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/dev/null and b/Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-04-23_022547.zip differ diff --git a/Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-04-23_023531.zip b/Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-04-23_023531.zip new file mode 100644 index 0000000..4b3aea4 Binary files /dev/null and b/Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-04-23_023531.zip differ diff --git a/Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-04-23_025247.zip b/Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-04-23_025247.zip new file mode 100644 index 0000000..7e96c56 Binary files /dev/null and b/Prototype 4 (PTH)/Prototype 4 (PTH)-backups/Prototype 4 (PTH)-2024-04-23_025247.zip differ diff --git a/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_pcb b/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_pcb index a6aeb5a..9bebe2c 100644 --- a/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_pcb +++ 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(net 137 "Net-(R44-Pad2)") + (net 101 "/GREEN") (pintype "passive") - (uuid "4748b70f-30c2-4d1b-8f3b-d1d84347033e") + (uuid "254adfe6-8d50-4433-b1b5-5d8514fa3c06") ) - (model "${KICAD8_3DMODEL_DIR}/Resistor_THT.3dshapes/R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal.wrl" + (model "${KICAD8_3DMODEL_DIR}/Resistor_THT.3dshapes/R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal.wrl" (offset (xyz 0 0 0) ) @@ -5047,7 +5091,7 @@ (property ki_fp_filters "C_*") (path "/e347d65c-9946-42d4-971d-2a0a6efb6a10") (sheetname "Root") - (sheetfile "Sentinel 65X - Prototype 4.kicad_sch") + (sheetfile "Prototype 4 (PTH).kicad_sch") (attr through_hole) (fp_line (start 4.77 -1.07) @@ -5299,7 +5343,7 @@ (property ki_fp_filters "SD*") (path "/49859b27-cc59-498d-bec1-af0673d92a5f") (sheetname "Root") - (sheetfile "Sentinel 65X - Prototype 4.kicad_sch") + (sheetfile "Prototype 4 (PTH).kicad_sch") (attr smd) (fp_line (start -14.2 -15.45) @@ -6103,7 +6147,7 @@ (property ki_fp_filters "BarrelJack*") (path 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(offset + (xyz 0 0 0) + ) + (scale + (xyz 1 1 1) + ) + (rotate + (xyz 0 0 0) + ) + ) + ) (footprint "Symbol:KiCad-Logo2_8mm_SilkScreen" (layer "F.Cu") (uuid "57c074b2-ee6c-489e-817f-046eddc711e2") @@ -12411,7 +12730,7 @@ (property ki_fp_filters "LED* LED_SMD:* LED_THT:*") (path "/f3953b65-5278-4752-9725-215514ab477f") (sheetname "Root") - (sheetfile "Sentinel 65X - Prototype 4.kicad_sch") + (sheetfile "Prototype 4 (PTH).kicad_sch") (attr through_hole exclude_from_bom) (fp_line (start -0.29 -1.236) @@ -12583,16 +12902,16 @@ ) ) ) - (footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (footprint "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (layer "F.Cu") (uuid "5c0545bf-c31c-46e7-ba44-b8b888c8bd33") - (at 221.023531 213.721827 -90) - (descr "Resistor, Axial_DIN0204 series, Axial, Horizontal, pin pitch=5.08mm, 0.167W, length*diameter=3.6*1.6mm^2, http://cdn-reichelt.de/documents/datenblatt/B400/1_4W%23YAG.pdf") - (tags "Resistor Axial_DIN0204 series Axial Horizontal pin pitch 5.08mm 0.167W length 3.6mm diameter 1.6mm") + (at 221.023531 211.181827 -90) + (descr "Resistor, Axial_DIN0204 series, Axial, Horizontal, pin pitch=7.62mm, 0.167W, length*diameter=3.6*1.6mm^2, http://cdn-reichelt.de/documents/datenblatt/B400/1_4W%23YAG.pdf") + (tags "Resistor Axial_DIN0204 series Axial Horizontal pin pitch 7.62mm 0.167W length 3.6mm diameter 1.6mm") (property "Reference" "R9" - (at 5.993418 1.709391 180) + (at 4.238478 1.991745 0) (layer "F.SilkS") - (uuid "dda388ba-8ec9-460b-9da0-af433501a7f3") + (uuid "a5bdb6f7-906e-464a-91a3-cb145d2934be") (effects (font (size 1 1) @@ -12601,9 +12920,9 @@ ) ) (property "Value" "1KΩ" - (at 2.54 1.92 90) + (at 3.81 1.92 -90) (layer "F.Fab") - (uuid "ad07bb28-0d12-44fc-81d2-4a2f6da71cc0") + (uuid "e9534e5c-8f75-4813-9e0c-97d20622b588") (effects (font (size 1 1) @@ -12611,12 +12930,12 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 0 0 -90) (unlocked yes) (layer "F.Fab") (hide yes) - (uuid "c132e72f-c306-4a3b-ae54-cfeb74357d63") + (uuid "ee7434ad-712f-4e66-b6d6-73acb541fff1") (effects (font (size 1.27 1.27) @@ -12628,7 +12947,7 @@ (unlocked yes) (layer "F.Fab") (hide yes) - (uuid "2efc1d19-cbf7-49fb-af56-7421de175b3f") + (uuid "ddc5c034-f473-4a15-8c9f-e8960b97a099") (effects (font (size 1.27 1.27) @@ -12640,7 +12959,7 @@ (unlocked yes) (layer "F.Fab") (hide yes) - (uuid "2cb19c2b-a228-4c84-8204-3f567019495d") + (uuid "46abf237-61bb-4c10-94a8-7f57fbd5ad8f") (effects (font (size 1.27 1.27) @@ -12650,47 +12969,87 @@ (property ki_fp_filters "R_*") (path "/0741da05-d4d3-42f3-a914-8b2773720877") (sheetname "Root") - (sheetfile "Sentinel 65X - Prototype 4.kicad_sch") + (sheetfile "Prototype 4 (PTH).kicad_sch") (attr through_hole) (fp_line - (start 0.62 0.92) - (end 4.46 0.92) + (start 1.89 0.92) + (end 5.73 0.92) (stroke (width 0.12) (type solid) ) 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51.710787) (xy 88.963901 51.7099) (xy 89.106409 51.707746) + (xy 89.109927 51.707693) (xy 89.1118 51.707679) (xy 244.09244 51.707679) ) ) ) @@ -126002,10 +128694,4 @@ "ac52b04c-8ede-4565-ab14-79374b427738" "bc9f7088-6b58-4313-90cf-7313ad3e8d97" ) ) - (group "" - (uuid "f80272fd-4aa0-4747-a7f2-607bcb4aa7c3") - (members "31b7000c-bb07-4603-ba9e-59f66541142c" "7ded2b36-38b0-4f9e-ad9f-eef4811ede1b" - "a931d322-f3af-4f1d-99bc-420fa3aa312f" "f484c7a6-ace5-42ae-b7c9-837158aa1972" - ) - ) ) \ No newline at end of file diff --git a/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_prl b/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_prl index 20cb130..abf3daa 100644 --- a/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_prl +++ b/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_prl @@ -1,6 +1,6 @@ { "board": { - "active_layer": 40, + "active_layer": 37, "active_layer_preset": "", "auto_track_width": true, "hidden_netclasses": [], diff --git a/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_sch b/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_sch index 93731e1..6f3ea4f 100644 --- a/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_sch +++ b/Prototype 4 (PTH)/Prototype 4 (PTH).kicad_sch @@ -3131,20 +3131,22 @@ (exclude_from_sim no) (in_bom yes) (on_board yes) - (property "Reference" "U" - (at 0 1.27 0) + (property "Reference" "U5" + (at -0.1268 1.0489 0) (effects (font (size 1.27 1.27) ) + (justify left) ) ) (property "Value" "Upduino_VERA" - (at -1.0679 -93.8781 90) + (at -1.1341 -100.3868 90) (effects (font (size 1.27 1.27) ) + (justify left) ) ) (property "Footprint" "Package_DIP:DIP-48_W17.76mm_Socket_LongPads" @@ -3713,7 +3715,7 @@ (pin output line (at 30.48 -43.18 180) (length 5.08) - (name "VSYNC" + (name "HSYNC" (effects (font (size 1.27 1.27) @@ -3731,7 +3733,7 @@ (pin output line (at 30.48 -40.64 180) (length 5.08) - (name "HSYNC" + (name "VSYNC" (effects (font (size 1.27 1.27) @@ -20547,7 +20549,7 @@ (uuid "28f0d173-17d9-4982-a557-e3993896cf21") ) (label "VSYNC" - (at 223.52 68.58 180) + (at 223.52 66.04 180) (fields_autoplaced yes) (effects (font @@ -22824,7 +22826,7 @@ (uuid "b5d092f9-a470-4c88-826d-b4d0798a9403") ) (label "HSYNC" - (at 223.52 66.04 180) + (at 223.52 68.58 180) (fields_autoplaced yes) (effects (font @@ -24231,74 +24233,6 @@ ) (uuid "ff19bbe0-5644-4c14-822f-acb51372f72b") ) - (symbol - (lib_id "Sentinel 65X V2:R") - (at 349.25 96.52 90) - (mirror x) - (unit 1) - (exclude_from_sim no) - (in_bom yes) - (on_board yes) - (dnp no) - (uuid "0117736a-41ab-4010-b09b-af6e269a84bf") - (property "Reference" "R55" - (at 349.25 93.98 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Value" "800Ω" - (at 349.25 99.06 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 349.25 94.742 90) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Datasheet" "~" - (at 349.25 96.52 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Description" "" - (at 349.25 96.52 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (pin "1" - (uuid "5fd749f5-60b1-423e-b887-01155d4ab56b") - ) - (pin "2" - (uuid "ae0a008f-3f24-416e-9dcc-6a9b8d2feee3") - ) - (instances - (project "Sentinel 65X - Prototype 4" - (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R55") - (unit 1) - ) - ) - ) - ) (symbol (lib_id "Sentinel 65X V2:R") (at 172.72 227.33 90) @@ -24326,7 +24260,7 @@ (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 172.72 225.552 90) (effects (font @@ -24360,7 +24294,7 @@ (uuid "90c6c60c-6c3b-46a5-aefe-150950dfcdc6") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R23") (unit 1) @@ -24368,6 +24302,74 @@ ) ) ) + (symbol + (lib_id "Sentinel 65X V2:R") + (at 374.65 69.85 0) + (mirror x) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "03eb1760-998a-46c6-8930-b2b3a1c203ac") + (property "Reference" "R45" + (at 372.11 69.85 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "800Ω" + (at 377.19 69.85 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 372.872 69.85 90) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 374.65 69.85 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "" + (at 374.65 69.85 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "9c43ab52-cc88-4223-9cda-bb67d9a59ce9") + ) + (pin "2" + (uuid "b0a14c7e-c458-427f-8c54-528f3f03eb78") + ) + (instances + (project "Prototype 4 (PTH)" + (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" + (reference "R45") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "power:+3.3V") (at 342.9 243.84 0) @@ -24425,7 +24427,7 @@ (uuid "bc5f06d1-047b-44e0-b429-4ae8a6460286") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR064") (unit 1) @@ -24490,7 +24492,7 @@ (uuid "f9d9eb55-3258-4fc1-8e3b-43d2c19d4f9f") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR087") (unit 1) @@ -24565,7 +24567,7 @@ (uuid "6d9b3267-c5de-4158-8593-7d9267fbd47b") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "H3") (unit 1) @@ -24632,7 +24634,7 @@ (uuid "ae3393d3-7134-4bde-ae15-0edd9784fb24") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "D4") (unit 1) @@ -24697,7 +24699,7 @@ (uuid "2513edbb-c441-431d-9b86-45ba416e091d") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR058") (unit 1) @@ -24762,7 +24764,7 @@ (uuid "fb56b17c-9697-47df-8cc8-f6eeafc223ba") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR059") (unit 1) @@ -24796,7 +24798,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 31.75 158.242 90) (effects (font @@ -24830,7 +24832,7 @@ (uuid "55cbe32c-2410-46f9-b0cf-5f629f164eb4") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R9") (unit 1) @@ -24864,7 +24866,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 372.872 34.29 90) (effects (font @@ -24898,7 +24900,7 @@ (uuid "44befee7-fd0b-46ff-b712-1329358214e0") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R33") (unit 1) @@ -24963,7 +24965,7 @@ (uuid "9537d9f1-9232-4b84-85ea-34c22bc63dfb") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR083") (unit 1) @@ -25046,7 +25048,7 @@ (uuid "be6ae454-5d0f-4ca9-a618-8d9c45ad17e2") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR09") (unit 1) @@ -25098,7 +25100,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 349.25 23.622 90) (effects (font @@ -25132,7 +25134,7 @@ (uuid "758a9a68-eae4-4be2-a272-e54bf42e15d8") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R30") (unit 1) @@ -25201,7 +25203,7 @@ (uuid "91315ce4-1337-47fb-8a1b-78da7756da1d") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C1") (unit 1) @@ -25266,7 +25268,7 @@ (uuid "6f59c3f7-5bbf-4f4b-9cb5-9a4195e1c43d") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR031") (unit 1) @@ -25274,6 +25276,142 @@ ) ) ) + (symbol + (lib_id "Sentinel 65X V2:R") + (at 374.65 105.41 0) + (mirror x) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "17e3700c-aaa2-49ed-a8b2-5dce0e9bf2a4") + (property "Reference" "R60" + (at 372.11 105.41 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "800Ω" + (at 377.19 105.41 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 372.872 105.41 90) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 374.65 105.41 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "" + (at 374.65 105.41 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "59828cbf-d491-467d-8d10-744d4c81e84e") + ) + (pin "2" + (uuid "3a49ac90-f044-46d1-9ec3-e6ededd4297b") + ) + (instances + (project "Prototype 4 (PTH)" + (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" + (reference "R60") + (unit 1) + ) + ) + ) + ) + (symbol + (lib_id "Sentinel 65X V2:R") + (at 379.73 60.96 90) + (mirror x) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "1831d0ec-fc31-458a-b84d-76e3234bc63c") + (property "Reference" "R52" + (at 379.73 58.42 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "400Ω" + (at 379.73 63.5 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 379.73 59.182 90) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 379.73 60.96 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "" + (at 379.73 60.96 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "950655bb-b346-4c58-8bbc-58e73df57729") + ) + (pin "2" + (uuid "f9112ec3-3028-4383-b824-c1c4ba12ad31") + ) + (instances + (project "Prototype 4 (PTH)" + (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" + (reference "R52") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "Audio:GY-PCM5102") (at 311.15 127 0) @@ -25372,7 +25510,7 @@ (uuid "6b59e9b8-bfd9-433c-8290-1962452f0b64") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "U6") (unit 1) @@ -25452,7 +25590,7 @@ (uuid "17a432c7-cc72-4229-a582-c3ffe8bf0ef0") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R16") (unit 1) @@ -25460,6 +25598,74 @@ ) ) ) + (symbol + (lib_id "Sentinel 65X V2:R") + (at 369.57 96.52 90) + (mirror x) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "1954d55c-cf4d-428f-bdcd-3e8d18f71280") + (property "Reference" "R59" + (at 369.57 93.98 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "400Ω" + (at 369.57 99.06 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 369.57 94.742 90) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 369.57 96.52 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "" + (at 369.57 96.52 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "884200a4-05ec-457c-a59d-4fbdb1e861bd") + ) + (pin "2" + (uuid "419bed02-5604-41df-8640-c929cf0c0111") + ) + (instances + (project "Prototype 4 (PTH)" + (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" + (reference "R59") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "power:GND") (at 382.27 228.6 0) @@ -25517,7 +25723,7 @@ (uuid "b04f99e5-96cc-410a-bf3a-3e9e12d14b18") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR075") (unit 1) @@ -25582,7 +25788,7 @@ (uuid "f68ccec1-bb02-4ed3-8b22-51a10a985430") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR024") (unit 1) @@ -25665,7 +25871,7 @@ (uuid "d1a9169a-b3d7-40dc-a352-26633142685b") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR090") (unit 1) @@ -25730,7 +25936,7 @@ (uuid "792cd42b-ffd4-49f4-98c1-5bb62b770ea4") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR030") (unit 1) @@ -25813,7 +26019,7 @@ (uuid "6c29121c-f057-4b3b-93d6-d6c1e74836ab") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR082") (unit 1) @@ -25865,7 +26071,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 383.032 19.05 90) (effects (font @@ -25899,7 +26105,7 @@ (uuid "a57a424d-d686-4b29-b489-ef0122bb7eb3") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R38") (unit 1) @@ -25933,7 +26139,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 24.13 42.672 90) (effects (font @@ -25967,7 +26173,7 @@ (uuid "0bc89f4e-c7da-4362-8bc1-36f6e8cb7415") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R4") (unit 1) @@ -25975,142 +26181,6 @@ ) ) ) - (symbol - (lib_id "Sentinel 