diff --git a/pcb/bom/ibom.html b/pcb/bom/ibom.html
index d4edae9..54080c7 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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"))
 ///////////////////////////////////////////////
 
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-		(size 0.4)
-		(drill 0.2)
+		(size 0.45)
+		(drill 0.3)
 		(layers "F.Cu" "B.Cu")
 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -11823,8 +11762,8 @@
 	)
 	(via
 		(at 102.997 128.397)
-		(size 0.4)
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 		(layers "F.Cu" "B.Cu")
 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -11834,8 +11773,8 @@
 	)
 	(via
 		(at 113.157 80.645)
-		(size 0.4)
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 		(layers "F.Cu" "B.Cu")
 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -11843,10 +11782,22 @@
 		(net 1)
 		(uuid "17b82cda-2535-490c-86b3-f7f3aa0c646d")
 	)
+	(via
+		(at 101.9048 121.6152)
+		(size 0.45)
+		(drill 0.3)
+		(layers "F.Cu" "B.Cu")
+		(remove_unused_layers yes)
+		(keep_end_layers yes)
+		(free yes)
+		(zone_layer_connections "In1.Cu" "In2.Cu" "In3.Cu" "In4.Cu")
+		(net 1)
+		(uuid "17f871a1-fbd6-42c3-a67c-2c3086436f5f")
+	)
 	(via
 		(at 124.079 94.234)
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 		(layers "F.Cu" "B.Cu")
 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -11856,8 +11807,8 @@
 	)
 	(via
 		(at 125.73 92.837)
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 		(layers "F.Cu" "B.Cu")
 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -11867,8 +11818,8 @@
 	)
 	(via
 		(at 92.71 98.044)
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 		(layers "F.Cu" "B.Cu")
 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -11878,8 +11829,8 @@
 	)
 	(via
 		(at 107.442 107.95)
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 		(layers "F.Cu" "B.Cu")
 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -11889,8 +11840,8 @@
 	)
 	(via
 		(at 103.886 107.95)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -11900,8 +11851,8 @@
 	)
 	(via
 		(at 123.825 97.536)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -11911,8 +11862,8 @@
 	)
 	(via
 		(at 104.521 125.095)
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 		(layers "F.Cu" "B.Cu")
 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -11922,8 +11873,8 @@
 	)
 	(via
 		(at 98.552 124.714)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -11933,8 +11884,8 @@
 	)
 	(via
 		(at 88.519 103.124)
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 		(layers "F.Cu" "B.Cu")
 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -11944,8 +11895,8 @@
 	)
 	(via
 		(at 129.794 115.824)
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 		(layers "F.Cu" "B.Cu")
 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -11955,8 +11906,8 @@
 	)
 	(via
 		(at 119.761 92.329)
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 		(layers "F.Cu" "B.Cu")
 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -11966,8 +11917,8 @@
 	)
 	(via
 		(at 122.174 127.381)
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 		(layers "F.Cu" "B.Cu")
 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -11977,8 +11928,8 @@
 	)
 	(via
 		(at 88.773 80.645)
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 		(layers "F.Cu" "B.Cu")
 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -11988,8 +11939,8 @@
 	)
 	(via
 		(at 83.95 112.96)
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 		(layers "F.Cu" "B.Cu")
 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -11999,8 +11950,8 @@
 	)
 	(via
 		(at 110.744 106.172)
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 		(layers "F.Cu" "B.Cu")
 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12010,8 +11961,8 @@
 	)
 	(via
 		(at 113.411 93.853)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12021,8 +11972,8 @@
 	)
 	(via
 		(at 117.7046 115.443)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12032,8 +11983,8 @@
 	)
 	(via
 		(at 97.663 123.444)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12043,8 +11994,8 @@
 	)
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 		(at 121.285 80.645)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12054,8 +12005,8 @@
 	)
 	(via
 		(at 125.984 115.57)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12065,8 +12016,8 @@
 	)
 	(via
 		(at 129 116.27)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12076,8 +12027,8 @@
 	)
 	(via
 		(at 86.487 99.822)
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 		(layers "F.Cu" "B.Cu")
 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12087,8 +12038,8 @@
 	)
 	(via
 		(at 125.349 80.645)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12098,8 +12049,8 @@
 	)
 	(via
 		(at 98.933 128.397)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12109,8 +12060,8 @@
 	)
 	(via
 		(at 108.839 120.396)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12121,8 +12072,8 @@
 	)
 	(via
 		(at 98.044 104.902)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12132,8 +12083,8 @@
 	)
 	(via
 		(at 128.27 116.713)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12143,8 +12094,8 @@
 	)
 	(via
 		(at 122.174 126.619)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12154,8 +12105,8 @@
 	)
 	(via
 		(at 129.413 128.397)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12165,8 +12116,8 @@
 	)
 	(via
 		(at 94.488 124.206)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12176,8 +12127,8 @@
 	)
 	(via
 		(at 90.805 80.645)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12187,8 +12138,8 @@
 	)
 	(via
 		(at 98.044 106.172)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12198,8 +12149,8 @@
 	)
 	(via
 		(at 84.328 126.873)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12209,8 +12160,8 @@
 	)
 	(via
 		(at 126.873 97.536)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12220,8 +12171,8 @@
 	)
 	(via
 		(at 127.381 80.645)
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 		(keep_end_layers yes)
@@ -12231,8 +12182,8 @@
 	)
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 		(at 84.709 80.645)
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 		(keep_end_layers yes)
@@ -12242,8 +12193,8 @@
 	)
 	(via
 		(at 113.157 128.397)
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 		(keep_end_layers yes)
@@ -12253,8 +12204,8 @@
 	)
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 		(at 110.744 101.092)
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@@ -12264,8 +12215,8 @@
 	)
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 		(at 110.744 104.902)
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@@ -12275,8 +12226,8 @@
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 		(at 109.093 80.645)
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 		(keep_end_layers yes)
@@ -12286,8 +12237,8 @@
 	)
 	(via
 		(at 120.015 99.441)
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@@ -12297,8 +12248,8 @@
 	)
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 		(at 117.7046 113.5602)
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@@ -12308,8 +12259,8 @@
 	)
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 		(at 105.029 80.645)
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 		(keep_end_layers yes)
@@ -12319,8 +12270,8 @@
 	)
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 		(at 104.648 97.663)
