diff --git a/pcb/bom/ibom.html b/pcb/bom/ibom.html
index 0513f23..8257e6d 100644
--- a/pcb/bom/ibom.html
+++ b/pcb/bom/ibom.html
@@ -972,7 +972,7 @@ var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false,
 ///////////////////////////////////////////////
 
 ///////////////////////////////////////////////
-var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
+var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
 ///////////////////////////////////////////////
 
 ///////////////////////////////////////////////
diff --git a/pcb/fw-anwesenheit-backups/fw-anwesenheit-2025-08-22_202808.zip b/pcb/fw-anwesenheit-backups/fw-anwesenheit-2025-08-22_202808.zip
deleted file mode 100644
index 7a4804d..0000000
Binary files a/pcb/fw-anwesenheit-backups/fw-anwesenheit-2025-08-22_202808.zip and /dev/null differ
diff --git a/pcb/fw-anwesenheit-backups/fw-anwesenheit-2025-08-22_203420.zip b/pcb/fw-anwesenheit-backups/fw-anwesenheit-2025-08-22_203420.zip
deleted file mode 100644
index 8cdfaf0..0000000
Binary files a/pcb/fw-anwesenheit-backups/fw-anwesenheit-2025-08-22_203420.zip and /dev/null differ
diff --git a/pcb/fw-anwesenheit-backups/fw-anwesenheit-2025-09-21_032954.zip b/pcb/fw-anwesenheit-backups/fw-anwesenheit-2025-09-21_032954.zip
new file mode 100644
index 0000000..fcebbf3
Binary files /dev/null and b/pcb/fw-anwesenheit-backups/fw-anwesenheit-2025-09-21_032954.zip differ
diff --git a/pcb/fw-anwesenheit-backups/fw-anwesenheit-2025-09-21_033512.zip b/pcb/fw-anwesenheit-backups/fw-anwesenheit-2025-09-21_033512.zip
new file mode 100644
index 0000000..42dc193
Binary files /dev/null and b/pcb/fw-anwesenheit-backups/fw-anwesenheit-2025-09-21_033512.zip differ
diff --git a/pcb/fw-anwesenheit.kicad_pcb b/pcb/fw-anwesenheit.kicad_pcb
index 8c5c75f..aa84a45 100644
--- a/pcb/fw-anwesenheit.kicad_pcb
+++ b/pcb/fw-anwesenheit.kicad_pcb
@@ -2956,14 +2956,14 @@
 			)
 		)
 	)
-	(footprint "Connector_PinSocket_2.00mm:PinSocket_1x02_P2.00mm_Vertical"
+	(footprint "Connector_PinSocket_2.54mm:PinSocket_1x02_P2.54mm_Vertical"
 		(layer "F.Cu")
 		(uuid "39a4d98c-1965-47d9-9133-a46c7a2ca29c")
 		(at 89.916 118.888)
-		(descr "Through hole straight socket strip, 1x02, 2.00mm pitch, single row (from Kicad 4.0.7), script generated")
-		(tags "Through hole socket strip THT 1x02 2.00mm single row")
+		(descr "Through hole straight socket strip, 1x02, 2.54mm pitch, single row (from Kicad 4.0.7), script generated")
+		(tags "Through hole socket strip THT 1x02 2.54mm single row")
 		(property "Reference" "BZ1"
-			(at 0 -2.5 0)
+			(at 0 -2.77 0)
 			(layer "F.SilkS")
 			(hide yes)
 			(uuid "8d0dacf8-914b-4203-94b0-15d8c2048419")
@@ -2975,7 +2975,7 @@
 			)
 		)
 		(property "Value" "Buzzer"
-			(at 0 4.5 0)
+			(at 0 5.31 0)
 			(layer "F.Fab")
 			(hide yes)
 			(uuid "1e1a5730-015b-4b78-963b-7aa104c67809")
@@ -3016,157 +3016,157 @@
 		(sheetfile "fw-anwesenheit.kicad_sch")
 		(attr through_hole)
 		(fp_line
-			(start -1.06 1)
-			(end -1.06 3.06)
+			(start -1.33 1.27)
+			(end -1.33 3.87)
 			(stroke
 				(width 0.12)
 				(type solid)
 			)
 			(layer "F.SilkS")
-			(uuid "4b5c1a95-e187-4adb-9189-2613721fbb69")
+			(uuid "1fb78b9f-12d5-4ad4-b192-eaa19c06c68e")
 		)
 		(fp_line
-			(start -1.06 1)
-			(end 1.06 1)
+			(start -1.33 1.27)
+			(end 1.33 1.27)
 			(stroke
 				(width 0.12)
 				(type solid)
 			)
 			(layer "F.SilkS")
-			(uuid "fe707df9-9733-44c7-b437-a133882f227d")
+			(uuid "030f6c6a-2597-4504-a55b-45afcab6875c")
 		)
 		(fp_line
-			(start -1.06 3.06)
-			(end 1.06 3.06)
+			(start -1.33 3.87)
+			(end 1.33 3.87)
 			(stroke
 				(width 0.12)
 				(type solid)
 			)
 			(layer "F.SilkS")
-			(uuid "e956e7c5-94cc-4074-9608-cce2d7328c67")
+			(uuid "703c6c3a-e7d1-4c13-b1c3-1993a243484e")
 		)
 		(fp_line
-			(start 0 -1.06)
-			(end 1.06 -1.06)
+			(start 0 -1.33)
+			(end 1.33 -1.33)
 			(stroke
 				(width 0.12)
 				(type solid)
 			)
 			(layer "F.SilkS")
-			(uuid "b28bf863-2152-40d8-a999-388ee7acd773")
+			(uuid "74203309-57d3-41bf-8eaf-2c682733ccb3")
 		)
 		(fp_line
-			(start 1.06 -1.06)
-			(end 1.06 0)
+			(start 1.33 -1.33)
+			(end 1.33 0)
 			(stroke
 				(width 0.12)
 				(type solid)
 			)
