": "2022-04-07T18:26:23+01:00"
+    "CreationDate": "2022-05-02T11:52:59+02:00"
   },
   "GeneralSpecs": {
     "ProjectId": {
       "Name": "esp-rust-board",
       "GUID": "6573702d-7275-4737-942d-626f6172642e",
-      "Revision": "0.1b"
+      "Revision": "1.2a"
     },
     "Size": {
       "X": 22.91,
@@ -19,7 +19,7 @@
     },
     "LayerNumber": 2,
     "BoardThickness": 1.6,
-    "Finish": "None"
+    "Finish": "ENIG"
   },
   "DesignRules": [
     {
@@ -77,11 +77,17 @@
       "Path": "esp-rust-board-Edge_Cuts.gbr",
       "FileFunction": "Profile",
       "FilePolarity": "Positive"
+    },
+    {
+      "Path": "esp-rust-board-F_Fab.gbr",
+      "FileFunction": "AssemblyDrawing,Top",
+      "FilePolarity": "Positive"
     }
   ],
   "MaterialStackup": [
     {
       "Type": "Legend",
+      "Color": "White",
       "Name": "Top Silk Screen"
     },
     {
@@ -90,6 +96,7 @@
     },
     {
       "Type": "SolderMask",
+      "Color": "Black",
       "Thickness": 0.01,
       "Name": "Top Solder Mask"
     },
@@ -112,6 +119,7 @@
     },
     {
       "Type": "SolderMask",
+      "Color": "Black",
       "Thickness": 0.01,
       "Name": "Bottom Solder Mask"
     },
@@ -121,6 +129,7 @@
     },
     {
       "Type": "Legend",
+      "Color": "White",
       "Name": "Bottom Silk Screen"
     }
   ]
diff --git a/hardware/esp-rust-board/placement/esp-rust-board-bottom.pos b/hardware/esp-rust-board/placement/esp-rust-board-bottom.pos
deleted file mode 100644
index a27cbd4..0000000
--- a/hardware/esp-rust-board/placement/esp-rust-board-bottom.pos
+++ /dev/null
@@ -1,7 +0,0 @@
-### Module positions - created on qui 07 abr 2022 18:25:57 ###
-### Printed by Pcbnew version 6.0.1-79c1e3a40b~116~ubuntu21.04.1
-## Unit = mm, Angle = deg.
-## Side : bottom
-# Ref     Val       Package                PosX       PosY       Rot  Side
-G***      LOGO      esp-rs_logo_tiny  -148.0820   -70.6120  180.0000  bottom
-## End
diff --git a/hardware/esp-rust-board/placement/esp-rust-board-pnp_lcsc.xlsx b/hardware/esp-rust-board/placement/esp-rust-board-pnp_lcsc.xlsx
new file mode 100644
index 0000000..8319abb
--- /dev/null
+++ b/hardware/esp-rust-board/placement/esp-rust-board-pnp_lcsc.xlsx
Binary files differ
diff --git a/hardware/esp-rust-board/placement/esp-rust-board-top-pos.csv b/hardware/esp-rust-board/placement/esp-rust-board-top-pos.csv
index 5625983..06ac5c4 100644
--- a/hardware/esp-rust-board/placement/esp-rust-board-top-pos.csv
+++ b/hardware/esp-rust-board/placement/esp-rust-board-top-pos.csv
@@ -4,15 +4,15 @@
 "C3","100nF 10V","C_0402_1005Metric",150.368000,-90.627200,90.000000,top
 "C4","100nF 10V","C_0402_1005Metric",152.044400,-87.223600,-90.000000,top
 "C5","10uF 16V","C_0805_2012Metric",151.003000,-106.807000,180.000000,top
-"C6","22pF 50V","C_0603_1608Metric",150.749000,-98.679000,-90.000000,top
-"C7","10uF 16V","C_0805_2012Metric",144.907000,-102.743000,0.000000,top
+"C6","22pF 50V","C_0603_1608Metric",153.035000,-103.378000,-90.000000,top
+"C7","10uF 16V","C_0805_2012Metric",144.907000,-103.378000,0.000000,top
 "C8","1uF 16V","C_0402_1005Metric",140.589000,-72.009000,90.000000,top
 "C9","100nF 10V","C_0402_1005Metric",139.573000,-72.009000,90.000000,top
-"C10","1uF 16V","C_0402_1005Metric",140.208000,-80.213200,180.000000,top
+"C10","1uF 16V","C_0402_1005Metric",140.716000,-77.851000,-90.000000,top
 "C11","10nF 10V","C_0402_1005Metric",138.557000,-72.009000,90.000000,top