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@@ -12330,8 +12281,8 @@
 	)
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 		(at 122.936 126.619)
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 		(keep_end_layers yes)
@@ -12341,8 +12292,8 @@
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 		(at 94.869 80.645)
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 		(keep_end_layers yes)
@@ -12352,8 +12303,8 @@
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 		(at 94.869 128.397)
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@@ -12363,8 +12314,8 @@
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 		(at 128.905 93.599)
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@@ -12374,8 +12325,8 @@
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 		(at 82.677 80.645)
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@@ -12385,8 +12336,8 @@
 	)
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 		(at 95.377 118.364)
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@@ -12397,8 +12348,8 @@
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 		(at 115.443 91.821)
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 		(at 119.253 128.397)
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@@ -12418,9 +12369,9 @@
 		(uuid "8a904951-b3d0-40f9-8703-c578fe55433e")
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 		(at 111.125 128.397)
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 		(layers "F.Cu" "B.Cu")
 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12518,8 +12469,8 @@
 	)
 	(via
 		(at 123.317 80.645)
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 		(remove_unused_layers yes)
 		(keep_end_layers yes)
@@ -12529,8 +12480,8 @@
 	)
 	(via
 		(at 115.189 128.397)
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 		(remove_unused_layers yes)
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@@ -12540,8 +12491,8 @@
 	)
 	(via
 		(at 111.125 80.645)
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 		(keep_end_layers yes)
@@ -12551,8 +12502,8 @@
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 		(at 127.381 128.397)
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@@ -12562,8 +12513,8 @@
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 		(at 129.794 116.713)
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 		(at 117.221 128.397)
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 		(at 98.552 123.444)
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 		(at 122.047 99.06)
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 		(at 110.49 115.189)
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 		(at 123.317 128.397)
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 		(at 102.997 80.645)
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 		(at 92.837 80.645)
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 		(at 125.349 128.397)
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 		(at 107.061 80.645)
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@@ -12857,10 +12808,22 @@
 		(net 1)
 		(uuid "f171a8f4-99a0-4433-b54e-1ad7c668b50d")
 	)
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+		(keep_end_layers yes)
+		(free yes)
+		(zone_layer_connections "In1.Cu" "In2.Cu" "In3.Cu" "In4.Cu")
+		(net 1)
+		(uuid "f67aad60-b934-4ede-a461-d5244668c6da")
+	)
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 		(net 2)
 		(uuid "ef5ad657-ef2b-499f-bb95-698bbad996e8")
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 	(segment
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 		(end 129.1336 113.7412)
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 		(net 2)
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 	(segment
 		(start 120.1928 111.5568)
 		(end 119.634 110.998)
@@ -13164,12 +13111,12 @@
 		(uuid "5e25f49d-07fb-4ecc-93c3-5731776b84f2")
 	)
 	(segment
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 		(width 1.5)
 		(layer "In2.Cu")
 		(net 2)
-		(uuid "6809e00f-206b-4bfd-99ef-8c6e612fea76")
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@@ -13227,6 +13174,14 @@
 		(net 2)
 		(uuid "b54c74f9-2feb-4b13-905c-d68d71f6c2f7")
 	)
+	(segment
+		(start 120.1928 116.6876)
+		(end 110.236 126.6444)
+		(width 1.5)
+		(layer "In2.Cu")
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+		(uuid "b5ee0042-a70a-4057-8c6f-6e7db1e23b3b")
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 	(segment
 		(start 97.6107 126.6444)
 		(end 96.9264 126.6444)
@@ -13267,6 +13222,14 @@
 		(net 2)
 		(uuid "f0a2e586-9b29-4c36-915c-88c5a87a9cd3")
 	)
+	(segment
+		(start 120.1928 113.7412)
+		(end 120.1928 116.6876)
+		(width 1.5)
+		(layer "In2.Cu")
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+		(uuid "fb2e9fdf-3f05-4476-b236-c2ec2dc211b6")
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 	(segment
 		(start 91.305 127.5)
 		(end 91.694 127.889)
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diff --git a/pcb/fw-anwesenheit.kicad_prl b/pcb/fw-anwesenheit.kicad_prl
index a7c1e19..b68f867 100644
--- a/pcb/fw-anwesenheit.kicad_prl
+++ b/pcb/fw-anwesenheit.kicad_prl
@@ -1,6 +1,6 @@
 {
   "board": {
-    "active_layer": 0,
+    "active_layer": 2,
     "active_layer_preset": "",
     "auto_track_width": true,
     "hidden_netclasses": [],
@@ -49,7 +49,7 @@
       "conflict_shadows",
       "shapes"
     ],
-    "visible_layers": "00000000_00000000_0fffffff_fffffaab",
+    "visible_layers": "00000000_00000000_0fffffff_fffffaaa",
     "zone_display_mode": 0
   },
   "git": {
diff --git a/pcb/fw-anwesenheit.kicad_pro b/pcb/fw-anwesenheit.kicad_pro
index d5f9ddb..75ebd37 100644
--- a/pcb/fw-anwesenheit.kicad_pro
+++ b/pcb/fw-anwesenheit.kicad_pro
@@ -130,16 +130,16 @@
         "min_groove_width": 0.0,
         "min_hole_clearance": 0.25,
         "min_hole_to_hole": 0.2,
-        "min_microvia_diameter": 0.2,
-        "min_microvia_drill": 0.1,
+        "min_microvia_diameter": 0.45,
+        "min_microvia_drill": 0.3,
         "min_resolved_spokes": 2,
         "min_silk_clearance": 0.0,
         "min_text_height": 0.8,
         "min_text_thickness": 0.08,
-        "min_through_hole_diameter": 0.1,
-        "min_track_width": 0.1,
-        "min_via_annular_width": 0.1,
-        "min_via_diameter": 0.3,
+        "min_through_hole_diameter": 0.3,
+        "min_track_width": 0.16,
+        "min_via_annular_width": 0.075,
+        "min_via_diameter": 0.45,
         "solder_mask_to_copper_clearance": 0.005,
         "use_height_for_length_calcs": true
       },
diff --git a/pcb/production.zip b/pcb/production.zip
deleted file mode 100644
index 98158e2..0000000
Binary files a/pcb/production.zip and /dev/null differ
diff --git a/pcb/production/backups/fw-anwesenheit_2025-09-01_15-11-17.zip b/pcb/production/backups/fw-anwesenheit_2025-09-01_15-11-17.zip
deleted file mode 100644
index adaaaa2..0000000
Binary files a/pcb/production/backups/fw-anwesenheit_2025-09-01_15-11-17.zip and /dev/null differ
diff --git a/pcb/production/backups/fw-anwesenheit_2025-09-01_15-16-16.zip b/pcb/production/backups/fw-anwesenheit_2025-09-01_15-16-16.zip
new file mode 100644
index 0000000..fa2842b
Binary files /dev/null and b/pcb/production/backups/fw-anwesenheit_2025-09-01_15-16-16.zip differ
diff --git a/pcb/production/backups/fw-anwesenheit_2025-09-01_15-58-06.zip b/pcb/production/backups/fw-anwesenheit_2025-09-01_15-58-06.zip