 			(layer "F.SilkS")
-			(uuid "7740fbca-a8aa-45a3-b2f6-941e40f2d2e4")
+			(uuid "2e95c35c-f04c-46f6-ad3d-dbcf75772f43")
 		)
 		(fp_line
-			(start 1.06 1)
-			(end 1.06 3.06)
+			(start 1.33 1.27)
+			(end 1.33 3.87)
 			(stroke
 				(width 0.12)
 				(type solid)
 			)
 			(layer "F.SilkS")
-			(uuid "2a47f93b-f24d-45f3-9b66-a589ac28fa67")
+			(uuid "20e25366-22bb-4858-b5cc-67bbf10dc6c4")
 		)
 		(fp_line
-			(start -1.5 -1.5)
-			(end 1.5 -1.5)
+			(start -1.8 -1.8)
+			(end 1.75 -1.8)
 			(stroke
 				(width 0.05)
 				(type solid)
 			)
 			(layer "F.CrtYd")
-			(uuid "d55d0401-45a5-44a8-b58d-e1c21f95d1e2")
+			(uuid "539f680c-de50-46b8-a09d-163e226131b6")
 		)
 		(fp_line
-			(start -1.5 3.5)
-			(end -1.5 -1.5)
+			(start -1.8 4.3)
+			(end -1.8 -1.8)
 			(stroke
 				(width 0.05)
 				(type solid)
 			)
 			(layer "F.CrtYd")
-			(uuid "e841b40c-882d-44b2-920f-ee3ca60895b5")
+			(uuid "c39c8698-82e5-472c-bd95-7caac3ec1ed6")
 		)
 		(fp_line
-			(start 1.5 -1.5)
-			(end 1.5 3.5)
+			(start 1.75 -1.8)
+			(end 1.75 4.3)
 			(stroke
 				(width 0.05)
 				(type solid)
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 			(layer "F.CrtYd")
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@@ -26434,7 +26429,7 @@
 				(xy 105.553984 121.957219) (xy 105.553985 121.95722) (xy 105.694142 121.9851) (xy 105.694145 121.9851)
 				(xy 105.837057 121.9851) (xy 105.931351 121.966342) (xy 105.97722 121.957219) (xy 106.109253 121.902529)
 				(xy 106.228079 121.823132) (xy 106.329132 121.722079) (xy 106.408529 121.603253) (xy 106.463219 121.47122)
-				(xy 106.489473 121.339235) (xy 106.4911 121.331057) (xy 106.4911 121.188142) (xy 106.46322 121.047985)
+				(xy 106.4911 121.331055) (xy 106.4911 121.188145) (xy 106.4911 121.188142) (xy 106.46322 121.047985)
 				(xy 106.463219 121.047984) (xy 106.463219 121.04798) (xy 106.408529 120.915947) (xy 106.408528 120.915946)
 				(xy 106.408525 120.91594) (xy 106.329132 120.797121) (xy 106.329129 120.797117) (xy 106.228082 120.69607)
 				(xy 106.228078 120.696067) (xy 106.109259 120.616674) (xy 106.10925 120.616669) (xy 105.97722 120.561981)
@@ -26454,7 +26449,7 @@
 				(xy 108.627384 121.093619) (xy 108.627385 121.09362) (xy 108.767542 121.1215) (xy 108.767545 121.1215)
 				(xy 108.910457 121.1215) (xy 109.004751 121.102742) (xy 109.05062 121.093619) (xy 109.182653 121.038929)
 				(xy 109.301479 120.959532) (xy 109.402532 120.858479) (xy 109.481929 120.739653) (xy 109.536619 120.60762)
-				(xy 109.5645 120.467455) (xy 109.5645 120.324545) (xy 109.5645 120.324542) (xy 109.53662 120.184385)
+				(xy 109.557842 120.500927) (xy 109.5645 120.467457) (xy 109.5645 120.324542) (xy 109.53662 120.184385)
 				(xy 109.536619 120.184384) (xy 109.536619 120.18438) (xy 109.481929 120.052347) (xy 109.481928 120.052346)
 				(xy 109.481925 120.05234) (xy 109.402532 119.933521) (xy 109.402529 119.933517) (xy 109.301482 119.83247)
 				(xy 109.301478 119.832467) (xy 109.182659 119.753074) (xy 109.18265 119.753069) (xy 109.05062 119.698381)
@@ -26470,8 +26465,8 @@
 				(xy 112.713256 119.116501) (xy 112.71326 119.116501) (xy 112.713261 119.116502) (xy 112.838928 119.1415)
 				(xy 112.838931 119.1415) (xy 112.967071 119.1415) (xy 113.051615 119.124682) (xy 113.092744 119.116501)
 				(xy 113.211127 119.067465) (xy 113.317669 118.996276) (xy 113.408276 118.905669) (xy 113.479465 118.799127)
-				(xy 113.528501 118.680744) (xy 113.539523 118.625334) (xy 113.5535 118.555071) (xy 113.5535 118.426928)
-				(xy 113.528502 118.301261) (xy 113.528501 118.30126) (xy 113.528501 118.301256) (xy 113.48181 118.188535)
+				(xy 113.528501 118.680744) (xy 113.549412 118.57562) (xy 113.5535 118.555071) (xy 113.5535 118.426928)
+				(xy 113.528502 118.301261) (xy 113.528501 118.30126) (xy 113.528501 118.301256) (xy 113.48887 118.205579)
 				(xy 113.479466 118.182875) (xy 113.479461 118.182866) (xy 113.408276 118.076331) (xy 113.408273 118.076327)
 				(xy 113.317672 117.985726) (xy 113.317668 117.985723) (xy 113.211133 117.914538) (xy 113.211124 117.914533)
 				(xy 113.092744 117.865499) (xy 113.092738 117.865497) (xy 112.967071 117.8405) (xy 112.967069 117.8405)
diff --git a/pcb/fw-anwesenheit.kicad_prl b/pcb/fw-anwesenheit.kicad_prl