65X V2:R") - (at 354.33 105.41 0) - (mirror x) - (unit 1) - (exclude_from_sim no) - (in_bom yes) - (on_board yes) - (dnp no) - (uuid "22060522-75f3-4e29-80bb-0ba71ea4b929") - (property "Reference" "R56" - (at 351.79 105.41 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Value" "800Ω" - (at 356.87 105.41 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 352.552 105.41 90) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Datasheet" "~" - (at 354.33 105.41 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Description" "" - (at 354.33 105.41 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (pin "1" - (uuid "c77b4c99-02fa-481d-bbbc-6933b54ad488") - ) - (pin "2" - (uuid "37b8f122-c98d-4bcb-81bd-6a0283d92836") - ) - (instances - (project "Sentinel 65X - Prototype 4" - (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R56") - (unit 1) - ) - ) - ) - ) - (symbol - (lib_id "Sentinel 65X V2:R") - (at 384.81 54.61 0) - (mirror x) - (unit 1) - (exclude_from_sim no) - (in_bom yes) - (on_board yes) - (dnp no) - (uuid "22cea5a5-a853-415b-9a5c-608573514afb") - (property "Reference" "R53" - (at 382.27 54.61 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Value" "200Ω" - (at 387.35 54.61 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 383.032 54.61 90) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Datasheet" "~" - (at 384.81 54.61 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Description" "" - (at 384.81 54.61 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (pin "1" - (uuid "10a7bd69-c9fb-4092-9eb0-78d19a932986") - ) - (pin "2" - (uuid "8365b728-d436-4096-af25-39f876927238") - ) - (instances - (project "Sentinel 65X - Prototype 4" - (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R53") - (unit 1) - ) - ) - ) - ) (symbol (lib_id "power:GND") (at 120.65 113.03 0) @@ -26168,7 +26238,7 @@ (uuid "32fd1c62-852e-4ac9-b16f-7c21501d489a") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR028") (unit 1) @@ -26196,16 +26266,16 @@ ) (symbol (lib_id "Sentinel 65X V2:R") - (at 349.25 60.96 90) + (at 349.25 96.52 90) (mirror x) (unit 1) (exclude_from_sim no) (in_bom yes) (on_board yes) (dnp no) - (uuid "241e7e9e-4407-4d15-a4cc-3fed7987545b") - (property "Reference" "R40" - (at 349.25 58.42 90) + (uuid "2423784e-d3fa-4a09-adc8-56aa42410d28") + (property "Reference" "R55" + (at 349.25 93.98 90) (effects (font (size 1.27 1.27) @@ -26213,15 +26283,15 @@ ) ) (property "Value" "800Ω" - (at 349.25 63.5 90) + (at 349.25 99.06 90) (effects (font (size 1.27 1.27) ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 349.25 59.182 90) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 349.25 94.742 90) (effects (font (size 1.27 1.27) @@ -26230,7 +26300,7 @@ ) ) (property "Datasheet" "~" - (at 349.25 60.96 0) + (at 349.25 96.52 0) (effects (font (size 1.27 1.27) @@ -26239,7 +26309,7 @@ ) ) (property "Description" "" - (at 349.25 60.96 0) + (at 349.25 96.52 0) (effects (font (size 1.27 1.27) @@ -26248,83 +26318,15 @@ ) ) (pin "1" - (uuid "e7396c3c-b640-4485-a6d1-3e5925d9b7b1") + (uuid "2427468c-444b-447e-b301-f320dfebfa3e") ) (pin "2" - (uuid "042ce9ab-e2ec-438c-b65f-6d031c0ff907") + (uuid "ee8f14c1-a7e2-4a50-8087-99fe4b74e46f") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R40") - (unit 1) - ) - ) - ) - ) - (symbol - (lib_id "Sentinel 65X V2:R") - (at 359.41 96.52 90) - (mirror x) - (unit 1) - (exclude_from_sim no) - (in_bom yes) - (on_board yes) - (dnp no) - (uuid "2479a8f7-571f-48c2-81fa-a58aa4efa51b") - (property "Reference" "R57" - (at 359.41 93.98 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Value" "400Ω" - (at 359.41 99.06 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 359.41 94.742 90) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Datasheet" "~" - (at 359.41 96.52 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Description" "" - (at 359.41 96.52 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (pin "1" - (uuid "51b28cd6-9911-4405-b22a-4c80b75b1d13") - ) - (pin "2" - (uuid "d5f7c90d-fbf4-4029-bd3f-617f63aca0df") - ) - (instances - (project "Sentinel 65X - Prototype 4" - (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R57") + (reference "R55") (unit 1) ) ) @@ -26387,7 +26389,7 @@ (uuid "62ad170a-e75f-428a-b895-ba77547ca718") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR079") (unit 1) @@ -26452,7 +26454,7 @@ (uuid "3acbbff3-4447-4ff5-a9a2-451ed6b3f0e1") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR047") (unit 1) @@ -26523,7 +26525,7 @@ (uuid "0a44f88b-bbb0-4950-8d71-e6d21b23ace0") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR016") (unit 1) @@ -26531,6 +26533,74 @@ ) ) ) + (symbol + (lib_id "Sentinel 65X V2:R") + (at 369.57 60.96 90) + (mirror x) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "2867ec61-18e1-4ead-b8e4-32bba28488d1") + (property "Reference" "R44" + (at 369.57 58.42 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "400Ω" + (at 369.57 63.5 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 369.57 59.182 90) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 369.57 60.96 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "" + (at 369.57 60.96 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "68cc90d3-25cc-4f54-827a-261db97b0d32") + ) + (pin "2" + (uuid "621f4e42-acc4-49d7-9a02-151eb6f9f994") + ) + (instances + (project "Prototype 4 (PTH)" + (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" + (reference "R44") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "Sentinel 65X V2:R") (at 172.72 242.57 90) @@ -26558,7 +26628,7 @@ (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 172.72 240.792 90) (effects (font @@ -26592,7 +26662,7 @@ (uuid "5fe1c53a-a7a8-49d0-b409-4d07e37f48d6") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R29") (unit 1) @@ -26657,7 +26727,7 @@ (uuid "43581aed-2a1c-4aa6-a613-ffce83300444") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR086") (unit 1) @@ -26740,7 +26810,7 @@ (uuid "10990253-b0bf-4839-be49-f0c415cb50d3") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR020") (unit 1) @@ -26750,32 +26820,32 @@ ) (symbol (lib_id "Sentinel 65X V2:R") - (at 384.81 105.41 0) + (at 384.81 90.17 0) (mirror x) (unit 1) (exclude_from_sim no) (in_bom yes) (on_board yes) (dnp no) - (uuid "2fcbfc4a-60fb-4cdb-99b4-48467b74bc86") - (property "Reference" "R63" - (at 382.27 105.41 90) + (uuid "310f5f33-7e4f-4ff1-892f-c3a80b5965e7") + (property "Reference" "R62" + (at 382.27 90.17 90) (effects (font (size 1.27 1.27) ) ) ) - (property "Value" "800Ω" - (at 387.35 105.41 90) + (property "Value" "200Ω" + (at 387.35 90.17 90) (effects (font (size 1.27 1.27) ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 383.032 105.41 90) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 383.032 90.17 90) (effects (font (size 1.27 1.27) @@ -26784,7 +26854,7 @@ ) ) (property "Datasheet" "~" - (at 384.81 105.41 0) + (at 384.81 90.17 0) (effects (font (size 1.27 1.27) @@ -26793,7 +26863,7 @@ ) ) (property "Description" "" - (at 384.81 105.41 0) + (at 384.81 90.17 0) (effects (font (size 1.27 1.27) @@ -26802,15 +26872,15 @@ ) ) (pin "1" - (uuid "00c2c1cb-c625-428a-ad2c-bd216c76b4ca") + (uuid "cff4b3b5-4ba6-44b4-b12e-b7f0e6966337") ) (pin "2" - (uuid "0b131396-0f8b-4702-bf79-e4adcdba0861") + (uuid "7512a033-a1d6-44f7-8850-c30d3ae9ebf1") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R63") + (reference "R62") (unit 1) ) ) @@ -26873,7 +26943,7 @@ (uuid "988d0d6d-68b8-4077-ad22-5ea77d8a6b5e") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR03") (unit 1) @@ -26960,7 +27030,7 @@ (uuid "c90ef12c-df7f-479e-9e1b-52a080efc021") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C5") (unit 1) @@ -27273,7 +27343,7 @@ (uuid "4f247585-1cd3-4b96-9de5-b73249f6e88a") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "U1") (unit 2) @@ -27308,7 +27378,7 @@ (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 88.9 206.502 90) (effects (font @@ -27342,7 +27412,7 @@ (uuid "6324e8de-7050-4d4e-9b7d-724755d8db50") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R21") (unit 1) @@ -27412,7 +27482,7 @@ (uuid "25f3206f-3b95-469f-8555-e1d8e7120913") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C10") (unit 1) @@ -27479,7 +27549,7 @@ (uuid "e4fbfcd4-f92a-44d9-866d-a3eee48ade88") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "D2") (unit 1) @@ -27549,7 +27619,7 @@ (uuid "4f4a2457-426b-4f1c-97d0-53573b02f5cb") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "J8") (unit 1) @@ -27622,7 +27692,7 @@ (uuid "e9f5e893-c835-44ae-b118-cb340c5ee0da") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "SW3") (unit 1) @@ -27699,7 +27769,7 @@ (uuid "65dc8eba-a7f3-4459-a0ce-e7f6bd5f9d9e") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR032") (unit 1) @@ -27768,7 +27838,7 @@ (uuid "85e42aef-c215-409d-91c5-61449b0957d6") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "H7") (unit 1) @@ -27776,74 +27846,6 @@ ) ) ) - (symbol - (lib_id "Sentinel 65X V2:R") - (at 369.57 60.96 90) - (mirror x) - (unit 1) - (exclude_from_sim no) - (in_bom yes) - (on_board yes) - (dnp no) - (uuid "418fef47-11b6-4c5f-9f77-ab4af8b7fa6a") - (property "Reference" "R44" - (at 369.57 58.42 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Value" "400Ω" - (at 369.57 63.5 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 369.57 59.182 90) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Datasheet" "~" - (at 369.57 60.96 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Description" "" - (at 369.57 60.96 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (pin "1" - (uuid "4488a0a8-38cd-419c-a739-d9c39b36d2ec") - ) - (pin "2" - (uuid "e9c299ba-5bf8-458e-a59f-6393288ffe89") - ) - (instances - (project "Sentinel 65X - Prototype 4" - (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R44") - (unit 1) - ) - ) - ) - ) (symbol (lib_id "power:GND") (at 29.21 111.76 0) @@ -27901,7 +27903,7 @@ (uuid "a77a937e-016b-4b62-a9a6-09ca4f643f3a") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR011") (unit 1) @@ -27971,7 +27973,7 @@ (uuid "5b50d440-d719-4091-9bf1-d151bc850a00") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C19") (unit 1) @@ -28036,7 +28038,7 @@ (uuid "fa165f1a-d525-47bd-9485-90486d0a18b0") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR046") (unit 1) @@ -28050,6 +28052,74 @@ ) ) ) + (symbol + (lib_id "Sentinel 65X V2:R") + (at 364.49 69.85 0) + (mirror x) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "447dde1e-9d23-4e2f-a04b-d5dc58b552ba") + (property "Reference" "R43" + (at 361.95 69.85 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "800Ω" + (at 367.03 69.85 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 362.712 69.85 90) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 364.49 69.85 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "" + (at 364.49 69.85 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "3fc80a27-72da-42dc-b435-3645904380f7") + ) + (pin "2" + (uuid "57802d1a-5d55-4061-b8d7-f0ee9ec1fa98") + ) + (instances + (project "Prototype 4 (PTH)" + (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" + (reference "R43") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "PCM_4ms_Power-symbol:GND") (at 293.37 156.21 0) @@ -28107,7 +28177,7 @@ (uuid "7e9bbc67-aaf8-48ae-9ddd-cd7d77598570") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR076") (unit 1) @@ -28361,7 +28431,7 @@ (uuid "56066502-918b-415e-a389-4d7d75650a57") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "J10") (unit 1) @@ -28393,6 +28463,74 @@ ) ) ) + (symbol + (lib_id "Sentinel 65X V2:R") + (at 354.33 105.41 0) + (mirror x) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "47012f50-7e47-4fb4-b23c-d8859a97de89") + (property "Reference" "R56" + (at 351.79 105.41 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "800Ω" + (at 356.87 105.41 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 352.552 105.41 90) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 354.33 105.41 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "" + (at 354.33 105.41 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "0c7aebce-9cf0-4124-a7de-be72a3614158") + ) + (pin "2" + (uuid "af47bda3-ab2b-4959-99fb-77ce60cf467a") + ) + (instances + (project "Prototype 4 (PTH)" + (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" + (reference "R56") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "Mechanical:MountingHole_Pad") (at 314.96 199.39 0) @@ -28454,7 +28592,7 @@ (uuid "5833f616-1e0f-40df-91bb-4cc75b4132d7") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "H6") (unit 1) @@ -28519,7 +28657,7 @@ (uuid "7fe460c3-5af0-405b-b467-b00d12ba7181") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR080") (unit 1) @@ -28584,7 +28722,7 @@ (uuid "aa867abf-1e08-4d42-abbe-372154c60943") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR029") (unit 1) @@ -28667,7 +28805,7 @@ (uuid "cf2f170b-ac3d-4b18-93cd-a1e2b9233ffe") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR07") (unit 1) @@ -28750,7 +28888,7 @@ (uuid "95323196-a989-48ab-aa93-bef9333e06ba") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR023") (unit 1) @@ -28869,7 +29007,7 @@ (uuid "26a95d72-893d-4e90-bdff-f95412faa853") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "J11") (unit 1) @@ -28904,7 +29042,7 @@ (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 172.72 233.172 90) (effects (font @@ -28938,7 +29076,7 @@ (uuid "9461cba0-69ba-4824-b0d2-8510888a1460") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R26") (unit 1) @@ -28972,7 +29110,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 172.72 238.252 90) (effects (font @@ -29006,7 +29144,7 @@ (uuid "9cf9ccbe-9a5d-46ac-8e65-ff13dbed41d6") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R28") (unit 1) @@ -29071,7 +29209,7 @@ (uuid "cf602118-3263-43be-ac68-f32c9756d96e") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR081") (unit 1) @@ -29124,7 +29262,7 @@ (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 172.72 228.092 90) (effects (font @@ -29158,7 +29296,7 @@ (uuid "66772a9e-e244-49e6-8cab-4c0830316232") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R24") (unit 1) @@ -29166,6 +29304,74 @@ ) ) ) + (symbol + (lib_id "Sentinel 65X V2:R") + (at 364.49 105.41 0) + (mirror x) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "4d589a95-6b0d-4575-9800-af63300fc99d") + (property "Reference" "R58" + (at 361.95 105.41 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "800Ω" + (at 367.03 105.41 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 362.712 105.41 90) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 364.49 105.41 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "" + (at 364.49 105.41 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "b8aaaf6d-f939-4ca9-9a96-6f3a900625e8") + ) + (pin "2" + (uuid "35d54b97-cb96-4beb-84ee-f148843a1cd3") + ) + (instances + (project "Prototype 4 (PTH)" + (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" + (reference "R58") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "Logic_Programmable:ATF22LV10C") (at 128.27 214.63 0) @@ -29293,7 +29499,7 @@ (uuid "aaa11141-cc9b-4f24-a441-8d310395c91f") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "U7") (unit 1) @@ -29358,7 +29564,7 @@ (uuid "a5df8340-d52b-405e-b27b-39acdf02287d") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR033") (unit 1) @@ -29445,7 +29651,7 @@ (uuid "82f8d13c-55a0-4f31-bd96-4512a764d67a") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "H4") (unit 1) @@ -29510,7 +29716,7 @@ (uuid "cd210eb0-9daa-40ad-83c0-674f842869bc") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR021") (unit 1) @@ -29600,7 +29806,7 @@ (uuid "29b7f6f3-7cbb-4b24-9dea-2e34ae288305") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "J2") (unit 1) @@ -29671,7 +29877,7 @@ (uuid "17008637-1f1f-4783-b46c-479ababfa361") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR035") (unit 1) @@ -29725,7 +29931,7 @@ (justify left) ) ) - (property "Footprint" "Capacitor_THT:C_Disc_D3.4mm_W2.1mm_P2.50mm" + (property "Footprint" "Capacitor_THT:C_Disc_D4.3mm_W1.9mm_P5.00mm" (at 298.7548 254 0) (effects (font @@ -29759,7 +29965,7 @@ (uuid "f3b9ae30-2da7-4feb-b75f-3eb59648a2b2") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C17") (unit 1) @@ -29794,7 +30000,7 @@ (justify left) ) ) - (property "Footprint" "Capacitor_THT:C_Disc_D3.4mm_W2.1mm_P2.50mm" + (property "Footprint" "Capacitor_THT:C_Disc_D4.3mm_W1.9mm_P5.00mm" (at 233.3752 254 0) (effects (font @@ -29828,7 +30034,7 @@ (uuid "5885d3f0-5410-49e9-a83f-7f7afa95ae67") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C11") (unit 1) @@ -29895,7 +30101,7 @@ (uuid "4a6f442b-116a-4131-91dd-f8bf1db366d0") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#FLG02") (unit 1) @@ -29903,6 +30109,74 @@ ) ) ) + (symbol + (lib_id "Sentinel 65X V2:R") + (at 384.81 54.61 0) + (mirror x) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "5992929f-7d20-47b5-a97c-a103a7317323") + (property "Reference" "R53" + (at 382.27 54.61 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "200Ω" + (at 387.35 54.61 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 383.032 54.61 90) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 384.81 54.61 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "" + (at 384.81 54.61 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "427913ca-8299-4ee3-9bf9-f1969ca94858") + ) + (pin "2" + (uuid "2f827cb7-311b-4049-b6d6-31035e58427f") + ) + (instances + (project "Prototype 4 (PTH)" + (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" + (reference "R53") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "Western Design Center:W65C265S8PLG-8") (at 29.21 87.63 0) @@ -30210,7 +30484,7 @@ (uuid "cb5c16dc-0dd0-4b08-94fb-500cd71b2e15") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "U1") (unit 4) @@ -30244,7 +30518,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 24.13 29.972 90) (effects (font @@ -30278,7 +30552,7 @@ (uuid "c91fb614-4ae2-4c36-a96a-490c4ea680e3") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R3") (unit 1) @@ -30343,7 +30617,7 @@ (uuid "8906cc6f-84a2-4b10-9838-23c29edab461") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR010") (unit 1) @@ -30408,7 +30682,7 @@ (uuid "e26f7ac0-f78f-4f0c-9a6d-db7357f38213") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR049") (unit 1) @@ -30491,7 +30765,7 @@ (uuid "6dc30cf1-3ac4-4877-8238-64b2f2c6af66") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR061") (unit 1) @@ -30580,7 +30854,7 @@ (uuid "447235d6-f0bc-46e8-b2b0-8deadee44076") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR050") (unit 1) @@ -30670,7 +30944,7 @@ (uuid "d72239bc-2aa3-44a3-a252-aef009b6f99a") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "J4") (unit 1) @@ -30702,9 +30976,10 @@ (font (size 1.27 1.27) ) + (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 88.9 45.212 90) (effects (font @@ -30738,7 +31013,7 @@ (uuid "ee89e8e2-8a6f-41e8-bbf8-c9c039db943f") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R11") (unit 1) @@ -30772,7 +31047,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 417.322 156.21 90) (effects (font @@ -30806,7 +31081,7 @@ (uuid "63256c71-7750-4f8a-93d0-e4b7cafbc69a") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R64") (unit 1) @@ -30875,7 +31150,7 @@ (uuid "623a69a6-f072-43c4-849b-85500a71e461") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "H8") (unit 1) @@ -30910,7 +31185,7 @@ (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 88.9 173.482 90) (effects (font @@ -30944,7 +31219,7 @@ (uuid "42036edb-f3c4-44f6-8ada-1d3b8ec3e583") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R19") (unit 1) @@ -30978,7 +31253,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 88.9 221.742 90) (effects (font @@ -31012,7 +31287,7 @@ (uuid "6da7327c-b89f-4e09-b0e2-fd1aaebbb242") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R65") (unit 1) @@ -31047,7 +31322,7 @@ (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 172.72 235.712 90) (effects (font @@ -31081,7 +31356,7 @@ (uuid "9dd2a00c-7c45-41bf-aeb6-05d83beade1b") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R27") (unit 1) @@ -31146,7 +31421,7 @@ (uuid "a9e91109-c492-4e59-9fde-061b7716604b") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR069") (unit 1) @@ -31211,7 +31486,7 @@ (uuid "8f1505b8-752d-498f-9cc6-e743c8964655") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR041") (unit 1) @@ -31278,7 +31553,7 @@ (uuid "1ed7d2d7-6107-4020-bf86-37cb2f895a58") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "SW2") (unit 1) @@ -31355,7 +31630,7 @@ (uuid "90d54c64-bfbc-4ef1-92ef-e986c1ea8e2a") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR052") (unit 1) @@ -31438,7 +31713,7 @@ (uuid "f27a4320-5fb0-485f-bf95-36974e53598d") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR08") (unit 1) @@ -31488,9 +31763,10 @@ (font (size 1.27 1.27) ) + (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 88.9 176.022 90) (effects (font @@ -31524,7 +31800,7 @@ (uuid "1119410e-1035-4545-a67c-6d3d998cd14e") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R20") (unit 1) @@ -31589,7 +31865,7 @@ (uuid "ac519a1f-ce84-40b8-a924-2f08f3efbf06") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR053") (unit 1) @@ -31624,7 +31900,7 @@ (justify left) ) ) - (property "Footprint" "Capacitor_THT:C_Disc_D3.4mm_W2.1mm_P2.50mm" + (property "Footprint" "Capacitor_THT:C_Disc_D4.3mm_W1.9mm_P5.00mm" (at 265.1252 254 0) (effects (font @@ -31658,7 +31934,7 @@ (uuid "d1e35f4f-22d8-4722-b0c4-37bdeaefd52e") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C14") (unit 1) @@ -31693,7 +31969,7 @@ (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 370.84 139.192 90) (effects (font @@ -31727,7 +32003,7 @@ (uuid "18e4df10-134c-48ce-ae71-9caec0c511cb") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R46") (unit 1) @@ -31796,7 +32072,7 @@ (uuid "6c6bbcbf-941d-4ba1-8ab9-69e1e087a77a") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C16") (unit 1) @@ -31865,7 +32141,7 @@ (uuid "9585e13a-35e4-4f33-bb8c-a1cb124c77a7") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C8") (unit 1) @@ -31930,7 +32206,7 @@ (uuid "36a803a0-deee-40a7-a3cb-53e76b3072f2") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR063") (unit 1) @@ -32019,7 +32295,7 @@ (uuid "7f5b819b-feb6-425d-9c0c-958102c8169f") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR084") (unit 1) @@ -32196,7 +32472,7 @@ (uuid "8abafc59-828c-482a-9b42-15459c079444") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "U2") (unit 1) @@ -32268,7 +32544,7 @@ (uuid "cab76e49-3fc8-4234-8c98-74cd3066c33e") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "J3") (unit 1) @@ -32302,7 +32578,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 379.73 23.622 90) (effects (font @@ -32336,7 +32612,7 @@ (uuid "fc4704cc-647e-4717-9832-43519b5854f9") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R37") (unit 1) @@ -32370,7 +32646,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 370.84 151.892 90) (effects (font @@ -32404,7 +32680,7 @@ (uuid "e9a38fa9-a7e3-46a2-a7cb-3c86fc4fbb32") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R51") (unit 1) @@ -32473,7 +32749,7 @@ (uuid "966a60be-39a2-4b75-9ccc-b018b477d8fe") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C4") (unit 1) @@ -32508,7 +32784,7 @@ (justify left) ) ) - (property "Footprint" "Capacitor_THT:C_Disc_D3.4mm_W2.1mm_P2.50mm" + (property "Footprint" "Capacitor_THT:C_Disc_D4.3mm_W1.9mm_P5.00mm" (at 333.7052 254 0) (effects (font @@ -32542,7 +32818,7 @@ (uuid "2a226220-3c8a-4a17-abc2-11d545dd1d20") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C18") (unit 1) @@ -32577,7 +32853,7 @@ (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 172.72 230.632 90) (effects (font @@ -32611,7 +32887,7 @@ (uuid "4b2d1b07-d492-4b59-8921-1fc5190eb447") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R25") (unit 1) @@ -32676,7 +32952,7 @@ (uuid "7bbd818f-bac2-4b63-aa02-ea6ddc341810") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR042") (unit 1) @@ -32759,7 +33035,7 @@ (uuid "1d166cfd-5448-422c-8b1e-bdd410f7085b") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR067") (unit 1) @@ -32767,6 +33043,74 @@ ) ) ) + (symbol + (lib_id "Sentinel 65X V2:R") + (at 379.73 96.52 90) + (mirror x) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "79f6c86f-8939-4aa2-9cea-33c71a4e5ee3") + (property "Reference" "R61" + (at 379.73 93.98 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "400Ω" + (at 379.73 99.06 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 379.73 94.742 90) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 379.73 96.52 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "" + (at 379.73 96.52 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "1b9c09a3-b5b5-4ebd-9fe1-c67a86ad3431") + ) + (pin "2" + (uuid "43e9995e-e412-4562-af1c-560f9bce32e4") + ) + (instances + (project "Prototype 4 (PTH)" + (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" + (reference "R61") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "Device:C") (at 120.65 109.22 0) @@ -32828,7 +33172,7 @@ (uuid "c5b1455a-b131-473a-b14a-744ee77cd395") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C7") (unit 1) @@ -32893,7 +33237,7 @@ (uuid "4733a360-97b2-466a-9b30-31768919d256") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR06") (unit 1) @@ -32958,7 +33302,7 @@ (uuid "7a0ef3f7-bb44-4c4a-8e26-4498de996f76") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR02") (unit 1) @@ -32966,74 +33310,6 @@ ) ) ) - (symbol - (lib_id "Sentinel 65X V2:R") - (at 379.73 60.96 90) - (mirror x) - (unit 1) - (exclude_from_sim no) - (in_bom yes) - (on_board yes) - (dnp no) - (uuid "7d3441f1-7ee1-4da4-ac98-6728fe530ef4") - (property "Reference" "R52" - (at 379.73 58.42 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Value" "400Ω" - (at 379.73 63.5 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 379.73 59.182 90) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Datasheet" "~" - (at 379.73 60.96 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Description" "" - (at 379.73 60.96 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (pin "1" - (uuid "b05087b6-94d6-4766-8cea-7ee2e2ec8bcd") - ) - (pin "2" - (uuid "92dedf5c-b77e-47d5-bd44-fe86c775ba4b") - ) - (instances - (project "Sentinel 65X - Prototype 4" - (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R52") - (unit 1) - ) - ) - ) - ) (symbol (lib_id "Device:C") (at 213.36 160.02 0) @@ -33061,7 +33337,7 @@ (justify left) ) ) - (property "Footprint" "Capacitor_THT:C_Disc_D3.4mm_W2.1mm_P2.50mm" + (property "Footprint" "Capacitor_THT:C_Disc_D4.3mm_W1.9mm_P5.00mm" (at 214.3252 163.83 0) (effects (font @@ -33095,7 +33371,7 @@ (uuid "70ae4631-9a31-4288-b409-61101ef32ec0") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C21") (unit 1) @@ -33130,7 +33406,7 @@ (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 370.84 149.352 90) (effects (font @@ -33164,7 +33440,7 @@ (uuid "f9514007-7bde-4b9a-922f-90b8e3917150") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R50") (unit 1) @@ -33229,7 +33505,7 @@ (uuid "bc50be67-ec7c-4cdf-9576-6b2356ee1ac1") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR026") (unit 1) @@ -33294,7 +33570,7 @@ (uuid "13da7b6c-a511-4263-a45a-0a0d9caf608a") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR015") (unit 1) @@ -33607,7 +33883,7 @@ (uuid "ad327522-ae01-4468-bf7b-e238f989d4dd") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "U1") (unit 1) @@ -33615,74 +33891,6 @@ ) ) ) - (symbol - (lib_id "Sentinel 65X V2:R") - (at 374.65 69.85 0) - (mirror x) - (unit 1) - (exclude_from_sim no) - (in_bom yes) - (on_board yes) - (dnp no) - (uuid "831609d0-5401-4a45-9991-de124c6151b0") - (property "Reference" "R45" - (at 372.11 69.85 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Value" "800Ω" - (at 377.19 69.85 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 372.872 69.85 90) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Datasheet" "~" - (at 374.65 69.85 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Description" "" - (at 374.65 69.85 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (pin "1" - (uuid "eeddef23-8ee7-4ca6-9bc4-f9b6986ef0c6") - ) - (pin "2" - (uuid "91cffab2-56f3-4c2a-bde9-7f1824f94861") - ) - (instances - (project "Sentinel 65X - Prototype 4" - (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R45") - (unit 1) - ) - ) - ) - ) (symbol (lib_id "power:GND") (at 378.46 15.24 0) @@ -33740,7 +33948,7 @@ (uuid "c2a60009-5298-43cd-b487-204f3998abc9") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR078") (unit 1) @@ -33816,7 +34024,7 @@ (uuid "0cd3d110-8e68-4e45-b1fa-1a12ba9ec85c") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "J14") (unit 1) @@ -33881,7 +34089,7 @@ (uuid "73d259f3-9867-4ce1-aeb0-242ea7312d56") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR057") (unit 1) @@ -33922,7 +34130,7 @@ (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 24.13 27.432 90) (effects (font @@ -33956,7 +34164,7 @@ (uuid "e236b8d9-adad-4829-9a82-7b65641df590") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R2") (unit 1) @@ -33988,9 +34196,10 @@ (font (size 1.27 1.27) ) + (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 88.9 165.862 90) (effects (font @@ -34024,7 +34233,7 @@ (uuid "49e301a7-5957-4c38-a0e9-49af33641200") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R18") (unit 1) @@ -34032,74 +34241,6 @@ ) ) ) - (symbol - (lib_id "Sentinel 65X V2:R") - (at 384.81 90.17 0) - (mirror x) - (unit 1) - (exclude_from_sim no) - (in_bom yes) - (on_board yes) - (dnp no) - (uuid "89b32583-9eb2-4f36-b503-7880a866c14f") - (property "Reference" "R62" - (at 382.27 90.17 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Value" "200Ω" - (at 387.35 90.17 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 383.032 90.17 90) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Datasheet" "~" - (at 384.81 90.17 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Description" "" - (at 384.81 90.17 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (pin "1" - (uuid "b2a13874-e9bc-4b71-90cf-2c7de30f31f8") - ) - (pin "2" - (uuid "a92c09c2-9b24-4e21-b8bc-72922010d263") - ) - (instances - (project "Sentinel 65X - Prototype 4" - (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R62") - (unit 1) - ) - ) - ) - ) (symbol (lib_id "power:+3.3V") (at 21.59 104.14 0) @@ -34157,7 +34298,7 @@ (uuid "35349c12-2656-48fd-973a-bc22d2febb47") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR04") (unit 1) @@ -34165,74 +34306,6 @@ ) ) ) - (symbol - (lib_id "Sentinel 65X V2:R") - (at 379.73 96.52 90) - (mirror x) - (unit 1) - (exclude_from_sim no) - (in_bom yes) - (on_board yes) - (dnp no) - (uuid "8c7eff0c-cd63-40ba-b991-75e8ad19f6a5") - (property "Reference" "R61" - (at 379.73 93.98 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Value" "400Ω" - (at 379.73 99.06 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 379.73 94.742 90) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Datasheet" "~" - (at 379.73 96.52 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Description" "" - (at 379.73 96.52 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (pin "1" - (uuid "a8e548f0-ba53-44f6-b9c3-39c3b160adbe") - ) - (pin "2" - (uuid "2b934f10-cea3-4a65-be76-3d7b275299d0") - ) - (instances - (project "Sentinel 65X - Prototype 4" - (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R61") - (unit 1) - ) - ) - ) - ) (symbol (lib_id "PCM_4ms_Power-symbol:GND") (at 265.43 177.8 0) @@ -34290,7 +34363,7 @@ (uuid "4c545c8a-5b75-49dd-9923-33016e9338fd") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR048") (unit 1) @@ -34361,7 +34434,7 @@ (uuid "2338f10b-3cf3-4822-b777-97ee80e46914") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR051") (unit 1) @@ -34444,7 +34517,7 @@ (uuid "de3edd09-a899-4f2c-9e5c-944681574058") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR012") (unit 1) @@ -34496,7 +34569,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 31.75 143.002 90) (effects (font @@ -34530,7 +34603,7 @@ (uuid "ea75df79-7b08-4e67-87a9-984631882824") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R7") (unit 1) @@ -34600,7 +34673,7 @@ (uuid "d18403cf-0404-47a0-83c6-1400cdd77f8c") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C15") (unit 1) @@ -34608,6 +34681,74 @@ ) ) ) + (symbol + (lib_id "Sentinel 65X V2:R") + (at 359.41 96.52 90) + (mirror x) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "930e7fa6-794a-4f03-bd06-1000ff99071e") + (property "Reference" "R57" + (at 359.41 93.98 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "400Ω" + (at 359.41 99.06 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 359.41 94.742 90) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 359.41 96.52 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "" + (at 359.41 96.52 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "94b6b4e0-53c8-4f53-a5b4-cf6dbdb21d82") + ) + (pin "2" + (uuid "cf77c5f3-2d6f-480b-95e2-15d9ee63a6c9") + ) + (instances + (project "Prototype 4 (PTH)" + (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" + (reference "R57") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "Sentinel 65X V2:R") (at 31.75 137.16 90) @@ -34634,7 +34775,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 31.75 135.382 90) (effects (font @@ -34668,7 +34809,7 @@ (uuid "5cc4c489-0773-4dbe-b4be-03ca93d950a1") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R6") (unit 1) @@ -34733,7 +34874,7 @@ (uuid "011a68f3-cba1-400c-99df-1f4c25c16436") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR088") (unit 1) @@ -34804,7 +34945,7 @@ (uuid "f54e834f-0ae9-4c00-8c5e-3b689b932bb2") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR054") (unit 1) @@ -34842,9 +34983,10 @@ (font (size 1.27 1.27) ) + (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 88.9 52.832 90) (effects (font @@ -34878,7 +35020,7 @@ (uuid "719877b0-d0c0-4dbe-9d1b-6574458ca6eb") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R14") (unit 1) @@ -34912,7 +35054,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 369.57 23.622 90) (effects (font @@ -34946,7 +35088,7 @@ (uuid "25ed134c-d73a-43d1-80fb-2130cfb10705") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R36") (unit 1) @@ -35011,7 +35153,7 @@ (uuid "169c321c-f445-40cf-8d74-2d24fe7a10c8") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR018") (unit 1) @@ -35051,7 +35193,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 24.13 22.352 90) (effects (font @@ -35085,7 +35227,7 @@ (uuid "5f2222c4-e9a5-4ee3-bae9-73ad555d8593") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R1") (unit 1) @@ -35150,7 +35292,7 @@ (uuid "36b96f86-0954-4516-a9c2-d8c906c2a016") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR062") (unit 1) @@ -35184,32 +35326,32 @@ ) (symbol (lib_id "Sentinel 65X V2:R") - (at 369.57 96.52 90) + (at 349.25 60.96 90) (mirror x) (unit 1) (exclude_from_sim no) (in_bom yes) (on_board yes) (dnp no) - (uuid "9b9db05f-a32b-4854-bb15-6a4d5fe874c9") - (property "Reference" "R59" - (at 369.57 93.98 90) + (uuid "9b177c62-c52c-4587-af77-49d5f1bfdb3d") + (property "Reference" "R40" + (at 349.25 58.42 90) (effects (font (size 1.27 1.27) ) ) ) - (property "Value" "400Ω" - (at 369.57 99.06 90) + (property "Value" "800Ω" + (at 349.25 63.5 90) (effects (font (size 1.27 1.27) ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 369.57 94.742 90) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 349.25 59.182 90) (effects (font (size 1.27 1.27) @@ -35218,7 +35360,7 @@ ) ) (property "Datasheet" "~" - (at 369.57 96.52 0) + (at 349.25 60.96 0) (effects (font (size 1.27 1.27) @@ -35227,7 +35369,7 @@ ) ) (property "Description" "" - (at 369.57 96.52 0) + (at 349.25 60.96 0) (effects (font (size 1.27 1.27) @@ -35236,15 +35378,15 @@ ) ) (pin "1" - (uuid "bcab1853-6354-49d2-af66-ac9b92084094") + (uuid "94f98b07-7241-493c-99c8-9307f243d375") ) (pin "2" - (uuid "35abe771-5b40-4742-85bd-c5a459c3dd13") + (uuid "1a94589b-fcb8-4121-a2fb-bb57bc086da8") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R59") + (reference "R40") (unit 1) ) ) @@ -35312,7 +35454,7 @@ (uuid "24726af7-dc48-47a8-b052-f1cefc670cb4") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "J7") (unit 1) @@ -35350,9 +35492,10 @@ (font (size 1.27 1.27) ) + (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 88.9 55.372 90) (effects (font @@ -35386,7 +35529,7 @@ (uuid "34ee1fb5-49e9-4bb5-a04d-edcee8499198") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R15") (unit 1) @@ -35455,7 +35598,7 @@ (uuid "c7d4e265-ee0d-4288-b06a-559e53a0684f") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C3") (unit 1) @@ -35709,7 +35852,7 @@ (uuid "6a70936a-ec91-4963-bccb-a330721d8ca8") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "J6") (unit 1) @@ -35735,74 +35878,6 @@ ) ) ) - (symbol - (lib_id "Sentinel 65X V2:R") - (at 359.41 60.96 90) - (mirror x) - (unit 1) - (exclude_from_sim no) - (in_bom yes) - (on_board yes) - (dnp no) - (uuid "a24a7557-5d51-4120-9ca1-75168e5ba8f3") - (property "Reference" "R42" - (at 359.41 58.42 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Value" "400Ω" - (at 359.41 63.5 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 359.41 59.182 90) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Datasheet" "~" - (at 359.41 60.96 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Description" "" - (at 359.41 60.96 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (pin "1" - (uuid "87421bad-36c3-4521-9c1b-e6da9d9c6c57") - ) - (pin "2" - (uuid "420d1ca6-3cdd-49fd-bc90-95292fddbf8a") - ) - (instances - (project "Sentinel 65X - Prototype 4" - (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R42") - (unit 1) - ) - ) - ) - ) (symbol (lib_id "Sentinel 65X V2:R") (at 364.49 34.29 0) @@ -35829,7 +35904,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 362.712 34.29 90) (effects (font @@ -35863,7 +35938,7 @@ (uuid "f20b044c-9cb8-40f0-98c2-8f68a1d9aad6") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R32") (unit 1) @@ -35936,7 +36011,7 @@ (uuid "934b650c-d661-4f5f-9d81-2f0048232b80") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "X3") (unit 1) @@ -36045,7 +36120,7 @@ (uuid "5e960489-2f95-4ce9-84be-c9c77a1af9c5") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "J12") (unit 1) @@ -36132,7 +36207,7 @@ (uuid "2175dc53-cf23-425c-882b-4ad56d5314e5") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C12") (unit 1) @@ -36140,74 +36215,6 @@ ) ) ) - (symbol - (lib_id "Sentinel 65X V2:R") - (at 364.49 105.41 0) - (mirror x) - (unit 1) - (exclude_from_sim no) - (in_bom yes) - (on_board yes) - (dnp no) - (uuid "a54fb7b1-241d-4eb5-8e13-5a5d378701b0") - (property "Reference" "R58" - (at 361.95 105.41 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Value" "800Ω" - (at 367.03 105.41 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 362.712 105.41 90) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Datasheet" "~" - (at 364.49 105.41 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Description" "" - (at 364.49 105.41 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (pin "1" - (uuid "96dc93f4-c379-4873-98cc-db2703a4d2ed") - ) - (pin "2" - (uuid "1e80f777-cd8c-4e1c-82c1-1be6e43f78a0") - ) - (instances - (project "Sentinel 65X - Prototype 4" - (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R58") - (unit 1) - ) - ) - ) - ) (symbol (lib_id "power:GND") (at 132.08 87.63 0) @@ -36265,7 +36272,7 @@ (uuid "819e6140-b53c-43b4-a8b5-da67de85ac8d") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR034") (unit 1) @@ -36352,7 +36359,7 @@ (uuid "4ba6ba9b-75fe-4096-98dc-8bfc7c06e0bb") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "H1") (unit 1) @@ -36417,7 +36424,7 @@ (uuid "726ba24e-b56c-44b4-89f0-1c5baf1c4d2f") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR065") (unit 1) @@ -36490,7 +36497,7 @@ (uuid "9e3fbc5b-cfd8-4be7-8af4-4327c11bfb44") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "X1") (unit 1) @@ -36559,7 +36566,7 @@ (uuid "63b7a6a7-0bf4-4e9d-8c98-a9a6979108c2") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C9") (unit 1) @@ -36624,7 +36631,7 @@ (uuid "13248a59-1643-43ab-8ccf-8983d34e0869") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR040") (unit 1) @@ -36689,7 +36696,7 @@ (uuid "863c042c-81c0-4947-bdf9-773a63ae77f2") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR038") (unit 1) @@ -36754,7 +36761,7 @@ (uuid "e16ad5ed-242b-4dda-ac54-27126aee3523") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR037") (unit 1) @@ -36819,7 +36826,7 @@ (uuid "1927554e-4fbd-4982-9436-74d289c67236") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR060") (unit 1) @@ -36910,7 +36917,7 @@ (uuid "191d893c-2645-4cd2-9ece-a111e5f8d74b") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "D5") (unit 1) @@ -36975,7 +36982,7 @@ (uuid "509c71fc-3729-40a5-8b4a-5f5dfe86fc08") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR091") (unit 1) @@ -37007,9 +37014,10 @@ (font (size 1.27 1.27) ) + (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 88.9 47.752 90) (effects (font @@ -37043,7 +37051,7 @@ (uuid "b3a8fb0e-b29a-4a91-b9c3-79af97f7c789") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R12") (unit 1) @@ -37112,7 +37120,7 @@ (uuid "80ef2910-d13c-4860-9a88-0d3ffb1e16db") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "H9") (unit 1) @@ -37177,7 +37185,7 @@ (uuid "9dc9f8c1-654d-4279-a1c5-cc0fa82361bb") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR025") (unit 1) @@ -37185,6 +37193,74 @@ ) ) ) + (symbol + (lib_id "Sentinel 65X V2:R") + (at 384.81 69.85 0) + (mirror x) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "b3090013-5e95-42b1-9f0c-9e2349aff3f9") + (property "Reference" "R54" + (at 382.27 69.85 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "800Ω" + (at 387.35 69.85 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 383.032 69.85 90) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 384.81 69.85 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "" + (at 384.81 69.85 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "cf0da7f0-c0bb-41a6-9e57-117bd992504a") + ) + (pin "2" + (uuid "768eaaf0-1f46-47c5-9e96-b25672270b2d") + ) + (instances + (project "Prototype 4 (PTH)" + (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" + (reference "R54") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "power:+3.3V") (at 337.82 199.39 0) @@ -37242,7 +37318,7 @@ (uuid "6706a6b5-5aba-4403-b6cb-6e85f0e6fbac") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR01") (unit 1) @@ -37326,7 +37402,7 @@ (uuid "86d41a18-0f84-4a9d-a301-7fbf2ad77b0d") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "J1") (unit 1) @@ -37397,7 +37473,7 @@ (uuid "3fca94d8-0917-4748-81ec-a2af4c3614a5") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR017") (unit 1) @@ -37462,7 +37538,7 @@ (uuid "f0c5713d-ea90-426e-9d36-75edca1cdc0a") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR066") (unit 1) @@ -37527,7 +37603,7 @@ (uuid "bb15060e-7d90-4b1c-b0dd-08aca05d9934") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR022") (unit 1) @@ -37598,7 +37674,7 @@ (uuid "08ef3af3-4a75-4bc3-951f-90a6f8aa5ead") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR019") (unit 1) @@ -37673,7 +37749,7 @@ (uuid "2e6b1aff-abba-42d5-b5e9-3c09f66939bb") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "H2") (unit 1) @@ -37681,74 +37757,6 @@ ) ) ) - (symbol - (lib_id "Sentinel 65X V2:R") - (at 354.33 69.85 0) - (mirror x) - (unit 1) - (exclude_from_sim no) - (in_bom yes) - (on_board yes) - (dnp no) - (uuid "b8692b7f-ac88-4222-b18d-37203fcd9807") - (property "Reference" "R41" - (at 351.79 69.85 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Value" "800Ω" - (at 356.87 69.85 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 352.552 69.85 90) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Datasheet" "~" - (at 354.33 69.85 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Description" "" - (at 354.33 69.85 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (pin "1" - (uuid "2a96c895-ea9d-428a-b21a-cbf529717bf6") - ) - (pin "2" - (uuid "a67a3fe5-8549-4425-bb74-0ab86354cc2d") - ) - (instances - (project "Sentinel 65X - Prototype 4" - (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R41") - (unit 1) - ) - ) - ) - ) (symbol (lib_id "power:+3.3V") (at 213.36 154.94 0) @@ -37806,7 +37814,7 @@ (uuid "72debf9e-32fe-4113-88c1-05626bd6a630") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR077") (unit 1) @@ -37814,6 +37822,74 @@ ) ) ) + (symbol + (lib_id "Sentinel 65X V2:R") + (at 354.33 69.85 0) + (mirror x) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "bd70f647-e2c1-4576-adfe-0dee51cf1ad6") + (property "Reference" "R41" + (at 351.79 69.85 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "800Ω" + (at 356.87 69.85 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 352.552 69.85 90) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 354.33 69.85 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "" + (at 354.33 69.85 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "a4e71127-0a43-4288-9a6f-b5908abb5204") + ) + (pin "2" + (uuid "033945f0-eb33-444f-882e-0b263af5fcba") + ) + (instances + (project "Prototype 4 (PTH)" + (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" + (reference "R41") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "PCM_4ms_Power-symbol:PWR_FLAG") (at 210.82 245.11 0) @@ -37873,7 +37949,7 @@ (uuid "c3b5ebe1-b71d-45e9-8e90-8db72f8beda9") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#FLG01") (unit 1) @@ -37938,7 +38014,7 @@ (uuid "1d3bcfe0-21b5-4ea4-9c29-d8ab2f7b5abd") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR074") (unit 1) @@ -37970,9 +38046,10 @@ (font (size 1.27 1.27) ) + (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 88.9 50.292 90) (effects (font @@ -38006,7 +38083,7 @@ (uuid "7eb150bb-89be-4058-bb85-93f77b1afc10") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R13") (unit 1) @@ -38014,74 +38091,6 @@ ) ) ) - (symbol - (lib_id "Sentinel 65X V2:R") - (at 384.81 69.85 0) - (mirror x) - (unit 1) - (exclude_from_sim no) - (in_bom yes) - (on_board yes) - (dnp no) - (uuid "bef9934e-000b-4e8e-bd66-2cd684b615c3") - (property "Reference" "R54" - (at 382.27 69.85 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Value" "800Ω" - (at 387.35 69.85 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 383.032 69.85 90) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Datasheet" "~" - (at 384.81 69.85 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Description" "" - (at 384.81 69.85 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (pin "1" - (uuid "3acaac4a-c1de-4f9b-8132-54e6b025daa2") - ) - (pin "2" - (uuid "c8e39cd7-2540-4a91-8eb9-f14188e2c8c9") - ) - (instances - (project "Sentinel 65X - Prototype 4" - (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R54") - (unit 1) - ) - ) - ) - ) (symbol (lib_id "power:+3.3V") (at 313.69 20.32 0) @@ -38139,7 +38148,7 @@ (uuid "84091fb7-ba95-4a5c-8efd-763a82b97681") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR055") (unit 1) @@ -38235,7 +38244,7 @@ (uuid "3181797f-0e78-4c23-aa66-060b9ec006ff") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "U4") (unit 1) @@ -38300,7 +38309,7 @@ (uuid "25b2f24a-19dd-4193-86f2-ddbb3c54b0bc") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR085") (unit 1) @@ -38326,74 +38335,6 @@ ) ) ) - (symbol - (lib_id "Sentinel 65X V2:R") - (at 374.65 105.41 0) - (mirror x) - (unit 1) - (exclude_from_sim no) - (in_bom yes) - (on_board yes) - (dnp no) - (uuid "c1f23a40-0c45-4ac8-996e-653b1a2cfa6f") - (property "Reference" "R60" - (at 372.11 105.41 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Value" "800Ω" - (at 377.19 105.41 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 372.872 105.41 90) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Datasheet" "~" - (at 374.65 105.41 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Description" "" - (at 374.65 105.41 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (pin "1" - (uuid "d5bbd81e-0903-4614-903b-ee059da90c60") - ) - (pin "2" - (uuid "861d9395-f3c1-4493-b987-88b13093bc41") - ) - (instances - (project "Sentinel 65X - Prototype 4" - (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R60") - (unit 1) - ) - ) - ) - ) (symbol (lib_id "Regulator_Linear:LD1086V33-DG") (at 313.69 245.11 0) @@ -38456,7 +38397,7 @@ (uuid "beec5a8d-3744-4312-8249-78f349022e2f") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "U8") (unit 1) @@ -38521,7 +38462,7 @@ (uuid "b0a4ba82-af8c-4c96-ae65-432fc39df7c8") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR013") (unit 1) @@ -38573,7 +38514,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 31.75 150.622 90) (effects (font @@ -38607,7 +38548,7 @@ (uuid "b6cb4d88-ad9c-4b9d-afed-827f3c02a028") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R8") (unit 1) @@ -38641,7 +38582,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 88.9 209.042 90) (effects (font @@ -38675,7 +38616,7 @@ (uuid "0d336d85-e22f-4980-9a7a-071eb7a7d686") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R22") (unit 1) @@ -38683,6 +38624,74 @@ ) ) ) + (symbol + (lib_id "Sentinel 65X V2:R") + (at 384.81 105.41 0) + (mirror x) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "ca1aa49c-251f-4c38-82a3-eea1d3ebd040") + (property "Reference" "R63" + (at 382.27 105.41 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "800Ω" + (at 387.35 105.41 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 383.032 105.41 90) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 384.81 105.41 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "" + (at 384.81 105.41 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "0c50b6ed-5090-441d-af24-cf63233c0b85") + ) + (pin "2" + (uuid "96b9b6ec-ea88-4391-8c03-3c4ede63978f") + ) + (instances + (project "Prototype 4 (PTH)" + (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" + (reference "R63") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "Western Design Center:W65C265S8PLG-8") (at 58.42 177.8 0) @@ -38988,7 +38997,7 @@ (uuid "57a1c668-f143-45e7-bd94-9904662738ed") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "U1") (unit 3) @@ -39053,7 +39062,7 @@ (uuid "0c395609-dec9-402f-9082-7331657c8d7d") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR045") (unit 1) @@ -39105,7 +39114,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 31.75 127.762 90) (effects (font @@ -39139,7 +39148,7 @@ (uuid "610106a3-b96b-429b-8587-9df8e526b796") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R5") (unit 1) @@ -39204,7 +39213,7 @@ (uuid "50903ff7-2758-4da0-84b0-0701002d41b2") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR014") (unit 1) @@ -39269,7 +39278,7 @@ (uuid "fac05f44-caeb-44a0-af6f-77d54bde73e0") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR027") (unit 1) @@ -39494,7 +39503,7 @@ (uuid "b6330b2b-6b1e-4fe6-b033-8b9826219cff") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "U5") (unit 1) @@ -39528,7 +39537,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 414.782 156.21 90) (effects (font @@ -39562,7 +39571,7 @@ (uuid "92248a44-6aa5-4a10-be1b-b8624f5dcf21") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R39") (unit 1) @@ -39570,74 +39579,6 @@ ) ) ) - (symbol - (lib_id "Sentinel 65X V2:R") - (at 364.49 69.85 0) - (mirror x) - (unit 1) - (exclude_from_sim no) - (in_bom yes) - (on_board yes) - (dnp no) - (uuid "d7027a02-07a3-47fe-bf17-4d77c2cefd89") - (property "Reference" "R43" - (at 361.95 69.85 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Value" "800Ω" - (at 367.03 69.85 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" - (at 362.712 69.85 90) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Datasheet" "~" - (at 364.49 69.85 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Description" "" - (at 364.49 69.85 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (pin "1" - (uuid "e0e8e541-56de-4b6f-bfcc-afdaa393e2b2") - ) - (pin "2" - (uuid "5377e448-1e53-432a-9984-92b4515fe4ac") - ) - (instances - (project "Sentinel 65X - Prototype 4" - (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" - (reference "R43") - (unit 1) - ) - ) - ) - ) (symbol (lib_id "power:GND") (at 163.83 154.94 0) @@ -39695,7 +39636,7 @@ (uuid "dbadf6a2-f5d1-4028-b77d-b0e99045bfc1") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR039") (unit 1) @@ -39772,7 +39713,7 @@ (uuid "e07e9b47-3526-4770-9b8e-488990d32e9a") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR068") (unit 1) @@ -39843,7 +39784,7 @@ (uuid "0720051c-69af-4541-bb5b-a67134fdfa6c") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "J13") (unit 1) @@ -39877,7 +39818,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 88.9 40.132 90) (effects (font @@ -39911,7 +39852,7 @@ (uuid "b6ca97b1-5517-42c7-8205-c67600bc473d") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R10") (unit 1) @@ -39981,7 +39922,7 @@ (uuid "33202b6b-c0fe-4bd1-9f72-f731bb27c4d9") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "J9") (unit 1) @@ -40060,7 +40001,7 @@ (uuid "c0585833-1209-44f7-b345-b3866a0312ff") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "X4") (unit 1) @@ -40127,7 +40068,7 @@ (uuid "784ee4b6-1c2f-46ea-ae53-15246381261d") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "D1") (unit 1) @@ -40192,7 +40133,7 @@ (uuid "b65f9982-cb31-4272-83b9-d7ee8b62384f") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR089") (unit 1) @@ -40257,7 +40198,7 @@ (uuid "36d9af23-75ee-4c7e-b306-cab5cbd0960a") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR043") (unit 1) @@ -40338,7 +40279,7 @@ (uuid "020ed221-cfab-42ae-a548-d0b2aafb9faf") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "H5") (unit 1) @@ -40346,6 +40287,74 @@ ) ) ) + (symbol + (lib_id "Sentinel 65X V2:R") + (at 359.41 60.96 90) + (mirror x) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "dcf9fd49-dbb4-4d3a-b24d-27bd8f77ae49") + (property "Reference" "R42" + (at 359.41 58.42 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "400Ω" + (at 359.41 63.5 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" + (at 359.41 59.182 90) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 359.41 60.96 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "" + (at 359.41 60.96 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "cf891aee-0283-456e-a009-155373f277bf") + ) + (pin "2" + (uuid "a11c286b-32e8-45ea-b68e-46d885c9b581") + ) + (instances + (project "Prototype 4 (PTH)" + (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" + (reference "R42") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "power:+3.3V") (at 369.57 175.26 90) @@ -40403,7 +40412,7 @@ (uuid "60b2a1fc-ece9-42a8-a543-d5f1fa61f204") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR073") (unit 1) @@ -40496,7 +40505,7 @@ (uuid "49d7f24f-2b37-48e9-9ae4-576eee7efafa") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C2") (unit 1) @@ -40530,7 +40539,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 383.032 34.29 90) (effects (font @@ -40564,7 +40573,7 @@ (uuid "e2bda227-84d3-4e81-8ced-c777fe149674") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R34") (unit 1) @@ -40599,7 +40608,7 @@ (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 370.84 146.812 90) (effects (font @@ -40633,7 +40642,7 @@ (uuid "a4e9ef9d-685c-4503-b770-bbcc8f6ecbba") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R49") (unit 1) @@ -40698,7 +40707,7 @@ (uuid "b1a0ee3d-b7dc-40ed-a00e-7d915f3e1ca3") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR036") (unit 1) @@ -40785,7 +40794,7 @@ (uuid "7c3f3aaf-0792-4876-a529-91e76d5e46a0") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C13") (unit 1) @@ -40820,7 +40829,7 @@ (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 88.9 163.322 90) (effects (font @@ -40854,7 +40863,7 @@ (uuid "c45a4963-d7f1-4b96-859c-83e686cb56e3") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R17") (unit 1) @@ -40919,7 +40928,7 @@ (uuid "b3ab6816-d640-445a-b43e-6058b04f4b50") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR05") (unit 1) @@ -40984,7 +40993,7 @@ (uuid "19e88657-b659-4ef6-8951-6e88dceed73f") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR071") (unit 1) @@ -41055,7 +41064,7 @@ (uuid "cbeb4404-478b-44f7-bdb3-25436e2d5dfa") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR056") (unit 1) @@ -41220,7 +41229,7 @@ (uuid "89c651c9-5ad3-44b6-84d0-6e92bd0c85eb") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "U3") (unit 1) @@ -41255,7 +41264,7 @@ (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 370.84 144.272 90) (effects (font @@ -41289,7 +41298,7 @@ (uuid "b421d5ca-e03c-4144-90e6-abcddf4d62a5") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R48") (unit 1) @@ -41358,7 +41367,7 @@ (uuid "4629866f-2485-41e8-a601-41621ef6cbf6") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "C6") (unit 1) @@ -41393,7 +41402,7 @@ (hide yes) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 370.84 141.732 90) (effects (font @@ -41427,7 +41436,7 @@ (uuid "d44962ce-7fc0-4a84-9811-cbd948d5e21f") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R47") (unit 1) @@ -41461,7 +41470,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 359.41 23.622 90) (effects (font @@ -41495,7 +41504,7 @@ (uuid "ab7dfb12-cd68-48c9-b83e-05be73e56500") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R35") (unit 1) @@ -41562,7 +41571,7 @@ (uuid "0b04563f-2165-4fc1-a286-3ee858c580db") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "D3") (unit 1) @@ -41627,7 +41636,7 @@ (uuid "a4e7e9ac-77b3-4246-8f17-2c10d7446409") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR072") (unit 1) @@ -41700,7 +41709,7 @@ (uuid "889bfeb0-0bfa-4fea-962e-d834e4d1d4e0") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "SW1") (unit 1) @@ -41746,7 +41755,7 @@ ) ) ) - (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P5.08mm_Horizontal" + (property "Footprint" "Resistor_THT:R_Axial_DIN0204_L3.6mm_D1.6mm_P7.62mm_Horizontal" (at 352.552 34.29 90) (effects (font @@ -41780,7 +41789,7 @@ (uuid "75081a9d-f59f-49c8-8e44-f88d04b83f27") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "R31") (unit 1) @@ -41845,7 +41854,7 @@ (uuid "b191fb2f-addd-4523-8cf4-128a11675107") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR044") (unit 1) @@ -41991,7 +42000,7 @@ (uuid "597a82dd-75dd-4e80-af39-7233fea42929") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "J5") (unit 1) @@ -42056,7 +42065,7 @@ (uuid "adf6f8b8-573d-4f3b-910f-27f2c0987f6b") ) (instances - (project "Sentinel 65X - Prototype 4" + (project "Prototype 4 (PTH)" (path "/24268fb5-9051-453e-aa4f-3f063d8cbf81" (reference "#PWR070") (unit 1) diff --git a/Prototype 4 (PTH)/bom/ibom.html b/Prototype 4 (PTH)/bom/ibom.html index 25cdb77..c03d772 100644 --- a/Prototype 4 (PTH)/bom/ibom.html +++ b/Prototype 4 (PTH)/bom/ibom.html @@ -975,7 +975,7 @@ var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, /////////////////////////////////////////////// /////////////////////////////////////////////// -var pcbdata = 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")) +var pcbdata = JSON.parse(LZString.decompressFromBase64("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")) /////////////////////////////////////////////// /////////////////////////////////////////////// diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Cu (MISC).gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Cu (MISC).gbr index 4021240..8c567a4 100644 --- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Cu (MISC).gbr +++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Cu (MISC).gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*% -%TF.CreationDate,2024-04-23T00:12:59-04:00*% +%TF.CreationDate,2024-04-23T02:53:03-04:00*% %TF.ProjectId,Prototype 4 (PTH),50726f74-6f74-4797-9065-203420285054,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Copper,L6,Bot*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 00:12:59* +G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 02:53:03* %MOMM*% %LPD*% G01* @@ -30,10 +30,10 @@ G04 Aperture macros list* 20,1,$1+$1,$8,$9,$2,$3,0*% G04 Aperture macros list end* %TA.AperFunction,ComponentPad*% -%ADD10C,1.400000*% +%ADD10O,1.400000X1.400000*% %TD*% %TA.AperFunction,ComponentPad*% -%ADD11O,1.400000X1.400000*% +%ADD11C,1.400000*% %TD*% %TA.AperFunction,ComponentPad*% %ADD12C,1.600000*% @@ -120,36 +120,622 @@ G04 Aperture macros list end* %ADD39C,0.400000*% %TD*% %TA.AperFunction,Conductor*% -%ADD40C,0.500000*% +%ADD40C,0.150000*% %TD*% %TA.AperFunction,Conductor*% %ADD41C,1.000000*% %TD*% %TA.AperFunction,Conductor*% -%ADD42C,0.150000*% +%ADD42C,0.250000*% %TD*% %TA.AperFunction,Conductor*% -%ADD43C,0.250000*% +%ADD43C,0.500000*% %TD*% G04 APERTURE END LIST* D10* +%TO.P,R63,2*% +%TO.N,/BLUE*% +X230715852Y-82822679D03* +D11* +%TO.P,R63,1*% +%TO.N,/B3*% +X230715852Y-90442679D03* +%TD*% +%TO.P,R62,1*% +%TO.N,/BLUE*% +X225315000Y-62495000D03* +D10* +%TO.P,R62,2*% +%TO.N,GND*% +X232935000Y-62495000D03* +%TD*% +D11* +%TO.P,R61,1*% +%TO.N,Net-(R59-Pad2)*% +X225315000Y-65060000D03* +D10* +%TO.P,R61,2*% +%TO.N,/BLUE*% +X232935000Y-65060000D03* +%TD*% +%TO.P,R60,2*% +%TO.N,Net-(R59-Pad2)*% +X223095852Y-82822679D03* +D11* +%TO.P,R60,1*% +%TO.N,/B2*% +X223095852Y-90442679D03* +%TD*% +%TO.P,R59,1*% +%TO.N,Net-(R57-Pad2)*% +X233323173Y-77428531D03* +D10* +%TO.P,R59,2*% +%TO.N,Net-(R59-Pad2)*% +X233323173Y-69808531D03* +%TD*% +%TO.P,R58,2*% +%TO.N,Net-(R57-Pad2)*% +X235795852Y-82822679D03* +D11* +%TO.P,R58,1*% +%TO.N,/B1*% +X235795852Y-90442679D03* +%TD*% +D10* +%TO.P,R57,2*% +%TO.N,Net-(R57-Pad2)*% +X235795852Y-77421827D03* +D11* +%TO.P,R57,1*% +%TO.N,Net-(R55-Pad2)*% +X235795852Y-69801827D03* +%TD*% +D10* +%TO.P,R56,2*% +%TO.N,Net-(R55-Pad2)*% +X238335852Y-82822679D03* +D11* +%TO.P,R56,1*% +%TO.N,/B0*% +X238335852Y-90442679D03* +%TD*% +%TO.P,R55,1*% +%TO.N,GND*% +X238335852Y-77421827D03* +D10* +%TO.P,R55,2*% +%TO.N,Net-(R55-Pad2)*% +X238335852Y-69801827D03* +%TD*% +%TO.P,R54,2*% +%TO.N,/GREEN*% +X192615852Y-82822679D03* +D11* +%TO.P,R54,1*% +%TO.N,/G3*% 