new file mode 100644
index 0000000..27bca4d
Binary files /dev/null and b/pcb/production/backups/fw-anwesenheit_2025-09-01_15-58-06.zip differ
diff --git a/pcb/production/bom.csv b/pcb/production/bom.csv
index 2647737..9151ea8 100644
--- a/pcb/production/bom.csv
+++ b/pcb/production/bom.csv
@@ -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,SD_DECT,
+TP6,TestPoint_Pad_D1.5mm,1,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-B_Cu.gbl b/pcb/production/fw-anwesenheit-B_Cu.gbl
deleted file mode 100644
index 3e89a76..0000000
--- a/pcb/production/fw-anwesenheit-B_Cu.gbl
+++ /dev/null
@@ -1,6969 +0,0 @@
-G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,9.0.3*
-G04 #@! TF.CreationDate,2025-08-23T15:15:08+02:00*
-G04 #@! TF.ProjectId,fw-anwesenheit,66772d61-6e77-4657-9365-6e686569742e,rev?*
-G04 #@! TF.SameCoordinates,Original*
-G04 #@! TF.FileFunction,Copper,L6,Bot*
-G04 #@! TF.FilePolarity,Positive*
-%FSLAX46Y46*%
-G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 9.0.3) date 2025-08-23 15:15:08*
-%MOMM*%
-%LPD*%
-G01*
-G04 APERTURE LIST*
-G04 #@! TA.AperFunction,ComponentPad*
-%ADD10R,1.350000X1.350000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,ComponentPad*
-%ADD11C,1.350000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,ComponentPad*
-%ADD12C,2.100000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,ComponentPad*
-%ADD13R,2.100000X2.100000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,TestPad*
-%ADD14C,1.500000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD15C,1.500000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,ComponentPad*
-%ADD16R,1.600000X2.000000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,ComponentPad*
-%ADD17O,1.600000X2.000000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD18R,1.700000X1.700000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD19C,1.700000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,ViaPad*
-%ADD20C,0.400000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,Conductor*
-%ADD21C,0.200000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,Conductor*
-%ADD22C,1.500000*%
-G04 #@! TD*
-G04 APERTURE END LIST*
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-X127512500Y-123500000I512500J0D01*
-G01*
-X109512500Y-85000000D02*
-G75*
-G02*
-X108487500Y-85000000I-512500J0D01*
-G01*
-X108487500Y-85000000D02*
-G75*
-G02*
-X109512500Y-85000000I512500J0D01*
-G01*
-D12*
-X117400000Y-83100000D02*
-X118100000Y-83100000D01*
-X118100000Y-84100000D02*
-X117400000Y-84100000D01*
-X116900000Y-83600000D02*
-G75*
-G02*
-X117400000Y-83100000I500000J0D01*
-G01*
-X117400000Y-84100000D02*
-G75*
-G02*
-X116900000Y-83600000I0J500000D01*
-G01*
-X118100000Y-83100000D02*
-G75*
-G02*
-X118600000Y-83600000I0J-500000D01*
-G01*
-X118600000Y-83600000D02*
-G75*
-G02*
-X118100000Y-84100000I-500000J0D01*
-G01*
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diff --git a/pcb/production/fw-anwesenheit-F_Cu.gtl b/pcb/production/fw-anwesenheit-F_Cu.gtl
deleted file mode 100644
index 24e15ad..0000000
--- a/pcb/production/fw-anwesenheit-F_Cu.gtl
+++ /dev/null
@@ -1,7162 +0,0 @@
-G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,9.0.3*
-G04 #@! TF.CreationDate,2025-08-23T15:15:08+02:00*
-G04 #@! TF.ProjectId,fw-anwesenheit,66772d61-6e77-4657-9365-6e686569742e,rev?*
-G04 #@! TF.SameCoordinates,Original*
-G04 #@! TF.FileFunction,Copper,L1,Top*
-G04 #@! TF.FilePolarity,Positive*
-%FSLAX46Y46*%
-G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 9.0.3) date 2025-08-23 15:15:08*
-%MOMM*%
-%LPD*%
-G01*
-G04 APERTURE LIST*
-G04 Aperture macros list*
-%AMRoundRect*
-0 Rectangle with rounded corners*
-0 $1 Rounding radius*
-0 $2 $3 $4 $5 $6 $7 $8 $9 X,Y pos of 4 corners*
-0 Add a 4 corners polygon primitive as box body*
-4,1,4,$2,$3,$4,$5,$6,$7,$8,$9,$2,$3,0*
-0 Add four circle primitives for the rounded corners*
-1,1,$1+$1,$2,$3*
-1,1,$1+$1,$4,$5*
-1,1,$1+$1,$6,$7*
-1,1,$1+$1,$8,$9*
-0 Add four rect primitives between the rounded corners*
-20,1,$1+$1,$2,$3,$4,$5,0*
-20,1,$1+$1,$4,$5,$6,$7,0*
-20,1,$1+$1,$6,$7,$8,$9,0*
-20,1,$1+$1,$8,$9,$2,$3,0*%
-%AMOutline5P*
-0 Free polygon, 5 corners , with rotation*
-0 The origin of the aperture is its center*
-0 number of corners: always 5*
-0 $1 to $10 corner X, Y*
-0 $11 Rotation angle, in degrees counterclockwise*
-0 create outline with 5 corners*
-4,1,5,$1,$2,$3,$4,$5,$6,$7,$8,$9,$10,$1,$2,$11*%
-%AMOutline6P*
-0 Free polygon, 6 corners , with rotation*
-0 The origin of the aperture is its center*
-0 number of corners: always 6*
-0 $1 to $12 corner X, Y*
-0 $13 Rotation angle, in degrees counterclockwise*
-0 create outline with 6 corners*
-4,1,6,$1,$2,$3,$4,$5,$6,$7,$8,$9,$10,$11,$12,$1,$2,$13*%
-%AMOutline7P*
-0 Free polygon, 7 corners , with rotation*
-0 The origin of the aperture is its center*
-0 number of corners: always 7*
-0 $1 to $14 corner X, Y*
-0 $15 Rotation angle, in degrees counterclockwise*
-0 create outline with 7 corners*
-4,1,7,$1,$2,$3,$4,$5,$6,$7,$8,$9,$10,$11,$12,$13,$14,$1,$2,$15*%
-%AMOutline8P*
-0 Free polygon, 8 corners , with rotation*
-0 The origin of the aperture is its center*
-0 number of corners: always 8*
-0 $1 to $16 corner X, Y*
-0 $17 Rotation angle, in degrees counterclockwise*
-0 create outline with 8 corners*
-4,1,8,$1,$2,$3,$4,$5,$6,$7,$8,$9,$10,$11,$12,$13,$14,$15,$16,$1,$2,$17*%
-%AMFreePoly0*
-4,1,6,1.000000,0.000000,0.500000,-0.750000,-0.500000,-0.750000,-0.500000,0.750000,0.500000,0.750000,1.000000,0.000000,1.000000,0.000000,$1*%
-%AMFreePoly1*
-4,1,6,0.500000,-0.750000,-0.650000,-0.750000,-0.150000,0.000000,-0.650000,0.750000,0.500000,0.750000,0.500000,-0.750000,0.500000,-0.750000,$1*%
-G04 Aperture macros list end*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD10RoundRect,0.225000X0.225000X0.250000X-0.225000X0.250000X-0.225000X-0.250000X0.225000X-0.250000X0*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD11Outline5P,-1.250000X0.510000X-0.910000X0.850000X1.250000X0.850000X1.250000X-0.850000X-1.250000X-0.850000X0.000000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD12RoundRect,0.170000X-1.080000X-0.680000X1.080000X-0.680000X1.080000X0.680000X-1.080000X0.680000X0*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD13RoundRect,0.250000X-1.000000X-0.600000X1.000000X-0.600000X1.000000X0.600000X-1.000000X0.600000X0*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD14RoundRect,0.500000X0.875000X0.500000X-0.875000X0.500000X-0.875000X-0.500000X0.875000X-0.500000X0*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD15RoundRect,0.275000X0.275000X-0.975000X0.275000X0.975000X-0.275000X0.975000X-0.275000X-0.975000X0*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD16C,1.700000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD17C,1.500000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD18RoundRect,0.218750X0.256250X-0.218750X0.256250X0.218750X-0.256250X0.218750X-0.256250X-0.218750X0*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD19RoundRect,0.237500X0.237500X-0.250000X0.237500X0.250000X-0.237500X0.250000X-0.237500X-0.250000X0*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD20RoundRect,0.237500X-0.237500X0.250000X-0.237500X-0.250000X0.237500X-0.250000X0.237500X0.250000X0*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD21RoundRect,0.225000X-0.225000X-0.250000X0.225000X-0.250000X0.225000X0.250000X-0.225000X0.250000X0*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD22RoundRect,0.150000X-0.875000X-0.150000X0.875000X-0.150000X0.875000X0.150000X-0.875000X0.150000X0*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,ComponentPad*