 "C12","DNP","C_0402_1005Metric",141.097000,-83.312000,90.000000,top
 "C13","DNP","C_0402_1005Metric",146.177000,-83.312000,90.000000,top
-"C14","1nF 10V","C_0402_1005Metric",150.672800,-93.929200,-90.000000,top
+"C14","1nF 10V","C_0402_1005Metric",151.079200,-93.624400,-90.000000,top
 "C15","4.7uF 16V","C_0603_1608Metric",147.574000,-109.728000,0.000000,top
 "C16","4.7uF 16V","C_0603_1608Metric",148.082000,-116.000000,180.000000,top
 "D1","LESD8D3.3CAT5G","SOD-882",139.442000,-73.834000,180.000000,top
@@ -23,30 +23,32 @@
 "D6","B5819W","D_SOD-123",144.018000,-117.348000,-90.000000,top
 "D7","LESD5D5.0CT1G","D_SOD-523",149.860000,-118.872000,90.000000,top
 "D8","LESD5D5.0CT1G","D_SOD-523",148.082000,-118.872000,90.000000,top
+"D9","WS2812B","LED_SK6812MINI_PLCC4_3.5x3.5mm_P1.75mm",148.082000,-97.536000,180.000000,top
 "J1","USB4105-GF-A","GCT_USB4105-GF-A",148.082000,-125.984000,0.000000,top
-"L1","SPH4018H2R2MT (2.2uH 2.2A)","L_Bourns-SRN4018",145.161000,-106.299000,180.000000,top
+"L1","SPH4018H2R2MT (2.2uH 2.2A)","L_Bourns-SRN4018",145.161000,-106.680000,180.000000,top
 "Q1","DMG3415U","SOT-23",151.892000,-113.665000,-90.000000,top
-"R1","10kR","R_0402_1005Metric",148.539200,-101.346000,180.000000,top
+"R1","10kR 1%","R_0402_1005Metric",148.539200,-101.346000,180.000000,top
 "R2","100kR 1%","R_0402_1005Metric",152.425400,-101.346000,180.000000,top
 "R3","22k1R 1%","R_0402_1005Metric",150.495000,-101.346000,180.000000,top
 "R4","5k1R 1%","R_0402_1005Metric",153.800000,-123.952000,-90.000000,top
 "R5","0R 1%","R_0402_1005Metric",142.400000,-125.900000,90.000000,top
 "R6","5k1R 1%","R_0402_1005Metric",142.400000,-123.900000,-90.000000,top
 "R7","0R 1%","R_0402_1005Metric",150.469600,-85.953600,0.000000,top
-"R8","10kR 1%","R_0402_1005Metric",140.208000,-77.470000,0.000000,top
+"R8","10kR 1%","R_0402_1005Metric",140.716000,-75.946000,-90.000000,top
 "R9","10kR 1%","R_0402_1005Metric",145.110200,-111.429800,-90.000000,top
 "R10","470R 1%","R_0402_1005Metric",154.178000,-82.931000,0.000000,top
+"R11","0R 1%","R_0402_1005Metric",141.732000,-91.694000,0.000000,top
 "R12","DNP","R_0402_1005Metric",143.642000,-85.034000,0.000000,top
 "R14","1kR 1%","R_0402_1005Metric",144.526000,-114.173000,180.000000,top
 "R15","100kR 1%","R_0402_1005Metric",154.305000,-113.665000,-90.000000,top
 "R17","10kR 1%","R_0402_1005Metric",149.961600,-84.378800,90.000000,top
 "R18","10kR 1%","R_0402_1005Metric",148.336000,-84.378800,-90.000000,top
 "R19","10kR 1%","R_0402_1005Metric",151.028400,-84.378800,90.000000,top
-"SW1","SW_Push","SW_SPST_PTS810",142.792000,-97.484000,90.000000,top
-"SW2","SW_Push","SW_SPST_PTS810",153.416000,-97.536000,90.000000,top
-"U1","SHTC3","SON100P200X200X80-5N",148.082000,-91.434000,180.000000,top
+"SW1","SW_Push","SW_SPST_PTS810",142.595600,-97.536000,90.000000,top
+"SW2","SW_Push","SW_SPST_PTS810",153.670000,-97.536000,90.000000,top
+"U1","SHTC3","SON100P200X200X80-5N",148.132800,-91.434000,180.000000,top
 "U2","ICM-42670-P","IC_ICM-42670-P",148.092000,-88.034000,0.000000,top
 "U3","ESP32-C3-MINI-1","ESP32-C3-MINI-1",148.082000,-76.200000,0.000000,top
 "U5","SY8088","SOT-23-5",150.114000,-103.886000,0.000000,top
-"U6","MCP73831-2-OT","SOT-23-5",147.447000,-113.157000,90.000000,top
+"U6","MCP73831T-2ACI/OT","SOT-23-5",147.447000,-113.157000,90.000000,top
 "Y1","32.768Hz","Crystal_SMD_3215-2Pin_3.2x1.5mm",143.637000,-83.312000,180.000000,top