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+X218015852Y-82822679D03* +D11* +%TO.P,R32,1*% +%TO.N,/R1*% +X218015852Y-90442679D03* +%TD*% +D10* +%TO.P,R31,2*% +%TO.N,Net-(R30-Pad2)*% +X220555852Y-82822679D03* +D11* +%TO.P,R31,1*% +%TO.N,/R0*% +X220555852Y-90442679D03* +%TD*% +%TO.P,R30,1*% +%TO.N,GND*% +X217886704Y-75370000D03* +D10* +%TO.P,R30,2*% +%TO.N,Net-(R30-Pad2)*% +X225506704Y-75370000D03* +%TD*% +D11* +%TO.P,R64,1*% +%TO.N,/~{SD_WP}*% +X145315618Y-218841827D03* +D10* +%TO.P,R64,2*% +%TO.N,+3.3V*% +X145315618Y-211221827D03* +%TD*% +D11* +%TO.P,R39,1*% +%TO.N,/~{SD_CD}*% +X147698173Y-218841827D03* +D10* +%TO.P,R39,2*% +%TO.N,+3.3V*% +X147698173Y-211221827D03* +%TD*% +D11* +%TO.P,R51,1*% +%TO.N,/SCK*% +X150028531Y-211221827D03* +D10* +%TO.P,R51,2*% +%TO.N,GND*% +X150028531Y-218841827D03* +%TD*% +D11* +%TO.P,R50,1*% +%TO.N,/~{SD_SS}*% +X185846197Y-215004972D03* +D10* +%TO.P,R50,2*% +%TO.N,+3.3V*% +X185846197Y-222624972D03* +%TD*% +D11* +%TO.P,R49,1*% +%TO.N,/MOSI*% +X183633531Y-215031827D03* +D10* +%TO.P,R49,2*% +%TO.N,+3.3V*% +X183633531Y-222651827D03* +%TD*% +D11* +%TO.P,R48,1*% +%TO.N,/MISO*% +X156550000Y-197875000D03* +D10* +%TO.P,R48,2*% +%TO.N,+3.3V*% +X164170000Y-197875000D03* +%TD*% +D11* +%TO.P,R47,1*% +%TO.N,Net-(J11-DAT2)*% +X156550000Y-195360000D03* +D10* +%TO.P,R47,2*% +%TO.N,+3.3V*% +X164170000Y-195360000D03* +%TD*% +D11* +%TO.P,R46,1*% +%TO.N,Net-(J11-DAT1)*% +X156550000Y-192845000D03* +D10* +%TO.P,R46,2*% +%TO.N,+3.3V*% +X164170000Y-192845000D03* +%TD*% +D11* +%TO.P,R29,1*% +%TO.N,/~{CART}*% +X226141545Y-141799045D03* +D10* +%TO.P,R29,2*% +%TO.N,+3.3V*% +X226141545Y-149419045D03* +%TD*% +D11* +%TO.P,R28,1*% +%TO.N,/~{WR}*% +X166710000Y-197800000D03* +D10* +%TO.P,R28,2*% +%TO.N,+3.3V*% +X174330000Y-197800000D03* +%TD*% +D11* +%TO.P,R27,1*% +%TO.N,/~{RD}*% +X176870000Y-197825000D03* +D10* +%TO.P,R27,2*% +%TO.N,+3.3V*% +X184490000Y-197825000D03* +%TD*% +D11* +%TO.P,R26,1*% +%TO.N,/~{ROM}0*% +X176870000Y-195310000D03* +D10* +%TO.P,R26,2*% +%TO.N,+3.3V*% +X184490000Y-195310000D03* +%TD*% +D11* +%TO.P,R25,1*% +%TO.N,/~{ROM}1*% +X176870000Y-192795000D03* +D10* +%TO.P,R25,2*% +%TO.N,+3.3V*% +X184490000Y-192795000D03* +%TD*% +D11* +%TO.P,R24,1*% +%TO.N,/~{RAM}0*% +X166710000Y-195360000D03* +D10* +%TO.P,R24,2*% +%TO.N,+3.3V*% +X174330000Y-195360000D03* +%TD*% +D11* +%TO.P,R23,1*% +%TO.N,/~{RAM}1*% +X166710000Y-192845000D03* +D10* +%TO.P,R23,2*% +%TO.N,+3.3V*% +X174330000Y-192845000D03* +%TD*% +D11* +%TO.P,R65,1*% +%TO.N,/~{MUTE}*% +X190820000Y-70925000D03* +D10* +%TO.P,R65,2*% +%TO.N,+3.3V*% +X183200000Y-70925000D03* +%TD*% +D11* +%TO.P,R22,1*% +%TO.N,/~{VIRQ}*% +X229434306Y-127897878D03* +D10* +%TO.P,R22,2*% +%TO.N,+3.3V*% +X221814306Y-127897878D03* +%TD*% +D11* +%TO.P,R21,1*% +%TO.N,/~{BOOT_SEL}*% +X244254830Y-211870703D03* +D10* +%TO.P,R21,2*% +%TO.N,+3.3V*% +X244254830Y-204250703D03* +%TD*% +D11* +%TO.P,R20,1*% +%TO.N,/I2C_SCL*% +X120996704Y-114480358D03* +D10* +%TO.P,R20,2*% +%TO.N,+3.3V*% +X113376704Y-114480358D03* +%TD*% +D11* +%TO.P,R19,1*% +%TO.N,/I2C_SDA*% +X120996704Y-116995358D03* +D10* +%TO.P,R19,2*% +%TO.N,+3.3V*% +X113376704Y-116995358D03* +%TD*% +D11* +%TO.P,R18,1*% +%TO.N,/CDONE*% +X189945455Y-118303308D03* +D10* +%TO.P,R18,2*% +%TO.N,+3.3V*% +X197565455Y-118303308D03* +%TD*% +D11* +%TO.P,R17,1*% +%TO.N,/~{FPGA_RESET}*% +X187466967Y-118249650D03* +D10* +%TO.P,R17,2*% +%TO.N,+3.3V*% +X179846967Y-118249650D03* +%TD*% +D11* +%TO.P,R15,1*% +%TO.N,/~{CS}6*% +X215575785Y-145051752D03* +D10* +%TO.P,R15,2*% +%TO.N,+3.3V*% +X215575785Y-152671752D03* +%TD*% +D11* +%TO.P,R14,1*% +%TO.N,/~{CS}5*% +X175381704Y-177395358D03* +D10* +%TO.P,R14,2*% +%TO.N,+3.3V*% +X167761704Y-177395358D03* +%TD*% +D11* +%TO.P,R13,1*% +%TO.N,/~{CS}4*% +X177649413Y-175053272D03* +D10* +%TO.P,R13,2*% +%TO.N,+3.3V*% +X185269413Y-175053272D03* +%TD*% +%TO.P,R12,2*% +%TO.N,+3.3V*% +X202954071Y-152510511D03* +D11* +%TO.P,R12,1*% +%TO.N,/~{I{slash}O}1*% +X202954071Y-144890511D03* +%TD*% +%TO.P,R11,1*% +%TO.N,/~{I{slash}O}0*% +X209135467Y-146077098D03* +D10* +%TO.P,R11,2*% +%TO.N,+3.3V*% +X209135467Y-138457098D03* +%TD*% +D11* +%TO.P,R10,1*% +%TO.N,/R{slash}~{W}*% +X237050972Y-142008637D03* +D10* +%TO.P,R10,2*% +%TO.N,+3.3V*% +X237050972Y-134388637D03* +%TD*% +D11* +%TO.P,R9,1*% +%TO.N,/BL3*% +X221023531Y-211181827D03* +D10* +%TO.P,R9,2*% +%TO.N,Net-(D5-A)*% +X221023531Y-218801827D03* +%TD*% +D11* +%TO.P,R8,1*% +%TO.N,/BL2*% +X218711180Y-213612934D03* +D10* +%TO.P,R8,2*% +%TO.N,Net-(D4-A)*% +X211091180Y-213612934D03* +%TD*% +D11* +%TO.P,R7,1*% +%TO.N,/BL1*% +X208594724Y-212971869D03* +D10* +%TO.P,R7,2*% +%TO.N,Net-(D3-A)*% +X200974724Y-212971869D03* +%TD*% +D11* +%TO.P,R6,1*% +%TO.N,+3.3V*% +X102760000Y-98630358D03* +D10* +%TO.P,R6,2*% +%TO.N,Net-(D2-A)*% +X110380000Y-98630358D03* +%TD*% +D11* +%TO.P,R5,1*% +%TO.N,+5V*% +X100226704Y-98630358D03* +D10* +%TO.P,R5,2*% +%TO.N,Net-(D1-A)*% +X92606704Y-98630358D03* +%TD*% +D11* +%TO.P,R4,1*% +%TO.N,+3.3V*% +X241043173Y-181561827D03* +D10* +%TO.P,R4,2*% +%TO.N,/BE*% +X241043173Y-189181827D03* +%TD*% +D11* +%TO.P,R3,1*% +%TO.N,+3.3V*% +X195273173Y-209508531D03* +D10* +%TO.P,R3,2*% +%TO.N,/~{NMI}*% +X195273173Y-201888531D03* +%TD*% +D11* +%TO.P,R2,1*% +%TO.N,+3.3V*% +X188846198Y-195853490D03* +D10* +%TO.P,R2,2*% +%TO.N,/~{IRQ}*% +X196466198Y-195853490D03* +%TD*% +D11* +%TO.P,R1,1*% +%TO.N,+3.3V*% +X241043173Y-179028531D03* +D10* +%TO.P,R1,2*% +%TO.N,/~{RES}*% +X241043173Y-171408531D03* +%TD*% +D12* +%TO.P,C21,1*% +%TO.N,+3.3V*% +X126805000Y-112315000D03* +%TO.P,C21,2*% +%TO.N,GND*% +X126805000Y-107315000D03* +%TD*% +%TO.P,C18,1*% +%TO.N,+3.3V*% +X103177518Y-82309624D03* +%TO.P,C18,2*% +%TO.N,GND*% +X108177518Y-82309624D03* +%TD*% +%TO.P,C17,1*% +%TO.N,+5V*% +X108188173Y-72153531D03* +%TO.P,C17,2*% +%TO.N,GND*% +X108188173Y-67153531D03* +%TD*% +%TO.P,C14,1*% +%TO.N,+5V*% +X90193531Y-61741827D03* +%TO.P,C14,2*% +%TO.N,GND*% +X90193531Y-66741827D03* +%TD*% +%TO.P,C11,1*% +%TO.N,Net-(U4-IN)*% +X115020000Y-56500000D03* +%TO.P,C11,2*% +%TO.N,GND*% +X120020000Y-56500000D03* +%TD*% +D11* %TO.P,R16,1*% %TO.N,/~{CS}7*% X218023531Y-150221827D03* -D11* +D10* %TO.P,R16,2*% %TO.N,+3.3V*% X218023531Y-145141827D03* %TD*% -D10* -%TO.P,R48,1*% -%TO.N,/MISO*% -X158455000Y-197875000D03* -D11* -%TO.P,R48,2*% -%TO.N,+3.3V*% -X163535000Y-197875000D03* -%TD*% D12* %TO.P,C5,1*% %TO.N,+3.3V*% @@ -158,16 +744,6 @@ X195918531Y-187826827D03* %TO.N,GND*% X195918531Y-192826827D03* %TD*% -D10* -%TO.P,R41,1*% -%TO.N,/G0*% -X202775852Y-90442679D03* -D11* -%TO.P,R41,2*% -%TO.N,Net-(R40-Pad2)*% -X202775852Y-85362679D03* -%TD*% -D12* %TO.P,C9,1*% %TO.N,+3.3V*% X241828173Y-208960000D03* @@ -175,49 +751,12 @@ X241828173Y-208960000D03* %TO.N,GND*% X241828173Y-203960000D03* %TD*% -D10* -%TO.P,R22,1*% -%TO.N,/~{VIRQ}*% -X229434306Y-127897878D03* -D11* -%TO.P,R22,2*% -%TO.N,+3.3V*% -X224354306Y-127897878D03* -%TD*% -D10* -%TO.P,R60,1*% -%TO.N,/B2*% -X223095852Y-90442679D03* -D11* -%TO.P,R60,2*% -%TO.N,Net-(R59-Pad2)*% -X223095852Y-85362679D03* -%TD*% -D10* -%TO.P,R2,1*% -%TO.N,+3.3V*% -X195155041Y-201608025D03* -D11* -%TO.P,R2,2*% -%TO.N,/~{IRQ}*% -X195155041Y-196528025D03* -%TD*% -D12* %TO.P,C12,1*% %TO.N,+3.3V*% -X184518267Y-199771600D03* +X184518267Y-200406600D03* %TO.P,C12,2*% %TO.N,GND*% -X184518267Y-204771600D03* -%TD*% -D10* -%TO.P,R14,1*% -%TO.N,/~{CS}5*% -X175381704Y-178665358D03* -D11* -%TO.P,R14,2*% -%TO.N,+3.3V*% -X170301704Y-178665358D03* +X184518267Y-205406600D03* %TD*% D13* %TO.P,J1,1,Pin_1*% @@ -242,23 +781,6 @@ X94572102Y-226745000D03* %TO.N,GND*% X90572102Y-226745000D03* %TD*% -D12* -%TO.P,C14,1*% -%TO.N,+5V*% -X90828531Y-63011827D03* -%TO.P,C14,2*% -%TO.N,GND*% -X90828531Y-65511827D03* -%TD*% -D10* -%TO.P,R32,1*% -%TO.N,/R1*% -X218015852Y-90442679D03* -D11* -%TO.P,R32,2*% -%TO.N,Net-(R32-Pad2)*% -X218015852Y-85362679D03* -%TD*% D14* %TO.P,J14,1,Pin_1*% %TO.N,+3.3V*% @@ -274,15 +796,6 @@ X234870000Y-162480000D03* %TO.N,GND*% X234870000Y-165020000D03* %TD*% -D10* -%TO.P,R45,1*% -%TO.N,/G2*% -X207855852Y-90442679D03* -D11* -%TO.P,R45,2*% -%TO.N,Net-(R44-Pad2)*% -X207855852Y-85362679D03* -%TD*% D12* %TO.P,C13,1*% %TO.N,+3.3V*% @@ -309,33 +822,6 @@ D19* %TO.N,GND*% X128117172Y-57207679D03* %TD*% -D10* -%TO.P,R54,1*% -%TO.N,/G3*% -X192615852Y-90442679D03* -D11* -%TO.P,R54,2*% -%TO.N,/GREEN*% -X192615852Y-85362679D03* -%TD*% -D10* -%TO.P,R34,1*% -%TO.N,/R3*% -X215475852Y-90442679D03* -D11* -%TO.P,R34,2*% -%TO.N,/RED*% -X215475852Y-85362679D03* -%TD*% -D10* -%TO.P,R24,1*% -%TO.N,/~{RAM}0*% -X169250000Y-195360000D03* -D11* -%TO.P,R24,2*% -%TO.N,+3.3V*% -X174330000Y-195360000D03* -%TD*% D12* %TO.P,C1,1*% %TO.N,+3.3V*% @@ -344,13 +830,6 @@ X241828173Y-201453531D03* %TO.N,GND*% X241828173Y-196453531D03* %TD*% -%TO.P,C18,1*% -%TO.N,+3.3V*% -X104225000Y-82690000D03* -%TO.P,C18,2*% -%TO.N,GND*% -X106725000Y-82690000D03* -%TD*% D14* %TO.P,J8,1,Pin_1*% %TO.N,/~{BOOT_SEL}*% @@ -360,24 +839,6 @@ D15* %TO.N,GND*% X241623621Y-214714071D03* %TD*% -D10* -%TO.P,R63,1*% -%TO.N,/B3*% -X230715852Y-90442679D03* -D11* -%TO.P,R63,2*% -%TO.N,/BLUE*% -X230715852Y-85362679D03* -%TD*% -D10* -%TO.P,R43,1*% -%TO.N,/G1*% -X205392978Y-90442679D03* -D11* -%TO.P,R43,2*% -%TO.N,Net-(R42-Pad2)*% -X205392978Y-85362679D03* -%TD*% D20* %TO.P,J10,a1,Pin_a1*% %TO.N,GND*% @@ -667,15 +1128,6 @@ X87840852Y-117112679D03* %TO.N,+5V*% X87840852Y-114572679D03* %TD*% -D10* -%TO.P,R29,1*% -%TO.N,/~{CART}*% -X226103531Y-141371827D03* -D11* -%TO.P,R29,2*% -%TO.N,+3.3V*% -X226103531Y-146451827D03* -%TD*% D22* %TO.P,U7,1,CLK/IN*% %TO.N,/PHI2*% @@ -751,15 +1203,6 @@ X181738531Y-189596827D03* %TO.N,+3.3V*% X184278531Y-189596827D03* %TD*% -D10* -%TO.P,R57,1*% -%TO.N,Net-(R55-Pad2)*% -X235795852Y-77742679D03* -D11* -%TO.P,R57,2*% -%TO.N,Net-(R57-Pad2)*% -X235795852Y-82822679D03* -%TD*% D24* %TO.P,SW3,1,1*% %TO.N,/~{NMI}*% @@ -779,24 +1222,6 @@ D26* %TO.N,Net-(D3-A)*% X206353173Y-215843531D03* %TD*% -D10* -%TO.P,R9,1*% -%TO.N,/BL3*% -X221023531Y-213721827D03* -D11* -%TO.P,R9,2*% -%TO.N,Net-(D5-A)*% -X221023531Y-218801827D03* -%TD*% -D10* -%TO.P,R13,1*% -%TO.N,/~{CS}4*% -X178100000Y-175600000D03* -D11* -%TO.P,R13,2*% -%TO.N,+3.3V*% -X183180000Y-175600000D03* -%TD*% D14* %TO.P,J7,1,Pin_1*% %TO.N,/~{RES}*% @@ -806,15 +1231,6 @@ D15* %TO.N,GND*% X199979065Y-216036659D03* %TD*% -D10* -%TO.P,R23,1*% -%TO.N,/~{RAM}1*% -X169250000Y-192845000D03* -D11* -%TO.P,R23,2*% -%TO.N,+3.3V*% -X174330000Y-192845000D03* -%TD*% D14* %TO.P,J9,1,Pin_1*% %TO.N,/~{NMI}*% @@ -842,24 +1258,6 @@ D12* %TO.N,GND*% X119049775Y-62465000D03* %TD*% -D10* -%TO.P,R1,1*% -%TO.N,+3.3V*% -X241043173Y-176488531D03* -D11* -%TO.P,R1,2*% -%TO.N,/~{RES}*% -X241043173Y-171408531D03* -%TD*% -D10* -%TO.P,R11,1*% -%TO.N,/~{I{slash}O}0*% -X209135467Y-145442098D03* -D11* -%TO.P,R11,2*% -%TO.N,+3.3V*% -X209135467Y-140362098D03* -%TD*% D14* %TO.P,J3,1,Pin_1*% %TO.N,/~{RD}*% @@ -872,33 +1270,6 @@ X234549426Y-118626918D03* %TO.N,/PHI2*% X237089426Y-118626918D03* %TD*% -D10* -%TO.P,R20,1*% -%TO.N,/I2C_SCL*% -X120996704Y-114480358D03* -D11* -%TO.P,R20,2*% -%TO.N,+3.3V*% -X115916704Y-114480358D03* -%TD*% -D10* -%TO.P,R5,1*% -%TO.N,+5V*% -X97686704Y-98630358D03* -D11* -%TO.P,R5,2*% -%TO.N,Net-(D1-A)*% -X92606704Y-98630358D03* -%TD*% -D10* -%TO.P,R36,1*% -%TO.N,Net-(R32-Pad2)*% -X218015852Y-82822679D03* -D11* -%TO.P,R36,2*% -%TO.N,Net-(R33-Pad2)*% -X218015852Y-77742679D03* -%TD*% D28* %TO.P,U8,1,ADJ/GND*% %TO.N,GND*% @@ -919,15 +1290,6 @@ X213800000Y-211325000D03* %TO.N,GND*% X218800000Y-211325000D03* %TD*% -D10* -%TO.P,R30,1*% -%TO.N,GND*% -X215605000Y-75202679D03* -D11* -%TO.P,R30,2*% -%TO.N,Net-(R30-Pad2)*% -X220685000Y-75202679D03* -%TD*% D27* %TO.P,C15,1*% %TO.N,+5V*% @@ -953,51 +1315,6 @@ X235838531Y-189731827D03* %TO.N,GND*% X235838531Y-194731827D03* %TD*% -D10* -%TO.P,R3,1*% -%TO.N,+3.3V*% -X195273173Y-209508531D03* -D11* -%TO.P,R3,2*% -%TO.N,/~{NMI}*% -X195273173Y-204428531D03* -%TD*% -D10* -%TO.P,R21,1*% -%TO.N,/~{BOOT_SEL}*% -X244753173Y-211863531D03* -D11* -%TO.P,R21,2*% -%TO.N,+3.3V*% -X244753173Y-206783531D03* -%TD*% -D10* -%TO.P,R65,1*% -%TO.N,/~{MUTE}*% -X190820000Y-70925000D03* -D11* -%TO.P,R65,2*% -%TO.N,+3.3V*% -X195900000Y-70925000D03* -%TD*% -D10* -%TO.P,R12,1*% -%TO.N,/~{I{slash}O}1*% -X202954071Y-144890511D03* -D11* -%TO.P,R12,2*% -%TO.N,+3.3V*% -X202954071Y-149970511D03* -%TD*% -D10* -%TO.P,R17,1*% -%TO.N,/~{FPGA_RESET}*% -X187466967Y-118249650D03* -D11* -%TO.P,R17,2*% -%TO.N,+3.3V*% -X182386967Y-118249650D03* -%TD*% D24* %TO.P,SW1,1,1*% %TO.N,/~{RES}*% @@ -1008,24 +1325,6 @@ X202524065Y-220575449D03* X194904065Y-225655449D03* X202524065Y-225655449D03* %TD*% -D10* -%TO.P,R49,1*% -%TO.N,/MOSI*% -X184903531Y-215031827D03* -D11* -%TO.P,R49,2*% -%TO.N,+3.3V*% -X184903531Y-220111827D03* -%TD*% -D10* -%TO.P,R35,1*% -%TO.N,Net-(R30-Pad2)*% -X220555852Y-82822679D03* -D11* -%TO.P,R35,2*% -%TO.N,Net-(R32-Pad2)*% -X220555852Y-77742679D03* -%TD*% D28* %TO.P,U4,1,IN*% %TO.N,Net-(U4-IN)*% @@ -1047,24 +1346,6 @@ D26* %TO.N,Net-(D5-A)*% X216183173Y-215843531D03* %TD*% -D10* -%TO.P,R6,1*% -%TO.N,+3.3V*% -X100220000Y-98630358D03* -D11* -%TO.P,R6,2*% -%TO.N,Net-(D2-A)*% -X105300000Y-98630358D03* -%TD*% -D10* -%TO.P,R62,1*% -%TO.N,/BLUE*% -X232019512Y-75202679D03* -D11* -%TO.P,R62,2*% -%TO.N,GND*% -X237099512Y-75202679D03* -%TD*% D12* %TO.P,C7,1*% %TO.N,+3.3V*% @@ -1078,15 +1359,6 @@ D19* %TO.N,GND*% X91975000Y-57482679D03* %TD*% -D10* -%TO.P,R58,1*% -%TO.N,/B1*% -X235795852Y-90442679D03* -D11* -%TO.P,R58,2*% -%TO.N,Net-(R57-Pad2)*% -X235795852Y-85362679D03* -%TD*% D30* %TO.P,U6,1,SCK*% %TO.N,/SYSCLK*% @@ -1388,15 +1660,6 @@ X213570852Y-206647679D03* %TO.N,+3.3V*% X213570852Y-204107679D03* %TD*% -D10* -%TO.P,R55,1*% -%TO.N,GND*% -X238403172Y-77742679D03* -D11* -%TO.P,R55,2*% -%TO.N,Net-(R55-Pad2)*% -X238403172Y-82822679D03* -%TD*% D30* %TO.P,J6,a1,Pin_a1*% %TO.N,GND*% @@ -1593,124 +1856,34 @@ X203745871Y-134780000D03* %TO.N,+5V*% X206285871Y-134780000D03* %TD*% -D10* -%TO.P,R4,1*% -%TO.N,+3.3V*% -X240783531Y-184101827D03* -D11* -%TO.P,R4,2*% -%TO.N,/BE*% -X240783531Y-189181827D03* -%TD*% D19* %TO.P,H1,1,1*% %TO.N,GND*% X176430000Y-82606339D03* %TD*% -D10* -%TO.P,R31,1*% -%TO.N,/R0*% -X220555852Y-90442679D03* -D11* -%TO.P,R31,2*% -%TO.N,Net-(R30-Pad2)*% -X220555852Y-85362679D03* -%TD*% -D10* -%TO.P,R61,1*% -%TO.N,Net-(R59-Pad2)*% -X230715852Y-77742679D03* -D11* -%TO.P,R61,2*% -%TO.N,/BLUE*% -X230715852Y-82822679D03* -%TD*% -D10* -%TO.P,R25,1*% -%TO.N,/~{ROM}1*% -X176870000Y-192795000D03* -D11* -%TO.P,R25,2*% -%TO.N,+3.3V*% -X181950000Y-192795000D03* -%TD*% D25* %TO.P,D2,1,K*% %TO.N,GND*% -X102775000Y-96090000D03* +X106585000Y-96090000D03* D26* %TO.P,D2,2,A*% %TO.N,Net-(D2-A)*% -X102775000Y-93550000D03* -%TD*% -D10* -%TO.P,R8,1*% -%TO.N,/BL2*% -X216306010Y-213598495D03* -D11* -%TO.P,R8,2*% -%TO.N,Net-(D4-A)*% -X211226010Y-213598495D03* -%TD*% -D10* -%TO.P,R51,1*% -%TO.N,/SCK*% -X150028531Y-211221827D03* -D11* -%TO.P,R51,2*% -%TO.N,GND*% -X150028531Y-216301827D03* -%TD*% -D10* -%TO.P,R19,1*% -%TO.N,/I2C_SDA*% -X120996704Y-116995358D03* -D11* -%TO.P,R19,2*% -%TO.N,+3.3V*% -X115916704Y-116995358D03* +X106585000Y-93550000D03* %TD*% D25* %TO.P,D1,1,K*% %TO.N,GND*% -X95155000Y-96090000D03* +X96425000Y-96090000D03* D26* %TO.P,D1,2,A*% %TO.N,Net-(D1-A)*% -X95155000Y-93550000D03* -%TD*% -D10* -%TO.P,R28,1*% -%TO.N,/~{WR}*% -X169250000Y-197800000D03* -D11* -%TO.P,R28,2*% -%TO.N,+3.3V*% -X174330000Y-197800000D03* -%TD*% -D10* -%TO.P,R46,1*% -%TO.N,Net-(J11-DAT1)*% -X158455000Y-192845000D03* -D11* -%TO.P,R46,2*% -%TO.N,+3.3V*% -X163535000Y-192845000D03* +X96425000Y-93550000D03* %TD*% D19* %TO.P,H9,1,1*% %TO.N,GND*% X165023820Y-57207679D03* %TD*% -D10* -%TO.P,R39,1*% -%TO.N,/~{SD_CD}*% -X147698173Y-216301827D03* -D11* -%TO.P,R39,2*% -%TO.N,+3.3V*% -X147698173Y-211221827D03* -%TD*% D25* %TO.P,D4,1,K*% %TO.N,GND*% @@ -1720,24 +1893,6 @@ D26* %TO.N,Net-(D4-A)*% X211268173Y-215843531D03* %TD*% -D10* -%TO.P,R15,1*% -%TO.N,/~{CS}6*% -X215575785Y-145051752D03* -D11* -%TO.P,R15,2*% -%TO.N,+3.3V*% -X215575785Y-150131752D03* -%TD*% -D10* -%TO.P,R47,1*% -%TO.N,Net-(J11-DAT2)*% -X158455000Y-195360000D03* -D11* -%TO.P,R47,2*% -%TO.N,+3.3V*% -X163535000Y-195360000D03* -%TD*% D33* %TO.P,J12,0*% %TO.N,GND*% @@ -1793,24 +1948,6 @@ D19* %TO.N,GND*% X216570852Y-131922500D03* %TD*% -D10* -%TO.P,R42,1*% -%TO.N,Net-(R40-Pad2)*% -X202775852Y-82822679D03* -D11* -%TO.P,R42,2*% -%TO.N,Net-(R42-Pad2)*% -X202775852Y-77742679D03* -%TD*% -D10* -%TO.P,R7,1*% -%TO.N,/BL1*% -X208811704Y-213615358D03* -D11* -%TO.P,R7,2*% -%TO.N,Net-(D3-A)*% -X203731704Y-213615358D03* -%TD*% D14* %TO.P,J5,1,Pin_1*% %TO.N,GND*% @@ -1903,15 +2040,6 @@ D19* %TO.N,GND*% X117570852Y-131922500D03* %TD*% -D10* -%TO.P,R18,1*% -%TO.N,/CDONE*% -X189945455Y-118303308D03* -D11* -%TO.P,R18,2*% -%TO.N,+3.3V*% -X195025455Y-118303308D03* -%TD*% D12* %TO.P,C2,1*% %TO.N,+3.3V*% @@ -1920,79 +2048,17 @@ X213800000Y-171405000D03* %TO.N,GND*% X218800000Y-171405000D03* %TD*% -D10* -%TO.P,R37,1*% -%TO.N,Net-(R33-Pad2)*% -X215475852Y-77742679D03* -D11* -%TO.P,R37,2*% -%TO.N,/RED*% -X215475852Y-82822679D03* -%TD*% -D10* -%TO.P,R64,1*% -%TO.N,/~{SD_WP}*% -X145315618Y-216301827D03* -D11* -%TO.P,R64,2*% -%TO.N,+3.3V*% -X145315618Y-211221827D03* -%TD*% -D12* -%TO.P,C11,1*% -%TO.N,Net-(U4-IN)*% -X116290000Y-56500000D03* -%TO.P,C11,2*% -%TO.N,GND*% -X118790000Y-56500000D03* -%TD*% -D10* -%TO.P,R53,1*% -%TO.N,/GREEN*% -X207932978Y-72662679D03* -D11* -%TO.P,R53,2*% -%TO.N,GND*% -X202852978Y-72662679D03* -%TD*% -D10* -%TO.P,R50,1*% -%TO.N,/~{SD_SS}*% -X185063173Y-212868531D03* -D11* -%TO.P,R50,2*% -%TO.N,+3.3V*% -X185063173Y-207788531D03* -%TD*% -D10* -%TO.P,R59,1*% -%TO.N,Net-(R57-Pad2)*% -X223095852Y-77742679D03* -D11* -%TO.P,R59,2*% -%TO.N,Net-(R59-Pad2)*% -X223095852Y-82822679D03* -%TD*% D14* %TO.P,J4,1,Pin_1*% %TO.N,/~{WR}*% -X199763173Y-116848531D03* +X200398173Y-116848531D03* D15* %TO.P,J4,2,Pin_2*% %TO.N,/VERA_7*% -X202303173Y-116848531D03* +X202938173Y-116848531D03* %TO.P,J4,3,Pin_3*% %TO.N,/R{slash}~{W}*% -X204843173Y-116848531D03* -%TD*% -D10* -%TO.P,R44,1*% -%TO.N,Net-(R42-Pad2)*% -X205392978Y-82822679D03* -D11* -%TO.P,R44,2*% -%TO.N,Net-(R44-Pad2)*% -X205392978Y-77742679D03* +X205478173Y-116848531D03* %TD*% D12* %TO.P,C6,1*% @@ -2002,22 +2068,6 @@ X153016704Y-197800358D03* %TO.N,GND*% X148016704Y-197800358D03* %TD*% -%TO.P,C17,1*% -%TO.N,+5V*% -X108188173Y-69613531D03* -%TO.P,C17,2*% -%TO.N,GND*% -X108188173Y-67113531D03* -%TD*% -D10* -%TO.P,R56,1*% -%TO.N,/B0*% -X238403173Y-90442679D03* -D11* -%TO.P,R56,2*% -%TO.N,Net-(R55-Pad2)*% -X238403173Y-85362679D03* -%TD*% D27* %TO.P,U3,1,A18*% %TO.N,/A18*% @@ -2216,24 +2266,6 @@ X138005852Y-209867171D03* %TO.N,+3.3V*% X140545852Y-207327171D03* %TD*% -D10* -%TO.P,R26,1*% -%TO.N,/~{ROM}0*% -X176870000Y-195310000D03* -D11* -%TO.P,R26,2*% -%TO.N,+3.3V*% -X181950000Y-195310000D03* -%TD*% -D10* -%TO.P,R38,1*% -%TO.N,/RED*% -X215605000Y-72662679D03* -D11* -%TO.P,R38,2*% -%TO.N,GND*% -X220685000Y-72662679D03* -%TD*% D19* %TO.P,H5,1,1*% %TO.N,GND*% @@ -2252,24 +2284,6 @@ D19* %TO.N,GND*% X241133252Y-57482679D03* %TD*% -D10* -%TO.P,R40,1*% -%TO.N,GND*% -X202852978Y-75202679D03* -D11* -%TO.P,R40,2*% -%TO.N,Net-(R40-Pad2)*% -X207932978Y-75202679D03* -%TD*% -D10* -%TO.P,R10,1*% -%TO.N,/R{slash}~{W}*% -X237050972Y-142008637D03* -D11* -%TO.P,R10,2*% -%TO.N,+3.3V*% -X237050972Y-136928637D03* -%TD*% D24* %TO.P,SW2,1,1*% %TO.N,/~{BOOT_SEL}*% @@ -2280,41 +2294,6 @@ X230982763Y-218541613D03* X238602763Y-213461613D03* X230982763Y-213461613D03* %TD*% -D10* -%TO.P,R52,1*% -%TO.N,Net-(R44-Pad2)*% -X207855852Y-82822679D03* -D11* -%TO.P,R52,2*% -%TO.N,/GREEN*% -X207855852Y-77742679D03* -%TD*% -D10* -%TO.P,R27,1*% -%TO.N,/~{RD}*% -X176870000Y-197825000D03* -D11* -%TO.P,R27,2*% -%TO.N,+3.3V*% -X181950000Y-197825000D03* -%TD*% -D12* -%TO.P,C21,1*% -%TO.N,+3.3V*% -X126805000Y-111045000D03* -%TO.P,C21,2*% -%TO.N,GND*% -X126805000Y-108545000D03* -%TD*% -D10* -%TO.P,R33,1*% -%TO.N,/R2*% -X195155852Y-90442679D03* -D11* -%TO.P,R33,2*% -%TO.N,Net-(R33-Pad2)*% -X195155852Y-85362679D03* -%TD*% D13* %TO.P,J2,1,Pin_1*% %TO.N,+3.3V*% @@ -2445,11 +2424,11 @@ X218015852Y-93637679D03* %TO.P,U5,35,R3*% %TO.N,/R3*% X215475852Y-93637679D03* -%TO.P,U5,36,VSYNC*% -%TO.N,/VSYNC*% -X212935852Y-93637679D03* -%TO.P,U5,37,HSYNC*% +%TO.P,U5,36,HSYNC*% %TO.N,/HSYNC*% +X212935852Y-93637679D03* +%TO.P,U5,37,VSYNC*% +%TO.N,/VSYNC*% X210395852Y-93637679D03* %TO.P,U5,38,G2*% %TO.N,/G2*% @@ -2546,7 +2525,7 @@ X179915852Y-226967679D03* D35* X106890852Y-103142679D03* %TO.N,+3.3V*% -X129115852Y-116477679D03* +X129433352Y-116160179D03* D36* X166580852Y-199662679D03* D38* @@ -2683,7 +2662,7 @@ X187535852Y-144417679D03* D39* X193250852Y-144417679D03* D36* -X193250852Y-197757679D03* +X196384695Y-197757679D03* D39* %TO.N,/~{VIRQ}*% X239605852Y-190772679D03* @@ -2697,7 +2676,7 @@ D36* %TO.N,/~{NMI}*% X192615852Y-199027679D03* D39* -X192615852Y-220617679D03* +X192615852Y-219982679D03* D36* X192615852Y-141877679D03* %TO.N,/I2C_SCL*% @@ -2705,14 +2684,14 @@ X195155852Y-140607679D03* X131020852Y-140607679D03* D39* X189440852Y-140607679D03* -X188170852Y-222522679D03* +X188170852Y-221252679D03* X188170852Y-207917679D03* D36* %TO.N,/I2C_SDA*% X197695852Y-139337679D03* X133560852Y-139337679D03* D39* -X190710852Y-221887679D03* +X190710852Y-220617679D03* D36* X190710852Y-202837679D03* D39* @@ -2929,7 +2908,7 @@ D36* %TO.N,/SNES_DATA0*% X193885852Y-141242679D03* D39* -X187535852Y-223157679D03* +X187535852Y-221887679D03* X207220852Y-208552679D03* X188170852Y-141242679D03* X187535852Y-208552679D03* @@ -3008,8 +2987,6 @@ D36* %TO.N,/SYSCLK*% X220555852Y-106317679D03* X200870852Y-106317679D03* -%TO.N,/HSYNC*% -X212300852Y-54882679D03* %TO.N,/BCK*% X198965852Y-96157679D03* %TO.N,/ADATA*% @@ -3037,6 +3014,88 @@ X221825852Y-159657679D03* X222460852Y-196487679D03* %TD*% D40* +%TO.N,Net-(R42-Pad2)*% +X209693531Y-70218531D02* +X207220852Y-70218531D01* +%TO.N,Net-(R30-Pad2)*% +X220555852Y-82822679D02* +X225506704Y-77871827D01* +X225506704Y-77871827D02* +X225506704Y-77700358D01* +%TO.N,Net-(R59-Pad2)*% +X225315000Y-65060000D02* +X230063531Y-69808531D01* +X230063531Y-69808531D02* +X233323173Y-69808531D01* +%TO.N,/BLUE*% +X225315000Y-62495000D02* +X227880000Y-65060000D01* +X227880000Y-65060000D02* +X232935000Y-65060000D01* +%TO.N,/BCK*% +X240875852Y-95522679D02* +X240875852Y-93637679D01* +%TO.N,/GREEN*% +X192615852Y-82822679D02* +X193605801Y-82822679D01* +X206837704Y-69293531D02* +X218988173Y-69293531D01* +X193605801Y-82822679D02* +X205670801Y-70757679D01* +X205670801Y-70757679D02* +X205670801Y-70460434D01* +X205670801Y-70460434D02* +X206837704Y-69293531D01* +X218988173Y-69293531D02* +X221183173Y-71488531D01* +%TO.N,Net-(R33-Pad2)*% +X195155852Y-82822679D02* +X206835000Y-71143531D01* +X206835000Y-71143531D02* +X214550852Y-71143531D01* +X214550852Y-71143531D02* +X215475852Y-70218531D01* +%TO.N,Net-(R40-Pad2)*% +X204680852Y-77838531D02* +X207220852Y-77838531D01* +%TO.N,Net-(R44-Pad2)*% +X209693531Y-77838531D02* +X216043531Y-71488531D01* +X216043531Y-71488531D02* +X218668173Y-71488531D01* +%TO.N,Net-(R32-Pad2)*% +X217886704Y-77700358D02* +X215614025Y-77700358D01* +X215614025Y-77700358D02* +X215475852Y-77838531D01* +%TO.N,Net-(R55-Pad2)*% +X238335852Y-69801827D02* +X235795852Y-69801827D01* +%TO.N,Net-(R57-Pad2)*% +X235795852Y-77421827D02* +X233329877Y-77421827D01* +X233329877Y-77421827D02* +X233323173Y-77428531D01* +D41* +%TO.N,+5V*% +X178010852Y-119032116D02* +X179266415Y-120287679D01* +X204045852Y-120287679D02* +X209125852Y-125367679D01* +X179266415Y-120287679D02* +X204045852Y-120287679D01* +X178010852Y-103777679D02* +X178010852Y-119032116D01* +X209125852Y-125367679D02* +X209125852Y-131943750D01* +X209125852Y-131943750D02* +X206289602Y-134780000D01* +D42* +X100226704Y-98630358D02* +X104064383Y-94792679D01* +X104064383Y-94792679D02* +X117030852Y-94792679D01* +D43* %TO.N,GND*% X86190861Y-150132679D02* X82760852Y-150132679D01* @@ -3046,14 +3105,6 @@ X90380852Y-192042679D02* X87780861Y-192042679D01* X87520861Y-113302679D02* X90380852Y-113302679D01* -D41* -X225605510Y-58646332D02* -X231210510Y-58646332D01* -X215300510Y-56666332D02* -X208330510Y-56666332D01* -X208330510Y-56666332D02* -X208260510Y-56596332D01* -D40* X87460861Y-148862679D02* X86190861Y-150132679D01* X87780861Y-192042679D02* @@ -3064,10 +3115,6 @@ X86510861Y-193312679D02* X82760852Y-193312679D01* X87520861Y-113302679D02* X86250861Y-114572679D01* -D41* -X231210510Y-58646332D02* -X233260510Y-56596332D01* -D40* %TO.N,+3.3V*% X87320861Y-189502679D02* X86050861Y-190772679D01* @@ -3081,7 +3128,7 @@ X86050861Y-190772679D02* X82760852Y-190772679D01* X87480861Y-115842679D02* X90380852Y-115842679D01* -D42* +D40* %TO.N,/A1*% X134004602Y-131075000D02* X132629602Y-129700000D01* @@ -3349,59 +3396,27 @@ X227060852Y-112822679D02* X228745187Y-112822679D01* D41* %TO.N,+5V*% -X204045852Y-120287679D02* -X209125852Y-125367679D01* -X178010852Y-118382679D02* -X179915852Y-120287679D01* -X209125852Y-125367679D02* -X209125852Y-131943750D01* X200235852Y-108857679D02* X200235852Y-111397679D01* X169120852Y-94887679D02* X178010852Y-103777679D01* -D43* -X99870620Y-94792679D02* -X117030852Y-94792679D01* -D41* X117050852Y-94887679D02* X169120852Y-94887679D01* X178010852Y-103777679D02* X195155852Y-103777679D01* -D43* -X97686704Y-98630358D02* -X97686704Y-96976595D01* -D41* -X178010852Y-103777679D02* -X178010852Y-118382679D01* -X209125852Y-131943750D02* -X206289602Y-134780000D01* -X179915852Y-120287679D02* -X204045852Y-120287679D01* X195155852Y-103777679D02* X200235852Y-108857679D01* -D43* -X97686704Y-96976595D02* -X99870620Y-94792679D01* -D42* +D40* %TO.N,/SYSCLK*% X200870852Y-106317679D02* X202140852Y-106317679D01* X202140852Y-106317679D02* X220555852Y-106317679D01* -%TO.N,/HSYNC*% -X212300852Y-54882679D02* -X213522199Y-53661332D01* -X220000510Y-53661332D02* -X221025510Y-54686332D01* -X213522199Y-53661332D02* -X220000510Y-53661332D01* %TO.N,/BCK*% X198965852Y-96157679D02* X240240852Y-96157679D01* X240240852Y-96157679D02* X240875852Y-95522679D01* -X240875852Y-95522679D02* -X240875852Y-93637679D01* %TO.N,/ADATA*% X197060852Y-97427679D02* X225635852Y-97427679D01* @@ -3410,58 +3425,6 @@ X197060852Y-97427679D01* %TO.N,/LRCK*% X193885852Y-98697679D02* X233255852Y-98697679D01* -%TO.N,/GREEN*% -X204363352Y-80917679D02* -X207538352Y-77742679D01* -X207538352Y-77742679D02* -X207855852Y-77742679D01* -X218735510Y-58646332D02* -X218735510Y-61860147D01* -X218735510Y-61860147D02* -X207932978Y-72662679D01* -X192615852Y-85362679D02* -X197060852Y-80917679D01* -X197060852Y-80917679D02* -X204363352Y-80917679D01* -%TO.N,Net-(R32-Pad2)*% -X220555852Y-80282679D02* -X218015852Y-82822679D01* -X220555852Y-77742679D02* -X220555852Y-80282679D01* -%TO.N,Net-(R33-Pad2)*% -X218015852Y-77742679D02* -X215475852Y-77742679D01* -X208780852Y-84437679D02* -X215475852Y-77742679D01* -X196080852Y-84437679D02* -X208780852Y-84437679D01* -X195155852Y-85362679D02* -X196080852Y-84437679D01* -%TO.N,Net-(R40-Pad2)*% -X206585852Y-79647679D02* -X203410852Y-82822679D01* -X207932978Y-75202679D02* -X209125852Y-76395553D01* -X207855852Y-79647679D02* -X206585852Y-79647679D01* -X209125852Y-76395553D02* -X209125852Y-78377679D01* -X209125852Y-78377679D02* -X207855852Y-79647679D01* -X203410852Y-82822679D02* -X202775852Y-82822679D01* -%TO.N,Net-(R55-Pad2)*% -X235795852Y-77742679D02* -X235795852Y-80215359D01* -X235795852Y-80215359D02* -X238403172Y-82822679D01* -%TO.N,Net-(R57-Pad2)*% -X224020852Y-78667679D02* -X231640852Y-78667679D01* -X231640852Y-78667679D02* -X235795852Y-82822679D01* -X223095852Y-77742679D02* -X224020852Y-78667679D01* %TD*% %TA.AperFunction,Conductor*% %TO.N,+3.3V*% @@ -3616,6 +3579,7 @@ X138787693Y-205718932D01* X138937613Y-205569012D01* X139059223Y-205395335D01* X139148826Y-205203180D01* +X139153232Y-205186738D01* X139156077Y-205176120D01* X139192442Y-205116459D01* X139255289Y-205085930D01* @@ -3722,7 +3686,7 @@ X214960367Y-204495661D01* X214967874Y-204523677D01* X214967876Y-204523684D01* X214967878Y-204523688D01* -X215009400Y-204612732D01* +X215032389Y-204662032D01* X215057481Y-204715843D01* X215057483Y-204715847D01* X215179087Y-204889515D01* @@ -3974,7 +3938,7 @@ X228421903Y-180097454D01* X228394848Y-180104703D01* X228394843Y-180104704D01* X228394843Y-180104705D01* -X228375785Y-180113592D01* +X228389222Y-180107326D01* X228202687Y-180194308D01* X228202683Y-180194310D01* X228029015Y-180315914D01* @@ -4275,6 +4239,7 @@ X227613004Y-199238897D01* X227667875Y-199443680D01* X227667877Y-199443684D01* X227667878Y-199443688D01* +X227725576Y-199567422D01* X227757481Y-199635843D01* X227757483Y-199635847D01* X227879087Y-199809515D01* @@ -4804,6 +4769,9 @@ X204608701Y-196698892D01* X204627180Y-196487682D01* X221730761Y-196487682D01* X221749064Y-196650134D01* +X221749065Y-196650139D01* +X221749066Y-196650140D01* +X221755942Y-196669789D01* X221803062Y-196804453D01* X221841372Y-196865423D01* X221890044Y-196942883D01* @@ -4832,6 +4800,7 @@ X223172638Y-196325218D01* X223118641Y-196170904D01* X223031660Y-196032475D01* X222916056Y-195916871D01* +X222870342Y-195888147D01* X222777626Y-195829889D01* X222643791Y-195783058D01* X222623313Y-195775893D01* @@ -4871,7 +4840,7 @@ X203712069Y-195217682D01* X216650761Y-195217682D01* X216669064Y-195380134D01* X216723062Y-195534453D01* -X216786962Y-195636148D01* +X216784387Y-195632050D01* X216810044Y-195672883D01* X216925648Y-195788487D01* X217064077Y-195875468D01* @@ -4889,7 +4858,7 @@ X217836056Y-195788487D01* X217951660Y-195672883D01* X218038641Y-195534454D01* X218092638Y-195380140D01* -X218093960Y-195368407D01* +X218092639Y-195380134D01* X218110943Y-195217682D01* X218110943Y-195217675D01* X218092639Y-195055223D01* @@ -4967,7 +4936,7 @@ X204192694Y-190475919D01* X204192688Y-190475914D01* X204019020Y-190354310D01* X204019016Y-190354308D01* -X203951659Y-190322899D01* +X203991429Y-190341444D01* X203826861Y-190264705D01* X203826857Y-190264703D01* X203826850Y-190264701D01* @@ -5150,7 +5119,7 @@ X204192694Y-180315919D01* X204192688Y-180315914D01* 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X201211506Y-62961402D01* X201378597Y-63128493D01* @@ -48833,8 +48848,11 @@ X200914938Y-64865413D01* X200976094Y-65093655D01* X200976096Y-65093659D01* X200976097Y-65093663D01* +X201052046Y-65256535D01* X201075965Y-65307830D01* X201075967Y-65307834D01* +X201139156Y-65398076D01* +X201189894Y-65470538D01* X201211501Y-65501395D01* X201211506Y-65501402D01* X201378597Y-65668493D01* diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Mask.gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Mask.gbr index f9a5668..1fae785 100644 --- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Mask.gbr +++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Mask.