-%ADD23R,1.350000X1.350000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,ComponentPad*
-%ADD24C,1.350000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD25FreePoly0,0.000000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD26FreePoly1,0.000000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,ComponentPad*
-%ADD27C,2.100000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,ComponentPad*
-%ADD28R,2.100000X2.100000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD29RoundRect,0.237500X0.250000X0.237500X-0.250000X0.237500X-0.250000X-0.237500X0.250000X-0.237500X0*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD30R,1.270000X0.558800*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD31RoundRect,0.237500X-0.250000X-0.237500X0.250000X-0.237500X0.250000X0.237500X-0.250000X0.237500X0*%
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-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD32RoundRect,0.225000X0.250000X-0.225000X0.250000X0.225000X-0.250000X0.225000X-0.250000X-0.225000X0*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD33R,0.700000X1.900000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD34R,1.700000X1.800000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD35R,1.400000X2.600000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,SMDPad,CuDef*
-%ADD36RoundRect,0.225000X-0.250000X0.225000X-0.250000X-0.225000X0.250000X-0.225000X0.250000X0.225000X0*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,ComponentPad*
-%ADD37R,1.600000X2.000000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,ComponentPad*
-%ADD38O,1.600000X2.000000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,ViaPad*
-%ADD39C,0.400000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,Conductor*
-%ADD40C,0.200000*%
-G04 #@! TD*
-G04 #@! TA.AperFunction,Conductor*
-%ADD41C,1.500000*%
-G04 #@! TD*
-G04 APERTURE END LIST*
-D10*
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-X122225000Y-97500000D03*
-D11*
-X128778000Y-111252000D03*
-D12*
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-X87213859Y-86223557D01*
-X87224460Y-86201544D01*
-X87227611Y-86195002D01*
-X87227611Y-86195001D01*
-X87257039Y-86133894D01*
-X87336934Y-85967990D01*
-X87430620Y-85700250D01*
-X87493740Y-85423703D01*
-X87525500Y-85141829D01*
-X87525500Y-84858171D01*
-X87525499Y-84858166D01*
-X87525499Y-84858163D01*
-X87519738Y-84807023D01*
-X87495739Y-84594041D01*
-X87493740Y-84576297D01*
-X87430620Y-84299750D01*
-X87430591Y-84299668D01*
-X87387337Y-84176055D01*
-X87336934Y-84032010D01*
-X87213859Y-83776443D01*
-X87062944Y-83536263D01*
-X86886086Y-83314490D01*
-X86685510Y-83113914D01*
-X86463737Y-82937056D01*
-X86223557Y-82786141D01*
-X86223554Y-82786139D01*
-X85967993Y-82663067D01*
-X85700261Y-82569383D01*
-X85700253Y-82569380D01*
-X85492839Y-82522040D01*
-X85423703Y-82506260D01*
-X85423699Y-82506259D01*
-X85423690Y-82506258D01*
-X85141833Y-82474500D01*
-X85141829Y-82474500D01*
-X84858171Y-82474500D01*
-X84858167Y-82474500D01*
-X84576309Y-82506258D01*
-X84576297Y-82506260D01*
-X84299746Y-82569380D01*
-X84299738Y-82569383D01*
-X84032006Y-82663067D01*
-X83776445Y-82786139D01*
-X83536264Y-82937055D01*
-X83314490Y-83113913D01*
-X83113913Y-83314490D01*
-X82937055Y-83536264D01*
-X82786139Y-83776445D01*
-X82663067Y-84032006D01*
-X82569383Y-84299738D01*
-X82569380Y-84299746D01*
-X82506260Y-84576297D01*
-X82506258Y-84576309D01*
-X82474500Y-84858166D01*
-X81545500Y-84858166D01*
-X81545500Y-80126500D01*
-X81565185Y-80059461D01*
-X81617989Y-80013706D01*
-X81669500Y-80002500D01*
-X130420500Y-80002500D01*
-X130487539Y-80022185D01*
-G37*
-G04 #@! TD.AperFunction*
-M02*
diff --git a/pcb/production/fw-anwesenheit-F_Mask.gts b/pcb/production/fw-anwesenheit-F_Mask.gts
deleted file mode 100644
index 2f343a7..0000000
--- a/pcb/production/fw-anwesenheit-F_Mask.gts
+++ /dev/null
@@ -1,288 +0,0 @@
-G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,9.0.3*
-G04 #@! TF.CreationDate,2025-08-23T15:15:08+02:00*
-G04 #@! TF.ProjectId,fw-anwesenheit,66772d61-6e77-4657-9365-6e686569742e,rev?*
-G04 #@! TF.SameCoordinates,Original*
-G04 #@! TF.FileFunction,Soldermask,Top*
-G04 #@! TF.FilePolarity,Negative*
-%FSLAX46Y46*%
-G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 9.0.3) date 2025-08-23 15:15:08*
-%MOMM*%
-%LPD*%
-G01*
-G04 APERTURE LIST*
-G04 Aperture macros list*
-%AMRoundRect*
-0 Rectangle with rounded corners*
-0 $1 Rounding radius*
-0 $2 $3 $4 $5 $6 $7 $8 $9 X,Y pos of 4 corners*
-0 Add a 4 corners polygon primitive as box body*
-4,1,4,$2,$3,$4,$5,$6,$7,$8,$9,$2,$3,0*
-0 Add four circle primitives for the rounded corners*
-1,1,$1+$1,$2,$3*
-1,1,$1+$1,$4,$5*
-1,1,$1+$1,$6,$7*
-1,1,$1+$1,$8,$9*
-0 Add four rect primitives between the rounded corners*
-20,1,$1+$1,$2,$3,$4,$5,0*
-20,1,$1+$1,$4,$5,$6,$7,0*
-20,1,$1+$1,$6,$7,$8,$9,0*
-20,1,$1+$1,$8,$9,$2,$3,0*%
-%AMOutline5P*
-0 Free polygon, 5 corners , with rotation*
-0 The origin of the aperture is its center*
-0 number of corners: always 5*
-0 $1 to $10 corner X, Y*
-0 $11 Rotation angle, in degrees counterclockwise*
-0 create outline with 5 corners*
-4,1,5,$1,$2,$3,$4,$5,$6,$7,$8,$9,$10,$1,$2,$11*%
-%AMOutline6P*
-0 Free polygon, 6 corners , with rotation*
-0 The origin of the aperture is its center*
-0 number of corners: always 6*
-0 $1 to $12 corner X, Y*
-0 $13 Rotation angle, in degrees counterclockwise*
-0 create outline with 6 corners*
-4,1,6,$1,$2,$3,$4,$5,$6,$7,$8,$9,$10,$11,$12,$1,$2,$13*%
-%AMOutline7P*
-0 Free polygon, 7 corners , with rotation*
-0 The origin of the aperture is its center*
-0 number of corners: always 7*
-0 $1 to $14 corner X, Y*
-0 $15 Rotation angle, in degrees counterclockwise*
-0 create outline with 7 corners*
-4,1,7,$1,$2,$3,$4,$5,$6,$7,$8,$9,$10,$11,$12,$13,$14,$1,$2,$15*%
-%AMOutline8P*
-0 Free polygon, 8 corners , with rotation*
-0 The origin of the aperture is its center*
-0 number of corners: always 8*
-0 $1 to $16 corner X, Y*
-0 $17 Rotation angle, in degrees counterclockwise*
-0 create outline with 8 corners*
-4,1,8,$1,$2,$3,$4,$5,$6,$7,$8,$9,$10,$11,$12,$13,$14,$15,$16,$1,$2,$17*%
-%AMFreePoly0*
-4,1,6,1.000000,0.000000,0.500000,-0.750000,-0.500000,-0.750000,-0.500000,0.750000,0.500000,0.750000,1.000000,0.000000,1.000000,0.000000,$1*%
-%AMFreePoly1*
-4,1,6,0.500000,-0.750000,-0.650000,-0.750000,-0.150000,0.000000,-0.650000,0.750000,0.500000,0.750000,0.500000,-0.750000,0.500000,-0.750000,$1*%
-G04 Aperture macros list end*
-%ADD10RoundRect,0.225000X0.225000X0.250000X-0.225000X0.250000X-0.225000X-0.250000X0.225000X-0.250000X0*%
-%ADD11Outline5P,-1.250000X0.510000X-0.910000X0.850000X1.250000X0.850000X1.250000X-0.850000X-1.250000X-0.850000X0.000000*%
-%ADD12RoundRect,0.170000X-1.080000X-0.680000X1.080000X-0.680000X1.080000X0.680000X-1.080000X0.680000X0*%
-%ADD13RoundRect,0.250000X-1.000000X-0.600000X1.000000X-0.600000X1.000000X0.600000X-1.000000X0.600000X0*%
-%ADD14RoundRect,0.525400X0.900400X0.525400X-0.900400X0.525400X-0.900400X-0.525400X0.900400X-0.525400X0*%
-%ADD15RoundRect,0.300400X0.300400X-1.000400X0.300400X1.000400X-0.300400X1.000400X-0.300400X-1.000400X0*%
-%ADD16C,1.700000*%
-%ADD17C,1.500000*%