index 7151f48..5271105 100644
--- a/pcb/fw-anwesenheit.kicad_prl
+++ b/pcb/fw-anwesenheit.kicad_prl
@@ -1,6 +1,6 @@
 {
   "board": {
-    "active_layer": 2,
+    "active_layer": 0,
     "active_layer_preset": "",
     "auto_track_width": true,
     "hidden_netclasses": [],
@@ -49,7 +49,7 @@
       "conflict_shadows",
       "shapes"
     ],
-    "visible_layers": "00000000_00000000_0fffffff_fffffbaa",
+    "visible_layers": "00000000_00000000_0fffffff_fffffbab",
     "zone_display_mode": 0
   },
   "git": {
diff --git a/pcb/fw-anwesenheit.kicad_sch b/pcb/fw-anwesenheit.kicad_sch
index a3abd8d..bb81878 100644
--- a/pcb/fw-anwesenheit.kicad_sch
+++ b/pcb/fw-anwesenheit.kicad_sch
@@ -11698,7 +11698,7 @@
 				(justify left)
 			)
 		)
-		(property "Footprint" "Connector_PinSocket_2.00mm:PinSocket_1x02_P2.00mm_Vertical"
+		(property "Footprint" "Connector_PinSocket_2.54mm:PinSocket_1x02_P2.54mm_Vertical"
 			(at 203.835 21.59 90)
 			(effects
 				(font
diff --git a/pcb/production/backups/fw-anwesenheit_2025-09-21_03-36-00.zip b/pcb/production/backups/fw-anwesenheit_2025-09-21_03-36-00.zip
new file mode 100644
index 0000000..e6ba100
Binary files /dev/null and b/pcb/production/backups/fw-anwesenheit_2025-09-21_03-36-00.zip differ
diff --git a/pcb/production/bom.csv b/pcb/production/bom.csv
index 9151ea8..8d72f98 100644
--- a/pcb/production/bom.csv
+++ b/pcb/production/bom.csv
@@ -1,16 +1,16 @@
 Designator,Footprint,Quantity,Value,LCSC Part #
 BT1,Battery_Panasonic_CR2032-HFN_Horizontal_CircularHoles,1,Battery_Cell,
-BZ1,PinSocket_1x02_P2.00mm_Vertical,1,Buzzer,
+BZ1,PinSocket_1x02_P2.54mm_Vertical,1,Buzzer,
 "C1, C4",0603,2,10µF,
-"C2, C3",0603,2,100 nF,
-C5,0603,1,100nF,
+"C2, C3, C5",0603,3,100nF,
 D2,0603,1,LED,
 J1,PinHeader_1x02_P2.54mm_Vertical,1,Conn_01x02_Pin,
 J2,PinHeader_1x04_P2.54mm_Vertical,1,I2C,
 J3,PinHeader_1x03_P2.54mm_Vertical,1,LED,
 J4,WURTH_693071020811,1,MicroSD,
-"R1, R2",0603,2,100R,
+R1,0603,1,150R,
 "R10, R11, R12, R13, R14, R15, R9",0603,7,47k,
+R2,0603,1,100R,
 R3,0603,1,10K,
 R4,0603,1,20k,
 "R5, R6",0603,2,4k7,
@@ -27,7 +27,7 @@ TP3,TestPoint_Pad_D1.5mm,1,GND,
 TP4,TestPoint_Pad_D1.5mm,1,"3,3V",
 TP5_2,TestPoint_Pad_D1.5mm,1,Din,
 TP5,TestPoint_Pad_D1.5mm,1,CS,
-TP6,TestPoint_Pad_D1.5mm,1,DECT,
+TP6,TestPoint_Pad_D1.5mm,1,SD_DECT,
 TP7,TestPoint_Pad_D1.5mm,1,UART_RX,
 TP8,TestPoint_Pad_D1.5mm,1,UART_TX,
 U1,XIAO-ESP32C6-SMD,1,XIAO-ESP32-S3-SMD,
diff --git a/pcb/production/fw-anwesenheit.zip b/pcb/production/fw-anwesenheit.zip
index 2c2c718..f8f0018 100644
Binary files a/pcb/production/fw-anwesenheit.zip and b/pcb/production/fw-anwesenheit.zip differ
diff --git a/pcb/production/netlist.ipc b/pcb/production/netlist.ipc
index 0acc2f9..7dae716 100644
--- a/pcb/production/netlist.ipc
+++ b/pcb/production/netlist.ipc
@@ -1,225 +1,227 @@
 P  CODE 00
 P  UNITS CUST 0
 P  arrayDim   N
-317GND              VIA        MD0118PA00X+040120Y-047880X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+041640Y-047740X0177Y0000R000S2107636099
-317-GPIO16_D6_TX)   VIA        MD0118PA00X+045700Y-046650X0177Y0000R000S2107636099
-317-GPIO16_D6_TX)   VIA        MD0118PA00X+036450Y-047200X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+035433Y-045241X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+047750Y-050550X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+046550Y-043700X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+046950Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+044450Y-033050X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+043600Y-040300X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+050950Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+038800Y-048850X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+034150Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+040550Y-050550X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+044550Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+048850Y-037100X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+049500Y-036550X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+036500Y-038600X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+042300Y-042500X