diff --git a/hardware/esp-rust-board/placement/esp-rust-board-top.pos b/hardware/esp-rust-board/placement/esp-rust-board-top.pos
deleted file mode 100644
index 985c65b..0000000
--- a/hardware/esp-rust-board/placement/esp-rust-board-top.pos
+++ /dev/null
@@ -1,57 +0,0 @@
-### Module positions - created on qui 07 abr 2022 18:25:57 ###
-### Printed by Pcbnew version 6.0.1-79c1e3a40b~116~ubuntu21.04.1
-## Unit = mm, Angle = deg.
-## Side : top
-# Ref     Val                         Package                               PosX       PosY       Rot  Side
-C1        10nF_10V                    C_0402_1005Metric                 151.4348   -90.6272   90.0000  top
-C2        10nF_10V                    C_0402_1005Metric                 151.0284   -88.5952  -90.0000  top
-C3        100nF_10V                   C_0402_1005Metric                 150.3680   -90.6272   90.0000  top
-C4        100nF_10V                   C_0402_1005Metric                 152.0444   -87.2236  -90.0000  top
-C5        10uF_16V                    C_0805_2012Metric                 151.0030  -106.8070  180.0000  top
-C6        22pF_50V                    C_0603_1608Metric                 150.7490   -98.6790  -90.0000  top
-C7        10uF_16V                    C_0805_2012Metric                 144.9070  -102.7430    0.0000  top
-C8        1uF_16V                     C_0402_1005Metric                 140.5890   -72.0090   90.0000  top
-C9        100nF_10V                   C_0402_1005Metric                 139.5730   -72.0090   90.0000  top
-C10       1uF_16V                     C_0402_1005Metric                 140.2080   -80.2132  180.0000  top
-C11       10nF_10V                    C_0402_1005Metric                 138.5570   -72.0090   90.0000  top
-C12       DNP                         C_0402_1005Metric                 141.0970   -83.3120   90.0000  top
-C13       DNP                         C_0402_1005Metric                 146.1770   -83.3120   90.0000  top
-C14       1nF_10V                     C_0402_1005Metric                 150.6728   -93.9292  -90.0000  top
-C15       4.7uF_16V                   C_0603_1608Metric                 147.5740  -109.7280    0.0000  top
-C16       4.7uF_16V                   C_0603_1608Metric                 148.0820  -116.0000  180.0000  top
-D1        LESD8D3.3CAT5G              SOD-882                           139.4420   -73.8340  180.0000  top
-D2        LED                         LED_0603_1608Metric               156.7180   -82.9310  180.0000  top
-D3        LED                         LED_0603_1608Metric               142.4940  -113.1570  -90.0000  top
-D4        B5819W                      D_SOD-123                         151.7650  -109.7280  180.0000  top
-D5        LESD5D5.0CT1G               D_SOD-523                         146.3040  -118.8720   90.0000  top
-D6        B5819W                      D_SOD-123                         144.0180  -117.3480  -90.0000  top
-D7        LESD5D5.0CT1G               D_SOD-523                         149.8600  -118.8720   90.0000  top
-D8        LESD5D5.0CT1G               D_SOD-523                         148.0820  -118.8720   90.0000  top
-J1        USB4105-GF-A                GCT_USB4105-GF-A                  148.0820  -125.9840    0.0000  top
-L1        SPH4018H2R2MT_(2.2uH_2.2A)  L_Bourns-SRN4018                  145.1610  -106.2990  180.0000  top