-%ADD18RoundRect,0.218750X0.256250X-0.218750X0.256250X0.218750X-0.256250X0.218750X-0.256250X-0.218750X0*%
-%ADD19RoundRect,0.237500X0.237500X-0.250000X0.237500X0.250000X-0.237500X0.250000X-0.237500X-0.250000X0*%
-%ADD20RoundRect,0.237500X-0.237500X0.250000X-0.237500X-0.250000X0.237500X-0.250000X0.237500X0.250000X0*%
-%ADD21RoundRect,0.225000X-0.225000X-0.250000X0.225000X-0.250000X0.225000X0.250000X-0.225000X0.250000X0*%
-%ADD22RoundRect,0.150000X-0.875000X-0.150000X0.875000X-0.150000X0.875000X0.150000X-0.875000X0.150000X0*%
-%ADD23R,1.350000X1.350000*%
-%ADD24C,1.350000*%
-%ADD25FreePoly0,0.000000*%
-%ADD26FreePoly1,0.000000*%
-%ADD27C,2.304000*%
-%ADD28RoundRect,0.102000X-1.050000X1.050000X-1.050000X-1.050000X1.050000X-1.050000X1.050000X1.050000X0*%
-%ADD29RoundRect,0.237500X0.250000X0.237500X-0.250000X0.237500X-0.250000X-0.237500X0.250000X-0.237500X0*%
-%ADD30RoundRect,0.102000X-0.635000X-0.279400X0.635000X-0.279400X0.635000X0.279400X-0.635000X0.279400X0*%
-%ADD31RoundRect,0.237500X-0.250000X-0.237500X0.250000X-0.237500X0.250000X0.237500X-0.250000X0.237500X0*%
-%ADD32RoundRect,0.225000X0.250000X-0.225000X0.250000X0.225000X-0.250000X0.225000X-0.250000X-0.225000X0*%
-%ADD33C,1.000000*%
-%ADD34RoundRect,0.102000X0.350000X0.950000X-0.350000X0.950000X-0.350000X-0.950000X0.350000X-0.950000X0*%
-%ADD35RoundRect,0.102000X0.850000X0.900000X-0.850000X0.900000X-0.850000X-0.900000X0.850000X-0.900000X0*%
-%ADD36RoundRect,0.102000X0.700000X1.300000X-0.700000X1.300000X-0.700000X-1.300000X0.700000X-1.300000X0*%
-%ADD37RoundRect,0.225000X-0.250000X0.225000X-0.250000X-0.225000X0.250000X-0.225000X0.250000X0.225000X0*%
-%ADD38R,1.600000X2.000000*%
-%ADD39O,1.600000X2.000000*%
-G04 APERTURE END LIST*
-G36*
-X117483000Y-126250000D02*
-G01*
-X119933000Y-126250000D01*
-X119933000Y-127750000D01*
-X117483000Y-127750000D01*
-X117483000Y-126250000D01*
-G37*
-D10*
-X123775000Y-97500000D03*
-X122225000Y-97500000D03*
-D11*
-X128778000Y-111252000D03*
-D12*
-X128778000Y-113792000D03*
-D13*
-X128778000Y-116332000D03*
-D14*
-X113821600Y-126598500D03*
-X113821600Y-124058500D03*
-X113821600Y-121518500D03*
-X113821600Y-118978500D03*
-X113821600Y-116438500D03*
-X113821600Y-113898500D03*
-X113821600Y-111358500D03*
-X97656600Y-111358500D03*
-X97656600Y-113898500D03*
-X97656600Y-116438500D03*
-X97656600Y-118978500D03*
-X97656600Y-121518500D03*
-X97656600Y-124058500D03*
-X97656600Y-126598500D03*
-D15*
-X107548000Y-113446800D03*
-X105008000Y-113446800D03*
-D16*
-X107040000Y-127620000D03*
-X104500000Y-127620000D03*
-X107040000Y-125080000D03*
-X104500000Y-125080000D03*
-X107040000Y-122540000D03*
-X104500000Y-122540000D03*
-X107040000Y-120000000D03*
-X104592600Y-120056800D03*
-D17*
-X83000000Y-127500000D03*
-D18*
-X83500000Y-93787500D03*
-X83500000Y-92212500D03*
-D19*
-X120000000Y-102412500D03*
-X120000000Y-100587500D03*
-X122000000Y-102412500D03*
-X122000000Y-100587500D03*
-D20*
-X90000000Y-109087500D03*
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-D21*
-X95618000Y-98552000D03*
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-D17*
-X84000000Y-103500000D03*
-D22*
-X99871000Y-97282000D03*
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-X99871000Y-99822000D03*
-X99871000Y-101092000D03*
-X99871000Y-102362000D03*
-X99871000Y-103632000D03*
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-X109171000Y-97282000D03*
-D23*
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-D24*
-X89916000Y-120888000D03*
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-X116000000Y-102412500D03*
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-D25*
-X117983000Y-127000000D03*
-D26*
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-D27*
-X89500000Y-59520000D03*
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-X89500000Y-62060000D03*
-D27*
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-D28*
-X89500000Y-92540000D03*
-D27*
-X104740000Y-90000000D03*
-D28*
-X104740000Y-92540000D03*
-D27*
-X104740000Y-82380000D03*
-X89500000Y-90000000D03*
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-D30*
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-X120295400Y-113560200D03*
-D21*
-X118225000Y-111000000D03*
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-D20*
-X86000000Y-92087500D03*
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-D31*
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-D19*
-X124000000Y-102412500D03*
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-D17*
-X84000000Y-100500000D03*
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-X90000000Y-127500000D03*
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-D17*
-X124500000Y-108500000D03*
-D19*
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-X118000000Y-100587500D03*
-D32*
-X125984000Y-115583000D03*
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-D19*
-X122500000Y-120912500D03*
-X122500000Y-119087500D03*
-D20*
-X90000000Y-113087500D03*
-X90000000Y-114912500D03*
-D17*
-X84000000Y-97500000D03*
-D33*
-X125750000Y-83600000D03*
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-D34*
-X118550000Y-94650000D03*
-X119650000Y-94650000D03*
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-X125150000Y-94650000D03*
-X126250000Y-94650000D03*
-X127350000Y-94650000D03*
-D35*
-X128900000Y-93600000D03*
-X113400000Y-93600000D03*
-D36*
-X128650000Y-84000000D03*
-X112950000Y-84000000D03*
-D19*
-X126000000Y-102412500D03*
-X126000000Y-100587500D03*
-D17*
-X86175000Y-115373000D03*
-D19*
-X120000000Y-120927500D03*
-X120000000Y-119102500D03*
-D37*
-X94500000Y-124225000D03*
-X94500000Y-125775000D03*
-D38*
-X113411000Y-103378000D03*
-D39*
-X92911000Y-103378000D03*
-M02*
diff --git a/pcb/production/fw-anwesenheit-F_Paste.gtp b/pcb/production/fw-anwesenheit-F_Paste.gtp
deleted file mode 100644
index a784809..0000000
--- a/pcb/production/fw-anwesenheit-F_Paste.gtp
+++ /dev/null
@@ -1,215 +0,0 @@
-G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,9.0.3*
-G04 #@! TF.CreationDate,2025-08-23T15:15:08+02:00*
-G04 #@! TF.ProjectId,fw-anwesenheit,66772d61-6e77-4657-9365-6e686569742e,rev?*
-G04 #@! TF.SameCoordinates,Original*
-G04 #@! TF.FileFunction,Paste,Top*
-G04 #@! TF.FilePolarity,Positive*
-%FSLAX46Y46*%
-G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 9.0.3) date 2025-08-23 15:15:08*
-%MOMM*%
-%LPD*%
-G01*
-G04 APERTURE LIST*
-G04 Aperture macros list*
-%AMRoundRect*
-0 Rectangle with rounded corners*
-0 $1 Rounding radius*
-0 $2 $3 $4 $5 $6 $7 $8 $9 X,Y pos of 4 corners*
-0 Add a 4 corners polygon primitive as box body*
-4,1,4,$2,$3,$4,$5,$6,$7,$8,$9,$2,$3,0*
-0 Add four circle primitives for the rounded corners*
-1,1,$1+$1,$2,$3*
-1,1,$1+$1,$4,$5*
-1,1,$1+$1,$6,$7*
-1,1,$1+$1,$8,$9*
-0 Add four rect primitives between the rounded corners*
-20,1,$1+$1,$2,$3,$4,$5,0*
-20,1,$1+$1,$4,$5,$6,$7,0*
-20,1,$1+$1,$6,$7,$8,$9,0*
-20,1,$1+$1,$8,$9,$2,$3,0*%
-%AMOutline5P*
-0 Free polygon, 5 corners , with rotation*
-0 The origin of the aperture is its center*
-0 number of corners: always 5*
-0 $1 to $10 corner X, Y*
-0 $11 Rotation angle, in degrees counterclockwise*
-0 create outline with 5 corners*
-4,1,5,$1,$2,$3,$4,$5,$6,$7,$8,$9,$10,$1,$2,$11*%
-%AMOutline6P*
-0 Free polygon, 6 corners , with rotation*
-0 The origin of the aperture is its center*
-0 number of corners: always 6*
-0 $1 to $12 corner X, Y*
-0 $13 Rotation angle, in degrees counterclockwise*
-0 create outline with 6 corners*