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+040900Y-042500X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+048750Y-038400X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+041150Y-049250X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+038800Y-049100X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+034850Y-040600X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+051100Y-045600X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+047150Y-036350X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+048100Y-050150X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+034950Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+033051Y-044472X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+043600Y-041800X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+044650Y-036950X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+046340Y-045450X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+038450Y-048600X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+047750Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+049600Y-045500X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+050787Y-045776X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+034050Y-039300X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+049350Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+038950Y-050550X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+042850Y-047400X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+038600Y-041300X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+050500Y-045950X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+048100Y-049850X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+050950Y-050550X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+037200Y-048900X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+035750Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+038600Y-041800X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+033200Y-049950X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+049950Y-038400X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+050150Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+033350Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+044550Y-050550X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+043600Y-039800X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+043600Y-041300X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+042950Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+047250Y-039150X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+046340Y-044709X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+041350Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+041200Y-038450X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+048400Y-049850X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+037350Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+037350Y-050550X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+050750Y-036850X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+032550Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+037550Y-046600X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+045450Y-036150X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+046950Y-050550X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+048420Y-050150X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+038950Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+043850Y-042500X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+038150Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+045350Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+046150Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+038100Y-048600X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+046650Y-039000X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+043750Y-050550X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+048550Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+045350Y-050550X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+043750Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+050150Y-050550X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+051100Y-045950X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+046150Y-050550