-Q1        DMG3415U                    SOT-23                            151.8920  -113.6650  -90.0000  top
-R1        10kR                        R_0402_1005Metric                 148.5392  -101.3460  180.0000  top
-R2        100kR_1%                    R_0402_1005Metric                 152.4254  -101.3460  180.0000  top
-R3        22k1R_1%                    R_0402_1005Metric                 150.4950  -101.3460  180.0000  top
-R4        5k1R_1%                     R_0402_1005Metric                 153.8000  -123.9520  -90.0000  top
-R5        0R_1%                       R_0402_1005Metric                 142.4000  -125.9000   90.0000  top
-R6        5k1R_1%                     R_0402_1005Metric                 142.4000  -123.9000  -90.0000  top
-R7        0R_1%                       R_0402_1005Metric                 150.4696   -85.9536    0.0000  top
-R8        10kR_1%                     R_0402_1005Metric                 140.2080   -77.4700    0.0000  top
-R9        10kR_1%                     R_0402_1005Metric                 145.1102  -111.4298  -90.0000  top
-R10       470R_1%                     R_0402_1005Metric                 154.1780   -82.9310    0.0000  top
-R12       DNP                         R_0402_1005Metric                 143.6420   -85.0340    0.0000  top
-R14       1kR_1%                      R_0402_1005Metric                 144.5260  -114.1730  180.0000  top
-R15       100kR_1%                    R_0402_1005Metric                 154.3050  -113.6650  -90.0000  top
-R17       10kR_1%                     R_0402_1005Metric                 149.9616   -84.3788   90.0000  top
-R18       10kR_1%                     R_0402_1005Metric                 148.3360   -84.3788  -90.0000  top
-R19       10kR_1%                     R_0402_1005Metric                 151.0284   -84.3788   90.0000  top
-SW1       SW_Push                     SW_SPST_PTS810                    142.7920   -97.4840   90.0000  top
-SW2       SW_Push                     SW_SPST_PTS810                    153.4160   -97.5360   90.0000  top
-U1        SHTC3                       SON100P200X200X80-5N              148.0820   -91.4340  180.0000  top
-U2        ICM-42670-P                 IC_ICM-42670-P                    148.0920   -88.0340    0.0000  top
-U3        ESP32-C3-MINI-1             ESP32-C3-MINI-1                   148.0820   -76.2000    0.0000  top
-U5        SY8088                      SOT-23-5                          150.1140  -103.8860    0.0000  top
-U6        MCP73831-2-OT               SOT-23-5                          147.4470  -113.1570   90.0000  top
-Y1        32.768Hz                    Crystal_SMD_3215-2Pin_3.2x1.5mm   143.6370   -83.3120  180.0000  top
-## End
diff --git a/hardware/esp-rust-board/schematic/esp-rust-board-Assembly.pdf b/hardware/esp-rust-board/schematic/esp-rust-board-Assembly.pdf
new file mode 100644
index 0000000..e30d704
--- /dev/null
+++ b/hardware/esp-rust-board/schematic/esp-rust-board-Assembly.pdf
Binary files differ
diff --git a/hardware/esp-rust-board/schematic/esp-rust-board.pdf b/hardware/esp-rust-board/schematic/esp-rust-board.pdf
index 03eeea1..fff510d 100644
--- a/hardware/esp-rust-board/schematic/esp-rust-board.pdf
+++ b/hardware/esp-rust-board/schematic/esp-rust-board.pdf
Binary files differ
diff --git a/kicad_libs/3d/WS2812B-MINI.step b/kicad_libs/3d/WS2812B-MINI.step
new file mode 100644
index 0000000..a933abe
--- /dev/null
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