-4,1,6,$1,$2,$3,$4,$5,$6,$7,$8,$9,$10,$11,$12,$1,$2,$13*%
-%AMOutline7P*
-0 Free polygon, 7 corners , with rotation*
-0 The origin of the aperture is its center*
-0 number of corners: always 7*
-0 $1 to $14 corner X, Y*
-0 $15 Rotation angle, in degrees counterclockwise*
-0 create outline with 7 corners*
-4,1,7,$1,$2,$3,$4,$5,$6,$7,$8,$9,$10,$11,$12,$13,$14,$1,$2,$15*%
-%AMOutline8P*
-0 Free polygon, 8 corners , with rotation*
-0 The origin of the aperture is its center*
-0 number of corners: always 8*
-0 $1 to $16 corner X, Y*
-0 $17 Rotation angle, in degrees counterclockwise*
-0 create outline with 8 corners*
-4,1,8,$1,$2,$3,$4,$5,$6,$7,$8,$9,$10,$11,$12,$13,$14,$15,$16,$1,$2,$17*%
-G04 Aperture macros list end*
-%ADD10RoundRect,0.225000X0.225000X0.250000X-0.225000X0.250000X-0.225000X-0.250000X0.225000X-0.250000X0*%
-%ADD11Outline5P,-1.250000X0.510000X-0.910000X0.850000X1.250000X0.850000X1.250000X-0.850000X-1.250000X-0.850000X0.000000*%
-%ADD12RoundRect,0.170000X-1.080000X-0.680000X1.080000X-0.680000X1.080000X0.680000X-1.080000X0.680000X0*%
-%ADD13RoundRect,0.250000X-1.000000X-0.600000X1.000000X-0.600000X1.000000X0.600000X-1.000000X0.600000X0*%
-%ADD14RoundRect,0.500000X0.875000X0.500000X-0.875000X0.500000X-0.875000X-0.500000X0.875000X-0.500000X0*%
-%ADD15RoundRect,0.275000X0.275000X-0.975000X0.275000X0.975000X-0.275000X0.975000X-0.275000X-0.975000X0*%
-%ADD16C,1.700000*%
-%ADD17RoundRect,0.218750X0.256250X-0.218750X0.256250X0.218750X-0.256250X0.218750X-0.256250X-0.218750X0*%
-%ADD18RoundRect,0.237500X0.237500X-0.250000X0.237500X0.250000X-0.237500X0.250000X-0.237500X-0.250000X0*%
-%ADD19RoundRect,0.237500X-0.237500X0.250000X-0.237500X-0.250000X0.237500X-0.250000X0.237500X0.250000X0*%
-%ADD20RoundRect,0.225000X-0.225000X-0.250000X0.225000X-0.250000X0.225000X0.250000X-0.225000X0.250000X0*%
-%ADD21RoundRect,0.150000X-0.875000X-0.150000X0.875000X-0.150000X0.875000X0.150000X-0.875000X0.150000X0*%
-%ADD22RoundRect,0.237500X0.250000X0.237500X-0.250000X0.237500X-0.250000X-0.237500X0.250000X-0.237500X0*%
-%ADD23R,1.270000X0.558800*%
-%ADD24RoundRect,0.237500X-0.250000X-0.237500X0.250000X-0.237500X0.250000X0.237500X-0.250000X0.237500X0*%
-%ADD25RoundRect,0.225000X0.250000X-0.225000X0.250000X0.225000X-0.250000X0.225000X-0.250000X-0.225000X0*%
-%ADD26R,0.700000X1.900000*%
-%ADD27R,1.700000X1.800000*%
-%ADD28R,1.400000X2.600000*%
-%ADD29RoundRect,0.225000X-0.250000X0.225000X-0.250000X-0.225000X0.250000X-0.225000X0.250000X0.225000X0*%
-G04 APERTURE END LIST*
-D10*
-X123775000Y-97500000D03*
-X122225000Y-97500000D03*
-D11*
-X128778000Y-111252000D03*
-D12*
-X128778000Y-113792000D03*
-D13*
-X128778000Y-116332000D03*
-D14*
-X113821600Y-126598500D03*
-X113821600Y-124058500D03*
-X113821600Y-121518500D03*
-X113821600Y-118978500D03*
-X113821600Y-116438500D03*
-X113821600Y-113898500D03*
-X113821600Y-111358500D03*
-X97656600Y-111358500D03*
-X97656600Y-113898500D03*
-X97656600Y-116438500D03*
-X97656600Y-118978500D03*
-X97656600Y-121518500D03*
-X97656600Y-124058500D03*
-X97656600Y-126598500D03*
-D15*
-X107548000Y-113446800D03*
-X105008000Y-113446800D03*
-D16*
-X107040000Y-127620000D03*
-X104500000Y-127620000D03*
-X107040000Y-125080000D03*
-X104500000Y-125080000D03*
-X107040000Y-122540000D03*
-X104500000Y-122540000D03*
-X107040000Y-120000000D03*
-X104592600Y-120056800D03*
-D17*
-X83500000Y-93787500D03*
-X83500000Y-92212500D03*
-D18*
-X120000000Y-102412500D03*
-X120000000Y-100587500D03*
-X122000000Y-102412500D03*
-X122000000Y-100587500D03*
-D19*
-X90000000Y-109087500D03*
-X90000000Y-110912500D03*
-D20*
-X95618000Y-98552000D03*
-X97168000Y-98552000D03*
-D21*
-X99871000Y-97282000D03*
-X99871000Y-98552000D03*
-X99871000Y-99822000D03*
-X99871000Y-101092000D03*
-X99871000Y-102362000D03*
-X99871000Y-103632000D03*
-X99871000Y-104902000D03*
-X99871000Y-106172000D03*
-X109171000Y-106172000D03*
-X109171000Y-104902000D03*
-X109171000Y-103632000D03*
-X109171000Y-102362000D03*
-X109171000Y-101092000D03*
-X109171000Y-99822000D03*
-X109171000Y-98552000D03*
-X109171000Y-97282000D03*
-D18*
-X116000000Y-102412500D03*
-X116000000Y-100587500D03*
-D22*
-X90412500Y-97000000D03*
-X88587500Y-97000000D03*
-X90412500Y-99000000D03*
-X88587500Y-99000000D03*
-D23*
-X117704600Y-113560200D03*
-X117704600Y-114500000D03*
-X117704600Y-115439800D03*
-X120295400Y-115439800D03*
-X120295400Y-113560200D03*
-D20*
-X118225000Y-111000000D03*
-X119775000Y-111000000D03*
-D19*
-X86000000Y-92087500D03*
-X86000000Y-93912500D03*
-D24*
-X123087500Y-111000000D03*
-X124912500Y-111000000D03*
-D18*
-X124000000Y-102412500D03*
-X124000000Y-100587500D03*
-X128000000Y-102500000D03*
-X128000000Y-100675000D03*
-X118000000Y-102412500D03*
-X118000000Y-100587500D03*
-D25*
-X125984000Y-115583000D03*
-X125984000Y-114033000D03*
-D18*
-X122500000Y-120912500D03*
-X122500000Y-119087500D03*
-D19*
-X90000000Y-113087500D03*
-X90000000Y-114912500D03*
-D26*
-X118550000Y-94650000D03*
-X119650000Y-94650000D03*
-X120750000Y-94650000D03*
-X121850000Y-94650000D03*
-X122950000Y-94650000D03*
-X124050000Y-94650000D03*
-X125150000Y-94650000D03*
-X126250000Y-94650000D03*
-X127350000Y-94650000D03*
-D27*
-X128900000Y-93600000D03*
-X113400000Y-93600000D03*
-D28*
-X128650000Y-84000000D03*
-X112950000Y-84000000D03*
-D18*
-X126000000Y-102412500D03*
-X126000000Y-100587500D03*
-X120000000Y-120927500D03*
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-D29*
-X94500000Y-124225000D03*
-X94500000Y-125775000D03*
-M02*
diff --git a/pcb/production/fw-anwesenheit-F_Silkscreen.gto b/pcb/production/fw-anwesenheit-F_Silkscreen.gto
deleted file mode 100644
index 29e2f6e..0000000
--- a/pcb/production/fw-anwesenheit-F_Silkscreen.gto
+++ /dev/null
@@ -1,1963 +0,0 @@
-G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,9.0.3*
-G04 #@! TF.CreationDate,2025-08-23T15:15:08+02:00*
-G04 #@! TF.ProjectId,fw-anwesenheit,66772d61-6e77-4657-9365-6e686569742e,rev?*
-G04 #@! TF.SameCoordinates,Original*
-G04 #@! TF.FileFunction,Legend,Top*
-G04 #@! TF.FilePolarity,Positive*
-%FSLAX46Y46*%
-G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 9.0.3) date 2025-08-23 15:15:08*
-%MOMM*%
-%LPD*%
-G01*
-G04 APERTURE LIST*
-G04 Aperture macros list*
-%AMRoundRect*
-0 Rectangle with rounded corners*
-0 $1 Rounding radius*
-0 $2 $3 $4 $5 $6 $7 $8 $9 X,Y pos of 4 corners*
-0 Add a 4 corners polygon primitive as box body*
-4,1,4,$2,$3,$4,$5,$6,$7,$8,$9,$2,$3,0*
-0 Add four circle primitives for the rounded corners*
-1,1,$1+$1,$2,$3*
-1,1,$1+$1,$4,$5*
-1,1,$1+$1,$6,$7*
-1,1,$1+$1,$8,$9*
-0 Add four rect primitives between the rounded corners*
-20,1,$1+$1,$2,$3,$4,$5,0*
-20,1,$1+$1,$4,$5,$6,$7,0*
-20,1,$1+$1,$6,$7,$8,$9,0*
-20,1,$1+$1,$8,$9,$2,$3,0*%
-%AMOutline5P*
-0 Free polygon, 5 corners , with rotation*
-0 The origin of the aperture is its center*
-0 number of corners: always 5*
-0 $1 to $10 corner X, Y*
-0 $11 Rotation angle, in degrees counterclockwise*
-0 create outline with 5 corners*
-4,1,5,$1,$2,$3,$4,$5,$6,$7,$8,$9,$10,$1,$2,$11*%
-%AMOutline6P*
-0 Free polygon, 6 corners , with rotation*
-0 The origin of the aperture is its center*
-0 number of corners: always 6*
-0 $1 to $12 corner X, Y*
-0 $13 Rotation angle, in degrees counterclockwise*
-0 create outline with 6 corners*
-4,1,6,$1,$2,$3,$4,$5,$6,$7,$8,$9,$10,$11,$12,$1,$2,$13*%
-%AMOutline7P*
-0 Free polygon, 7 corners , with rotation*
-0 The origin of the aperture is its center*
-0 number of corners: always 7*