X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+038800Y-048600X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+048050Y-039000X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+043500Y-045350X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+048550Y-050550X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+040550Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+036550Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+049350Y-050550X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+050650Y-033050X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+041350Y-044650X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+042150Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+038600Y-040300X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+043600Y-040800X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+038100Y-048850X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+038150Y-050550X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+041350Y-044300X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+047250Y-046950X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+042950Y-050550X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+041526Y-041339X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+050500Y-045600X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+048850Y-037400X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+039750Y-031750X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+037645Y-038800X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+039750Y-050550X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+038450Y-049100X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+038600Y-040800X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+038450Y-048850X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+048228Y-046885X0177Y0000R000S2107636099
-317GND              VIA        MD0118PA00X+038100Y-049100X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+050480Y-044960X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+038820Y-050080X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+050480Y-044600X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+038460Y-050080X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+051040Y-044620X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+047360Y-044720X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+038160Y-049860X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+037200Y-049500X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+038820Y-049640X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+034451Y-049801X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+051040Y-044980X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+038820Y-049860X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+047150Y-043700X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+038460Y-049640X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+038460Y-049860X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+049600Y-044900X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+050780Y-044780X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+038160Y-050080X0177Y0000R000S2107636099
-317+5V              VIA        MD0118PA00X+038160Y-049640X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+041050Y-047400X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+032874Y-036304X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+049606Y-040320X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+038255Y-038800X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+040400Y-037150X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+047244Y-047638X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+035595Y-038976X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+048000Y-037450X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+046457Y-040320X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+043350Y-048650X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+040450Y-048550X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+038800Y-037150X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+046350Y-048650X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