-0 $1 to $14 corner X, Y*
-0 $15 Rotation angle, in degrees counterclockwise*
-0 create outline with 7 corners*
-4,1,7,$1,$2,$3,$4,$5,$6,$7,$8,$9,$10,$11,$12,$13,$14,$1,$2,$15*%
-%AMOutline8P*
-0 Free polygon, 8 corners , with rotation*
-0 The origin of the aperture is its center*
-0 number of corners: always 8*
-0 $1 to $16 corner X, Y*
-0 $17 Rotation angle, in degrees counterclockwise*
-0 create outline with 8 corners*
-4,1,8,$1,$2,$3,$4,$5,$6,$7,$8,$9,$10,$11,$12,$13,$14,$15,$16,$1,$2,$17*%
-%AMFreePoly0*
-4,1,6,1.000000,0.000000,0.500000,-0.750000,-0.500000,-0.750000,-0.500000,0.750000,0.500000,0.750000,1.000000,0.000000,1.000000,0.000000,$1*%
-%AMFreePoly1*
-4,1,6,0.500000,-0.750000,-0.650000,-0.750000,-0.150000,0.000000,-0.650000,0.750000,0.500000,0.750000,0.500000,-0.750000,0.500000,-0.750000,$1*%
-G04 Aperture macros list end*
-%ADD10C,0.100000*%
-%ADD11C,0.300000*%
-%ADD12C,0.150000*%
-%ADD13C,0.125000*%
-%ADD14C,0.120000*%
-%ADD15C,0.127000*%
-%ADD16C,0.504000*%
-%ADD17C,0.152400*%
-%ADD18C,0.200000*%
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-%ADD20Outline5P,-1.250000X0.510000X-0.910000X0.850000X1.250000X0.850000X1.250000X-0.850000X-1.250000X-0.850000X0.000000*%
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-%ADD47R,1.600000X2.000000*%
-%ADD48O,1.600000X2.000000*%
-G04 APERTURE END LIST*
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-G36*
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-G01*
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index b616f13..0000000
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index 3006b4d..0000000
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deleted file mode 100644
index 1aea7c1..0000000
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diff --git a/pcb/production/fw-anwesenheit-PTH.drl b/pcb/production/fw-anwesenheit-PTH.drl
deleted file mode 100644
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diff --git a/pcb/production/fw-anwesenheit.zip b/pcb/production/fw-anwesenheit.zip
index 47a08b0..2c2c718 100644
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diff --git a/pcb/production/netlist.ipc b/pcb/production/netlist.ipc
index 7bce6d4..0acc2f9 100644
--- a/pcb/production/netlist.ipc
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-317GND              VIA        MD0079PA00X+049350Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+038950Y-050550X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+042850Y-047400X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+038600Y-041300X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+050500Y-045950X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+048100Y-049850X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+050950Y-050550X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+037200Y-048900X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+035750Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+038600Y-041800X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+033200Y-049950X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+049950Y-038400X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+050150Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+033350Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+044550Y-050550X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+043600Y-039800X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+043600Y-041300X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+042950Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+047250Y-039150X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+046340Y-044709X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+041350Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+041200Y-038450X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+048400Y-049850X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+037350Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+037350Y-050550X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+050750Y-036850X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+032550Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+037550Y-046600X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+045450Y-036150X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+046950Y-050550X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+048400Y-050150X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+038950Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+043850Y-042500X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+038150Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+045350Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+046150Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+038100Y-048600X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+046650Y-039000X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+043750Y-050550X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+048550Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+045350Y-050550X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+043750Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+050150Y-050550X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+051100Y-045950X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+046150Y-050550X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+038800Y-048600X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+048050Y-039000X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+043500Y-045350X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+048550Y-050550X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+040550Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+036550Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+049350Y-050550X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+050650Y-033050X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+041350Y-044650X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+042150Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+038600Y-040300X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+043600Y-040800X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+038100Y-048850X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+038150Y-050550X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+041350Y-044300X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+047250Y-046950X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+042950Y-050550X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+041526Y-041339X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+050500Y-045600X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+048850Y-037400X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+039750Y-031750X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+037645Y-038800X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+039750Y-050550X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+038450Y-049100X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+038600Y-040800X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+038450Y-048850X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+048228Y-046885X0157Y0000R000S2107635491