+048150Y-044050X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+041300Y-047400X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+048031Y-040320X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+038450Y-047600X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+048000Y-037100X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+041300Y-047150X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+046600Y-048650X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+038800Y-047850X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+041050Y-047150X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+048100Y-038400X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+050394Y-040354X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+043650Y-048650X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+038450Y-048100X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+038450Y-047850X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+038800Y-048100X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+045669Y-040320X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+040350Y-038800X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+032750Y-043500X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+035595Y-038189X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+048819Y-040320X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+047244Y-040320X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+038800Y-047600X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+038100Y-048100X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+048228Y-047603X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+038100Y-047850X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+036100Y-050350X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+038100Y-047600X0177Y0000R000S2107636099
-317+3.3V            VIA        MD0118PA00X+048150Y-045550X0177Y0000R000S2107636099
-317NET-(R3-PAD1)    VIA        MD0118PA00X+035433Y-042948X0177Y0000R000S2107636099
-317/SD_DECT         VIA        MD0118PA00X+050138Y-037264X0177Y0000R000S2107636099
-317/SD_DECT         VIA        MD0118PA00X+044800Y-049900X0177Y0000R000S2107636099
-317/MISO            VIA        MD0118PA00X+038450Y-045800X0177Y0000R000S2107636099
-317/MISO            VIA        MD0118PA00X+049272Y-037264X0177Y0000R000S2107636099
-317/SPI_SCL         VIA        MD0118PA00X+048400Y-037264X0177Y0000R000S2107636099
-317/SPI_SCL         VIA        MD0118PA00X+038450Y-044900X0177Y0000R000S2107636099
-317/SPI_SCL         VIA        MD0118PA00X+048031Y-039601X0177Y0000R000S2107636099
-317/MOSI            VIA        MD0118PA00X+037500Y-044550X0177Y0000R000S2107636099
-317/MOSI            VIA        MD0118PA00X+047539Y-037264X0177Y0000R000S2107636099
-317/SPI_CS          VIA        MD0118PA00X+046250Y-046000X0177Y0000R000S2107636099
-317/SPI_CS          VIA        MD0118PA00X+047106Y-037264X0177Y0000R000S2107636099
-317/BUZZER          VIA        MD0118PA00X+044450Y-046650X0177Y0000R000S2107636099
-317/I2C_SCL         VIA        MD0118PA00X+043000Y-038300X0177Y0000R000S2107636099
-317/I2C_SCL         VIA        MD0118PA00X+045600Y-046100X0177Y0000R000S2107636099
-317/I2C_SCL         VIA        MD0118PA00X+043225Y-043575X0177Y0000R000S2107636099
-317/I2C_SCL         VIA        MD0118PA00X+034650Y-046250X0177Y0000R000S2107636099
-317/I2C_SDA         VIA        MD0118PA00X+042900Y-044100X0177Y0000R000S2107636099
-317/I2C_SDA         VIA        MD0118PA00X+042900Y-038800X0177Y0000R000S2107636099
-317/I2C_SDA         VIA        MD0118PA00X+044812Y-045842X0177Y0000R000S2107636099
-317/I2C_SDA         VIA        MD0118PA00X+033300Y-046050X0177Y0000R000S2107636099
-317/DAT2            VIA        MD0118PA00X+046673Y-037264X0177Y0000R000S2107636099
-317/DAT1            VIA        MD0118PA00X+049705Y-037264X0177Y0000R000S2107636099
-317NET-(J1-PIN_1)   VIA        MD0118PA00X+047100Y-049800X0177Y0000R000S2107636099
-317NET-(J1-PIN_1)   VIA        MD0118PA00X+047100Y-050000X0177Y0000R000S2107636099
-317NET-(J1-PIN_1)   VIA        MD0118PA00X+047100Y-050200X0177Y0000R000S2107636099
-317ET-(U3-~{RST})   VIA        MD0118PA00X+033850Y-038500X0177Y0000R000S2107636099