-317GND              VIA        MD0079PA00X+038100Y-049100X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+050480Y-044960X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+038820Y-050080X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+050480Y-044600X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+038460Y-050080X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+051040Y-044620X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+047360Y-044720X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+038160Y-049860X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+037200Y-049500X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+038820Y-049640X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+034451Y-049801X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+051040Y-044980X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+038820Y-049860X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+047150Y-043700X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+038460Y-049640X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+038460Y-049860X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+049600Y-044900X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+050780Y-044780X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+038160Y-050080X0157Y0000R000S2107635491
-317+5V              VIA        MD0079PA00X+038160Y-049640X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+041050Y-047400X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+032874Y-036304X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+049606Y-040320X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+038255Y-038800X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+040400Y-037150X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+047244Y-047638X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+035595Y-038976X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+048000Y-037450X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+046457Y-040320X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+043350Y-048650X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+040450Y-048550X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+038800Y-037150X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+046350Y-048650X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+048150Y-044050X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+041300Y-047400X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+048031Y-040320X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+038450Y-047600X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+048000Y-037100X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+041300Y-047150X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+046600Y-048650X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+038800Y-047850X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+041050Y-047150X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+048100Y-038400X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+050394Y-040354X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+043650Y-048650X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+038450Y-048100X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+038450Y-047850X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+038800Y-048100X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+045669Y-040320X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+040350Y-038800X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+032750Y-043500X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+035595Y-038189X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+048819Y-040320X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+047244Y-040320X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+038800Y-047600X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+038100Y-048100X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+048228Y-047603X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+038100Y-047850X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+036100Y-050350X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+038100Y-047600X0157Y0000R000S2107635491
-317+3.3V            VIA        MD0079PA00X+048150Y-045550X0157Y0000R000S2107635491
-317NET-(R3-PAD1)    VIA        MD0079PA00X+035433Y-042948X0157Y0000R000S2107635491
-317/SD_DECT         VIA        MD0079PA00X+050138Y-037264X0157Y0000R000S2107635491
-317/SD_DECT         VIA        MD0079PA00X+044800Y-049900X0157Y0000R000S2107635491
-317/MISO            VIA        MD0079PA00X+038450Y-045800X0157Y0000R000S2107635491
-317/MISO            VIA        MD0079PA00X+049272Y-037264X0157Y0000R000S2107635491
-317/SPI_SCL         VIA        MD0079PA00X+048400Y-037264X0157Y0000R000S2107635491
-317/SPI_SCL         VIA        MD0079PA00X+038450Y-044900X0157Y0000R000S2107635491
-317/SPI_SCL         VIA        MD0079PA00X+048031Y-039601X0157Y0000R000S2107635491
-317/MOSI            VIA        MD0079PA00X+037500Y-044550X0157Y0000R000S2107635491
-317/MOSI            VIA        MD0079PA00X+047539Y-037264X0157Y0000R000S2107635491
-317/SPI_CS          VIA        MD0079PA00X+046250Y-046000X0157Y0000R000S2107635491
-317/SPI_CS          VIA        MD0079PA00X+047106Y-037264X0157Y0000R000S2107635491
-317/BUZZER          VIA        MD0079PA00X+044450Y-046650X0157Y0000R000S2107635491
-317-GPIO16_D6_TX)   VIA        MD0079PA00X+036450Y-047200X0157Y0000R000S2107635491
-317-GPIO16_D6_TX)   VIA        MD0079PA00X+045700Y-046650X0157Y0000R000S2107635491
-317/I2C_SCL         VIA        MD0079PA00X+043000Y-038300X0157Y0000R000S2107635491
-317/I2C_SCL         VIA        MD0079PA00X+045650Y-046100X0157Y0000R000S2107635491
-317/I2C_SCL         VIA        MD0079PA00X+043225Y-043575X0157Y0000R000S2107635491
-317/I2C_SCL         VIA        MD0079PA00X+034650Y-046250X0157Y0000R000S2107635491
-317/I2C_SDA         VIA        MD0079PA00X+042900Y-044100X0157Y0000R000S2107635491
-317/I2C_SDA         VIA        MD0079PA00X+042900Y-038800X0157Y0000R000S2107635491
-317/I2C_SDA         VIA        MD0079PA00X+044812Y-045842X0157Y0000R000S2107635491
-317/I2C_SDA         VIA        MD0079PA00X+033300Y-046050X0157Y0000R000S2107635491
-317/DAT2            VIA        MD0079PA00X+046673Y-037264X0157Y0000R000S2107635491
-317/DAT1            VIA        MD0079PA00X+049705Y-037264X0157Y0000R000S2107635491
-317NET-(J1-PIN_1)   VIA        MD0079PA00X+047100Y-049800X0157Y0000R000S2107635491
-317NET-(J1-PIN_1)   VIA        MD0079PA00X+047100Y-050000X0157Y0000R000S2107635491
-317NET-(J1-PIN_1)   VIA        MD0079PA00X+047100Y-050200X0157Y0000R000S2107635491
-317ET-(U3-~{RST})   VIA        MD0079PA00X+033850Y-038500X0157Y0000R000S2107635491
-317ET-(U3-~{RST})   VIA        MD0079PA00X+037750Y-039800X0157Y0000R000S2107635491
-317NET-(JP1-A)      VIA        MD0079PA00X+042450Y-045000X0157Y0000R000S2107635491
-317NET-(JP1-A)      VIA        MD0079PA00X+045800Y-049600X0157Y0000R000S2107635491
-317NET-(JP1-A)      VIA        MD0079PA00X+042250Y-045000X0157Y0000R000S2107635491
-317NET-(JP1-A)      VIA        MD0079PA00X+042250Y-044750X0157Y0000R000S2107635491
-317NET-(JP1-A)      VIA        MD0079PA00X+042450Y-044450X0157Y0000R000S2107635491
-317NET-(JP1-A)      VIA        MD0079PA00X+046050Y-049350X0157Y0000R000S2107635491
-317NET-(JP1-A)      VIA        MD0079PA00X+042250Y-044450X0157Y0000R000S2107635491
-317NET-(JP1-A)      VIA        MD0079PA00X+045850Y-049400X0157Y0000R000S2107635491
-317NET-(JP1-A)      VIA        MD0079PA00X+042450Y-044750X0157Y0000R000S2107635491
+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
 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