-317ET-(U3-~{RST})   VIA        MD0118PA00X+037750Y-039800X0177Y0000R000S2107636099
-317NET-(JP1-A)      VIA        MD0118PA00X+042450Y-045000X0177Y0000R000S2107636099
-317NET-(JP1-A)      VIA        MD0118PA00X+045800Y-049600X0177Y0000R000S2107636099
-317NET-(JP1-A)      VIA        MD0118PA00X+042250Y-045000X0177Y0000R000S2107636099
-317NET-(JP1-A)      VIA        MD0118PA00X+042250Y-044750X0177Y0000R000S2107636099
-317NET-(JP1-A)      VIA        MD0118PA00X+042450Y-044450X0177Y0000R000S2107636099
-317NET-(JP1-A)      VIA        MD0118PA00X+046050Y-049350X0177Y0000R000S2107636099
-317NET-(JP1-A)      VIA        MD0118PA00X+042250Y-044450X0177Y0000R000S2107636099
-317NET-(JP1-A)      VIA        MD0118PA00X+045850Y-049400X0177Y0000R000S2107636099
-317NET-(JP1-A)      VIA        MD0118PA00X+042450Y-044750X0177Y0000R000S2107636099
+317GND              VIA        MD0118PA00X+035433Y-045241X0177Y0000R000S1731195907
+317GND              VIA        MD0118PA00X+047750Y-050550X0177Y0000R000S1731195907
+317GND              VIA        MD0118PA00X+046550Y-043700X0177Y0000R000S1731195907
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+317GND              VIA        MD0118PA00X+042300Y-042500X0177Y0000R000S1731195907
+317GND              VIA        MD0118PA00X+040900Y-042500X0177Y0000R000S1731195907
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+317+3.3V            VIA        MD0118PA00X+048100Y-038400X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+050394Y-040354X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+043650Y-048650X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+038450Y-048100X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+038450Y-047850X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+038800Y-048100X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+045669Y-040320X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+040350Y-038800X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+032750Y-043500X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+035595Y-038189X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+048819Y-040320X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+047244Y-040320X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+038800Y-047600X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+038100Y-048100X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+048228Y-047603X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+038100Y-047850X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+036100Y-050350X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+038100Y-047600X0177Y0000R000S1731195907
+317+3.3V            VIA        MD0118PA00X+048150Y-045550X0177Y0000R000S1731195907
+317NET-(R3-PAD1)    VIA        MD0118PA00X+035433Y-042948X0177Y0000R000S1731195907
+317/SD_DECT         VIA        MD0118PA00X+050138Y-037264X0177Y0000R000S1731195907
+317/SD_DECT         VIA        MD0118PA00X+044800Y-049900X0177Y0000R000S1731195907
+317/MISO            VIA        MD0118PA00X+038450Y-045800X0177Y0000R000S1731195907
+317/MISO            VIA        MD0118PA00X+049272Y-037264X0177Y0000R000S1731195907
+317/SPI_SCL         VIA        MD0118PA00X+048400Y-037264X0177Y0000R000S1731195907
+317/SPI_SCL         VIA        MD0118PA00X+038450Y-044900X0177Y0000R000S1731195907
+317/SPI_SCL         VIA        MD0118PA00X+048031Y-039601X0177Y0000R000S1731195907
+317/MOSI            VIA        MD0118PA00X+037500Y-044550X0177Y0000R000S1731195907
+317/MOSI            VIA        MD0118PA00X+047539Y-037264X0177Y0000R000S1731195907
+317/SPI_CS          VIA        MD0118PA00X+046250Y-046000X0177Y0000R000S1731195907
+317/SPI_CS          VIA        MD0118PA00X+047106Y-037264X0177Y0000R000S1731195907
+317/BUZZER          VIA        MD0118PA00X+044450Y-046650X0177Y0000R000S1731195907
+317-GPIO16_D6_TX)   VIA        MD0118PA00X+036480Y-047320X0177Y0000R000S1731195907
+317-GPIO16_D6_TX)   VIA        MD0118PA00X+045700Y-046650X0177Y0000R000S1731195907
+317/I2C_SCL         VIA        MD0118PA00X+043000Y-038300X0177Y0000R000S1731195907
+317/I2C_SCL         VIA        MD0118PA00X+045600Y-046100X0177Y0000R000S1731195907
+317/I2C_SCL         VIA        MD0118PA00X+043225Y-043575X0177Y0000R000S1731195907
+317/I2C_SCL         VIA        MD0118PA00X+034680Y-046240X0177Y0000R000S1731195907
+317/I2C_SDA         VIA        MD0118PA00X+042900Y-044100X0177Y0000R000S1731195907
+317/I2C_SDA         VIA        MD0118PA00X+042900Y-038800X0177Y0000R000S1731195907
+317/I2C_SDA         VIA        MD0118PA00X+044812Y-045842X0177Y0000R000S1731195907
+317/I2C_SDA         VIA        MD0118PA00X+033300Y-046050X0177Y0000R000S1731195907
+317/DAT2            VIA        MD0118PA00X+046673Y-037264X0177Y0000R000S1731195907
+317/DAT1            VIA        MD0118PA00X+049705Y-037264X0177Y0000R000S1731195907
+317NET-(J1-PIN_1)   VIA        MD0118PA00X+047100Y-049800X0177Y0000R000S1731195907
+317NET-(J1-PIN_1)   VIA        MD0118PA00X+047100Y-050000X0177Y0000R000S1731195907
+317NET-(J1-PIN_1)   VIA        MD0118PA00X+047100Y-050200X0177Y0000R000S1731195907
+317ET-(U3-~{RST})   VIA        MD0118PA00X+033850Y-038500X0177Y0000R000S1731195907
+317ET-(U3-~{RST})   VIA        MD0118PA00X+037750Y-039800X0177Y0000R000S1731195907
+317NET-(JP1-A)      VIA        MD0118PA00X+042450Y-045000X0177Y0000R000S1731195907
+317NET-(JP1-A)      VIA        MD0118PA00X+045800Y-049600X0177Y0000R000S1731195907
+317NET-(JP1-A)      VIA        MD0118PA00X+042250Y-045000X0177Y0000R000S1731195907
+317NET-(JP1-A)      VIA        MD0118PA00X+042250Y-044750X0177Y0000R000S1731195907
+317NET-(JP1-A)      VIA        MD0118PA00X+042450Y-044450X0177Y0000R000S1731195907
+317NET-(JP1-A)      VIA        MD0118PA00X+046050Y-049350X0177Y0000R000S1731195907
+317NET-(JP1-A)      VIA        MD0118PA00X+042250Y-044450X0177Y0000R000S1731195907
+317NET-(JP1-A)      VIA        MD0118PA00X+045850Y-049400X0177Y0000R000S1731195907
+317NET-(JP1-A)      VIA        MD0118PA00X+042450Y-044750X0177Y0000R000S1731195907
+317/BUZZER          BZ1   -1    D0394PA00X+035400Y-046806X0669Y0669R000S0
+317GND              BZ1   -2    D0394PA00X+035400Y-047806X0669Y0000R000S0
 327GND              C5    -1          A01X+048730Y-038386X0354Y0374R180S2
 327+3.3V            C5    -2          A01X+048120Y-038386X0354Y0374R180S2
 327/LED_DIN         J3    -1          A01X+050700Y-043800X0984Y0669R000S2
 327+5V              J3    -2          A01X+050700Y-044800X0984Y0669R000S2
 327GND              J3    -3          A01X+050700Y-045800X0984Y0669R000S2
-327-GPIO16_D6_TX)   U1    -7          A01X+044812Y-043842X1083Y0787R180S2
 327/SD_DECT         U1    -1          A01X+044812Y-049842X1083Y0787R180S2
 327/LED_DRIVER      U1    -2          A01X+044812Y-048842X1083Y0787R180S2
 327/SPI_CS          U1    -3          A01X+044812Y-047842X1083Y0787R180S2
 327/BUZZER          U1    -4          A01X+044812Y-046842X1083Y0787R180S2
 327/I2C_SDA         U1    -5          A01X+044812Y-045842X1083Y0787R180S2
 327/I2C_SCL         U1    -6          A01X+044812Y-044842X1083Y0787R180S2
+327-GPIO16_D6_TX)   U1    -7          A01X+044812Y-043842X1083Y0787R180S2
 327/UART_RX         U1    -8          A01X+038447Y-043842X1083Y0787R180S2
 327/SPI_SCL         U1    -9          A01X+038447Y-044842X1083Y0787R180S2
 327/MISO            U1    -10         A01X+038447Y-045842X1083Y0787R180S2
@@ -265,8 +267,6 @@ P  arrayDim   N
 327/BATTERY_CELL    U3    -14         A01X+042981Y-039300X0807Y0236R000S2
 327/I2C_SDA         U3    -15         A01X+042981Y-038800X0807Y0236R000S2
 327/I2C_SCL         U3    -16         A01X+042981Y-038300X0807Y0236R000S2
-317/BUZZER          BZ1   -1    D0315PA00X+035400Y-046806X0531Y0531R000S0
-317GND              BZ1   -2    D0315PA00X+035400Y-047594X0531Y0000R000S0
 327+3.3V            R15   -1          A01X+045669Y-040320X0384Y0374R270S2
 327/DAT2            R15   -2          A01X+045669Y-039601X0384Y0374R270S2
 327-GPIO16_D6_TX)   TP8   -1          A01X+033927Y-046604X0591Y0000R000S2
diff --git a/pcb/production/positions.csv b/pcb/production/positions.csv
index e7f0db9..d87f5b2 100644
--- a/pcb/production/positions.csv
+++ b/pcb/production/positions.csv
@@ -1,6 +1,6 @@
 Designator,Mid X,Mid Y,Rotation,Layer
 BT1,103.161,-103.378,0.0,bottom
-BZ1,89.916,-119.888,0.0,top
+BZ1,89.916,-120.158,0.0,top
 C1,94.5,-125.0,270.0,top
 C2,96.393,-98.552,0.0,top
 C3,119.0,-111.0,0.0,top