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*% -%TF.CreationDate,2024-04-23T00:12:59-04:00*% +%TF.CreationDate,2024-04-23T02:53:04-04:00*% %TF.ProjectId,Prototype 4 (PTH),50726f74-6f74-4797-9065-203420285054,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Soldermask,Bot*% %TF.FilePolarity,Negative*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 00:12:59* +G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 02:53:04* %MOMM*% %LPD*% G01* @@ -29,8 +29,8 @@ G04 Aperture macros list* 20,1,$1+$1,$6,$7,$8,$9,0* 20,1,$1+$1,$8,$9,$2,$3,0*% G04 Aperture macros list end* -%ADD10C,1.400000*% -%ADD11O,1.400000X1.400000*% +%ADD10O,1.400000X1.400000*% +%ADD11C,1.400000*% %ADD12C,1.600000*% %ADD13C,2.500000*% %ADD14R,1.700000X1.700000*% @@ -58,61 +58,411 @@ G04 Aperture macros list end* %ADD36O,1.600000X1.600000*% G04 APERTURE END LIST* D10* -%TO.C,R16*% -X218023531Y-150221827D03* +%TO.C,R63*% +X230715852Y-82822679D03* D11* -X218023531Y-145141827D03* +X230715852Y-90442679D03* +%TD*% +%TO.C,R62*% +X225315000Y-62495000D03* +D10* +X232935000Y-62495000D03* +%TD*% +D11* +%TO.C,R61*% +X225315000Y-65060000D03* +D10* +X232935000Y-65060000D03* +%TD*% +%TO.C,R60*% +X223095852Y-82822679D03* +D11* +X223095852Y-90442679D03* 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-X120996704Y-116995358D03* -D11* -X115916704Y-116995358D03* +X106585000Y-93550000D03* %TD*% D26* %TO.C,D1*% -X95155000Y-96090000D03* +X96425000Y-96090000D03* D27* -X95155000Y-93550000D03* -%TD*% -D10* -%TO.C,R28*% -X169250000Y-197800000D03* -D11* -X174330000Y-197800000D03* -%TD*% -D10* -%TO.C,R46*% -X158455000Y-192845000D03* -D11* -X163535000Y-192845000D03* +X96425000Y-93550000D03* %TD*% D20* %TO.C,H9*% X165023820Y-57207679D03* %TD*% -D10* -%TO.C,R39*% -X147698173Y-216301827D03* -D11* -X147698173Y-211221827D03* -%TD*% D26* %TO.C,D4*% X211268173Y-218383531D03* D27* X211268173Y-215843531D03* %TD*% -D10* -%TO.C,R15*% -X215575785Y-145051752D03* -D11* -X215575785Y-150131752D03* -%TD*% -D10* -%TO.C,R47*% -X158455000Y-195360000D03* -D11* -X163535000Y-195360000D03* -%TD*% D35* %TO.C,J12*% X233260510Y-56596332D03* @@ -942,18 +1037,6 @@ D20* %TO.C,H8*% X216570852Y-131922500D03* %TD*% -D10* -%TO.C,R42*% -X202775852Y-82822679D03* -D11* -X202775852Y-77742679D03* -%TD*% -D10* -%TO.C,R7*% -X208811704Y-213615358D03* -D11* -X203731704Y-213615358D03* -%TD*% D14* %TO.C,J5*% X130070496Y-108505000D03* @@ -990,80 +1073,23 @@ D20* %TO.C,H4*% X117570852Y-131922500D03* %TD*% -D10* -%TO.C,R18*% -X189945455Y-118303308D03* -D11* -X195025455Y-118303308D03* -%TD*% D12* %TO.C,C2*% X213800000Y-171405000D03* X218800000Y-171405000D03* %TD*% -D10* -%TO.C,R37*% -X215475852Y-77742679D03* -D11* -X215475852Y-82822679D03* -%TD*% -D10* -%TO.C,R64*% -X145315618Y-216301827D03* -D11* -X145315618Y-211221827D03* -%TD*% -D12* -%TO.C,C11*% -X116290000Y-56500000D03* -X118790000Y-56500000D03* -%TD*% -D10* -%TO.C,R53*% -X207932978Y-72662679D03* -D11* -X202852978Y-72662679D03* -%TD*% -D10* -%TO.C,R50*% -X185063173Y-212868531D03* -D11* -X185063173Y-207788531D03* -%TD*% -D10* -%TO.C,R59*% -X223095852Y-77742679D03* -D11* -X223095852Y-82822679D03* -%TD*% D14* %TO.C,J4*% -X199763173Y-116848531D03* +X200398173Y-116848531D03* D15* -X202303173Y-116848531D03* -X204843173Y-116848531D03* -%TD*% -D10* -%TO.C,R44*% -X205392978Y-82822679D03* -D11* -X205392978Y-77742679D03* +X202938173Y-116848531D03* +X205478173Y-116848531D03* %TD*% D12* %TO.C,C6*% X153016704Y-197800358D03* X148016704Y-197800358D03* %TD*% -%TO.C,C17*% -X108188173Y-69613531D03* -X108188173Y-67113531D03* -%TD*% -D10* -%TO.C,R56*% -X238403173Y-90442679D03* -D11* -X238403173Y-85362679D03* -%TD*% D28* %TO.C,U3*% X151975852Y-179342679D03* @@ -1136,18 +1162,6 @@ X140545852Y-209867171D03* X138005852Y-209867171D03* X140545852Y-207327171D03* %TD*% -D10* -%TO.C,R26*% -X176870000Y-195310000D03* -D11* -X181950000Y-195310000D03* -%TD*% -D10* -%TO.C,R38*% -X215605000Y-72662679D03* -D11* -X220685000Y-72662679D03* -%TD*% D20* %TO.C,H5*% X225998352Y-215207679D03* @@ -1161,18 +1175,6 @@ D20* %TO.C,H7*% X241133252Y-57482679D03* %TD*% -D10* -%TO.C,R40*% -X202852978Y-75202679D03* -D11* -X207932978Y-75202679D03* -%TD*% -D10* -%TO.C,R10*% -X237050972Y-142008637D03* -D11* -X237050972Y-136928637D03* -%TD*% D25* %TO.C,SW2*% X238602763Y-218541613D03* @@ -1180,29 +1182,6 @@ X230982763Y-218541613D03* X238602763Y-213461613D03* X230982763Y-213461613D03* %TD*% -D10* -%TO.C,R52*% -X207855852Y-82822679D03* -D11* -X207855852Y-77742679D03* -%TD*% -D10* -%TO.C,R27*% -X176870000Y-197825000D03* -D11* -X181950000Y-197825000D03* -%TD*% -D12* -%TO.C,C21*% -X126805000Y-111045000D03* -X126805000Y-108545000D03* -%TD*% -D10* -%TO.C,R33*% -X195155852Y-90442679D03* -D11* -X195155852Y-85362679D03* -%TD*% D13* %TO.C,J2*% X216132102Y-227210000D03* diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Paste.gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Paste.gbr index 733fc5a..9d26917 100644 --- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Paste.gbr +++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Paste.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*% -%TF.CreationDate,2024-04-23T00:12:59-04:00*% +%TF.CreationDate,2024-04-23T02:53:04-04:00*% %TF.ProjectId,Prototype 4 (PTH),50726f74-6f74-4797-9065-203420285054,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Paste,Bot*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 00:12:59* +G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 02:53:04* %MOMM*% %LPD*% G01* diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Silkscreen.gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Silkscreen.gbr index c07561e..a703e26 100644 --- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Silkscreen.gbr +++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-B_Silkscreen.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*% -%TF.CreationDate,2024-04-23T00:12:59-04:00*% +%TF.CreationDate,2024-04-23T02:53:04-04:00*% %TF.ProjectId,Prototype 4 (PTH),50726f74-6f74-4797-9065-203420285054,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Legend,Bot*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 00:12:59* +G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 02:53:04* %MOMM*% %LPD*% G01* diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-Edge_Cuts.gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-Edge_Cuts.gbr index 49ad9e2..98b0b42 100644 --- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-Edge_Cuts.gbr +++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-Edge_Cuts.gbr @@ -1,11 +1,11 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*% -%TF.CreationDate,2024-04-23T00:12:59-04:00*% +%TF.CreationDate,2024-04-23T02:53:04-04:00*% %TF.ProjectId,Prototype 4 (PTH),50726f74-6f74-4797-9065-203420285054,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Profile,NP*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 00:12:59* +G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 02:53:04* %MOMM*% %LPD*% G01* diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-F_Cu (SMD).gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-F_Cu (SMD).gbr index e0d8d38..38dfeb2 100644 --- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-F_Cu (SMD).gbr +++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-F_Cu (SMD).gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*% -%TF.CreationDate,2024-04-23T00:12:58-04:00*% +%TF.CreationDate,2024-04-23T02:53:03-04:00*% %TF.ProjectId,Prototype 4 (PTH),50726f74-6f74-4797-9065-203420285054,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Copper,L1,Top*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 00:12:58* +G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 02:53:03* %MOMM*% %LPD*% G01* @@ -30,10 +30,10 @@ G04 Aperture macros list* 20,1,$1+$1,$8,$9,$2,$3,0*% G04 Aperture macros list end* %TA.AperFunction,ComponentPad*% -%ADD10C,1.400000*% +%ADD10O,1.400000X1.400000*% %TD*% %TA.AperFunction,ComponentPad*% -%ADD11O,1.400000X1.400000*% +%ADD11C,1.400000*% %TD*% %TA.AperFunction,ComponentPad*% %ADD12C,1.600000*% @@ -48,13 +48,13 @@ G04 Aperture macros list end* %ADD15O,1.700000X1.700000*% %TD*% %TA.AperFunction,SMDPad,CuDef*% -%ADD16R,1.100000X2.000000*% +%ADD16R,2.000000X1.000000*% %TD*% %TA.AperFunction,SMDPad,CuDef*% -%ADD17R,2.000000X1.000000*% +%ADD17R,2.000000X2.000000*% %TD*% %TA.AperFunction,SMDPad,CuDef*% -%ADD18R,2.000000X2.000000*% +%ADD18R,1.100000X2.000000*% %TD*% %TA.AperFunction,ComponentPad*% %ADD19R,3.500000X3.500000*% @@ -132,39 +132,625 @@ G04 Aperture macros list end* %ADD43C,0.400000*% %TD*% %TA.AperFunction,Conductor*% -%ADD44C,1.000000*% +%ADD44C,0.500000*% %TD*% %TA.AperFunction,Conductor*% %ADD45C,0.150000*% %TD*% %TA.AperFunction,Conductor*% -%ADD46C,0.250000*% +%ADD46C,1.000000*% %TD*% %TA.AperFunction,Conductor*% -%ADD47C,0.500000*% 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+D10* +%TO.P,R39,2*% +%TO.N,+3.3V*% +X147698173Y-211221827D03* +%TD*% +D11* +%TO.P,R51,1*% +%TO.N,/SCK*% +X150028531Y-211221827D03* +D10* +%TO.P,R51,2*% +%TO.N,GND*% +X150028531Y-218841827D03* +%TD*% +D11* +%TO.P,R50,1*% +%TO.N,/~{SD_SS}*% +X185846197Y-215004972D03* +D10* +%TO.P,R50,2*% +%TO.N,+3.3V*% +X185846197Y-222624972D03* +%TD*% +D11* +%TO.P,R49,1*% +%TO.N,/MOSI*% +X183633531Y-215031827D03* +D10* +%TO.P,R49,2*% +%TO.N,+3.3V*% +X183633531Y-222651827D03* +%TD*% +D11* +%TO.P,R48,1*% +%TO.N,/MISO*% +X156550000Y-197875000D03* +D10* +%TO.P,R48,2*% +%TO.N,+3.3V*% +X164170000Y-197875000D03* +%TD*% +D11* +%TO.P,R47,1*% +%TO.N,Net-(J11-DAT2)*% +X156550000Y-195360000D03* +D10* +%TO.P,R47,2*% +%TO.N,+3.3V*% +X164170000Y-195360000D03* +%TD*% +D11* +%TO.P,R46,1*% +%TO.N,Net-(J11-DAT1)*% +X156550000Y-192845000D03* +D10* +%TO.P,R46,2*% +%TO.N,+3.3V*% +X164170000Y-192845000D03* +%TD*% +D11* +%TO.P,R29,1*% +%TO.N,/~{CART}*% +X226141545Y-141799045D03* +D10* +%TO.P,R29,2*% +%TO.N,+3.3V*% +X226141545Y-149419045D03* +%TD*% +D11* +%TO.P,R28,1*% +%TO.N,/~{WR}*% +X166710000Y-197800000D03* +D10* +%TO.P,R28,2*% +%TO.N,+3.3V*% +X174330000Y-197800000D03* +%TD*% +D11* +%TO.P,R27,1*% +%TO.N,/~{RD}*% +X176870000Y-197825000D03* +D10* +%TO.P,R27,2*% +%TO.N,+3.3V*% +X184490000Y-197825000D03* +%TD*% +D11* +%TO.P,R26,1*% +%TO.N,/~{ROM}0*% +X176870000Y-195310000D03* +D10* +%TO.P,R26,2*% +%TO.N,+3.3V*% +X184490000Y-195310000D03* +%TD*% +D11* +%TO.P,R25,1*% +%TO.N,/~{ROM}1*% +X176870000Y-192795000D03* +D10* +%TO.P,R25,2*% +%TO.N,+3.3V*% +X184490000Y-192795000D03* +%TD*% +D11* +%TO.P,R24,1*% +%TO.N,/~{RAM}0*% +X166710000Y-195360000D03* +D10* +%TO.P,R24,2*% +%TO.N,+3.3V*% +X174330000Y-195360000D03* +%TD*% +D11* +%TO.P,R23,1*% +%TO.N,/~{RAM}1*% +X166710000Y-192845000D03* +D10* +%TO.P,R23,2*% +%TO.N,+3.3V*% +X174330000Y-192845000D03* +%TD*% +D11* +%TO.P,R65,1*% +%TO.N,/~{MUTE}*% +X190820000Y-70925000D03* +D10* +%TO.P,R65,2*% +%TO.N,+3.3V*% +X183200000Y-70925000D03* +%TD*% +D11* +%TO.P,R22,1*% +%TO.N,/~{VIRQ}*% +X229434306Y-127897878D03* +D10* +%TO.P,R22,2*% +%TO.N,+3.3V*% +X221814306Y-127897878D03* +%TD*% +D11* +%TO.P,R21,1*% +%TO.N,/~{BOOT_SEL}*% +X244254830Y-211870703D03* +D10* +%TO.P,R21,2*% +%TO.N,+3.3V*% +X244254830Y-204250703D03* +%TD*% +D11* +%TO.P,R20,1*% +%TO.N,/I2C_SCL*% +X120996704Y-114480358D03* +D10* +%TO.P,R20,2*% +%TO.N,+3.3V*% +X113376704Y-114480358D03* +%TD*% +D11* +%TO.P,R19,1*% +%TO.N,/I2C_SDA*% +X120996704Y-116995358D03* +D10* +%TO.P,R19,2*% +%TO.N,+3.3V*% +X113376704Y-116995358D03* +%TD*% +D11* +%TO.P,R18,1*% +%TO.N,/CDONE*% +X189945455Y-118303308D03* +D10* +%TO.P,R18,2*% +%TO.N,+3.3V*% +X197565455Y-118303308D03* +%TD*% +D11* +%TO.P,R17,1*% +%TO.N,/~{FPGA_RESET}*% +X187466967Y-118249650D03* +D10* +%TO.P,R17,2*% +%TO.N,+3.3V*% +X179846967Y-118249650D03* +%TD*% +D11* +%TO.P,R15,1*% +%TO.N,/~{CS}6*% +X215575785Y-145051752D03* +D10* +%TO.P,R15,2*% +%TO.N,+3.3V*% +X215575785Y-152671752D03* +%TD*% +D11* +%TO.P,R14,1*% +%TO.N,/~{CS}5*% +X175381704Y-177395358D03* +D10* +%TO.P,R14,2*% +%TO.N,+3.3V*% +X167761704Y-177395358D03* +%TD*% +D11* +%TO.P,R13,1*% +%TO.N,/~{CS}4*% +X177649413Y-175053272D03* +D10* +%TO.P,R13,2*% +%TO.N,+3.3V*% +X185269413Y-175053272D03* +%TD*% +%TO.P,R12,2*% +%TO.N,+3.3V*% +X202954071Y-152510511D03* +D11* +%TO.P,R12,1*% +%TO.N,/~{I{slash}O}1*% +X202954071Y-144890511D03* +%TD*% +%TO.P,R11,1*% +%TO.N,/~{I{slash}O}0*% +X209135467Y-146077098D03* +D10* +%TO.P,R11,2*% +%TO.N,+3.3V*% +X209135467Y-138457098D03* +%TD*% +D11* +%TO.P,R10,1*% +%TO.N,/R{slash}~{W}*% +X237050972Y-142008637D03* +D10* +%TO.P,R10,2*% +%TO.N,+3.3V*% +X237050972Y-134388637D03* +%TD*% +D11* +%TO.P,R9,1*% +%TO.N,/BL3*% +X221023531Y-211181827D03* +D10* +%TO.P,R9,2*% +%TO.N,Net-(D5-A)*% +X221023531Y-218801827D03* +%TD*% +D11* +%TO.P,R8,1*% +%TO.N,/BL2*% +X218711180Y-213612934D03* +D10* +%TO.P,R8,2*% +%TO.N,Net-(D4-A)*% +X211091180Y-213612934D03* +%TD*% +D11* +%TO.P,R7,1*% +%TO.N,/BL1*% +X208594724Y-212971869D03* +D10* +%TO.P,R7,2*% +%TO.N,Net-(D3-A)*% +X200974724Y-212971869D03* +%TD*% +D11* +%TO.P,R6,1*% +%TO.N,+3.3V*% +X102760000Y-98630358D03* +D10* +%TO.P,R6,2*% +%TO.N,Net-(D2-A)*% +X110380000Y-98630358D03* +%TD*% +D11* +%TO.P,R5,1*% +%TO.N,+5V*% +X100226704Y-98630358D03* +D10* +%TO.P,R5,2*% +%TO.N,Net-(D1-A)*% +X92606704Y-98630358D03* +%TD*% +D11* +%TO.P,R4,1*% +%TO.N,+3.3V*% +X241043173Y-181561827D03* +D10* +%TO.P,R4,2*% +%TO.N,/BE*% +X241043173Y-189181827D03* +%TD*% +D11* +%TO.P,R3,1*% +%TO.N,+3.3V*% +X195273173Y-209508531D03* +D10* +%TO.P,R3,2*% +%TO.N,/~{NMI}*% +X195273173Y-201888531D03* +%TD*% +D11* +%TO.P,R2,1*% +%TO.N,+3.3V*% +X188846198Y-195853490D03* +D10* +%TO.P,R2,2*% +%TO.N,/~{IRQ}*% +X196466198Y-195853490D03* +%TD*% +D11* +%TO.P,R1,1*% +%TO.N,+3.3V*% +X241043173Y-179028531D03* +D10* +%TO.P,R1,2*% +%TO.N,/~{RES}*% +X241043173Y-171408531D03* +%TD*% +D12* +%TO.P,C21,1*% +%TO.N,+3.3V*% +X126805000Y-112315000D03* +%TO.P,C21,2*% +%TO.N,GND*% +X126805000Y-107315000D03* +%TD*% +%TO.P,C18,1*% +%TO.N,+3.3V*% +X103177518Y-82309624D03* +%TO.P,C18,2*% +%TO.N,GND*% +X108177518Y-82309624D03* +%TD*% +%TO.P,C17,1*% +%TO.N,+5V*% +X108188173Y-72153531D03* +%TO.P,C17,2*% +%TO.N,GND*% +X108188173Y-67153531D03* +%TD*% +%TO.P,C14,1*% +%TO.N,+5V*% +X90193531Y-61741827D03* +%TO.P,C14,2*% +%TO.N,GND*% +X90193531Y-66741827D03* +%TD*% +%TO.P,C11,1*% +%TO.N,Net-(U4-IN)*% +X115020000Y-56500000D03* +%TO.P,C11,2*% +%TO.N,GND*% +X120020000Y-56500000D03* +%TD*% +D11* %TO.P,R16,1*% %TO.N,/~{CS}7*% X218023531Y-150221827D03* -D11* +D10* %TO.P,R16,2*% %TO.N,+3.3V*% X218023531Y-145141827D03* %TD*% -D10* -%TO.P,R48,1*% -%TO.N,/MISO*% -X158455000Y-197875000D03* -D11* -%TO.P,R48,2*% -%TO.N,+3.3V*% -X163535000Y-197875000D03* -%TD*% D12* %TO.P,C5,1*% %TO.N,+3.3V*% @@ -173,16 +759,6 @@ X195918531Y-187826827D03* %TO.N,GND*% X195918531Y-192826827D03* %TD*% -D10* -%TO.P,R41,1*% -%TO.N,/G0*% -X202775852Y-90442679D03* -D11* -%TO.P,R41,2*% -%TO.N,Net-(R40-Pad2)*% -X202775852Y-85362679D03* -%TD*% -D12* %TO.P,C9,1*% %TO.N,+3.3V*% X241828173Y-208960000D03* @@ -190,49 +766,12 @@ X241828173Y-208960000D03* %TO.N,GND*% X241828173Y-203960000D03* %TD*% -D10* -%TO.P,R22,1*% -%TO.N,/~{VIRQ}*% -X229434306Y-127897878D03* -D11* -%TO.P,R22,2*% -%TO.N,+3.3V*% -X224354306Y-127897878D03* -%TD*% -D10* -%TO.P,R60,1*% -%TO.N,/B2*% -X223095852Y-90442679D03* -D11* -%TO.P,R60,2*% -%TO.N,Net-(R59-Pad2)*% -X223095852Y-85362679D03* -%TD*% -D10* -%TO.P,R2,1*% -%TO.N,+3.3V*% -X195155041Y-201608025D03* -D11* -%TO.P,R2,2*% -%TO.N,/~{IRQ}*% -X195155041Y-196528025D03* -%TD*% -D12* %TO.P,C12,1*% %TO.N,+3.3V*% -X184518267Y-199771600D03* +X184518267Y-200406600D03* %TO.P,C12,2*% %TO.N,GND*% -X184518267Y-204771600D03* -%TD*% -D10* -%TO.P,R14,1*% -%TO.N,/~{CS}5*% -X175381704Y-178665358D03* -D11* -%TO.P,R14,2*% -%TO.N,+3.3V*% -X170301704Y-178665358D03* +X184518267Y-205406600D03* %TD*% D13* %TO.P,J1,1,Pin_1*% @@ -257,23 +796,6 @@ X94572102Y-226745000D03* %TO.N,GND*% X90572102Y-226745000D03* %TD*% -D12* -%TO.P,C14,1*% -%TO.N,+5V*% -X90828531Y-63011827D03* -%TO.P,C14,2*% -%TO.N,GND*% -X90828531Y-65511827D03* -%TD*% -D10* -%TO.P,R32,1*% -%TO.N,/R1*% -X218015852Y-90442679D03* -D11* -%TO.P,R32,2*% -%TO.N,Net-(R32-Pad2)*% -X218015852Y-85362679D03* -%TD*% D14* %TO.P,J14,1,Pin_1*% %TO.N,+3.3V*% @@ -289,15 +811,6 @@ X234870000Y-162480000D03* %TO.N,GND*% X234870000Y-165020000D03* %TD*% -D10* -%TO.P,R45,1*% -%TO.N,/G2*% -X207855852Y-90442679D03* -D11* -%TO.P,R45,2*% -%TO.N,Net-(R44-Pad2)*% -X207855852Y-85362679D03* -%TD*% D12* %TO.P,C13,1*% %TO.N,+3.3V*% @@ -307,50 +820,50 @@ X226588173Y-119423531D03* X226588173Y-114423531D03* %TD*% D16* -%TO.P,J11,1,CD/DAT3*% -%TO.N,/~{SD_SS}*% -X173664126Y-201596139D03* -%TO.P,J11,2,CMD*% -%TO.N,/MOSI*% -X171164126Y-201596139D03* -%TO.P,J11,3,VSS*% +%TO.P,J11,WP,WRITE_PROTECT*% +%TO.N,/~{SD_CD}*% +X153989126Y-221946139D03* +%TO.P,J11,SW,SWITCH*% %TO.N,GND*% -X168664126Y-201596139D03* -%TO.P,J11,4,VDD*% -%TO.N,+3.3V*% -X166164126Y-201596139D03* -%TO.P,J11,5,CLK*% -%TO.N,/SCK*% -X163664126Y-201596139D03* -%TO.P,J11,6,VSS*% -%TO.N,GND*% -X161164126Y-201596139D03* -%TO.P,J11,7,DAT0*% -%TO.N,/MISO*% -X158739126Y-201596139D03* -%TO.P,J11,8,DAT1*% -%TO.N,Net-(J11-DAT1)*% -X157039126Y-201596139D03* -%TO.P,J11,9,DAT2*% -%TO.N,Net-(J11-DAT2)*% -X176164126Y-201596139D03* +X153989126Y-224546139D03* D17* +%TO.P,J11,SH,SHELL*% +X182089126Y-226996139D03* +X182089126Y-208346139D03* +X153089126Y-226996139D03* +X153089126Y-208346139D03* +D16* %TO.P,J11,CP,DETECT*% %TO.N,/~{SD_WP}*% X153989126Y-212996139D03* D18* -%TO.P,J11,SH,SHELL*% +%TO.P,J11,9,DAT2*% +%TO.N,Net-(J11-DAT2)*% +X176164126Y-201596139D03* +%TO.P,J11,8,DAT1*% +%TO.N,Net-(J11-DAT1)*% +X157039126Y-201596139D03* +%TO.P,J11,7,DAT0*% +%TO.N,/MISO*% +X158739126Y-201596139D03* +%TO.P,J11,6,VSS*% %TO.N,GND*% -X153089126Y-208346139D03* -X153089126Y-226996139D03* -X182089126Y-208346139D03* -X182089126Y-226996139D03* -D17* -%TO.P,J11,SW,SWITCH*% -X153989126Y-224546139D03* -%TO.P,J11,WP,WRITE_PROTECT*% -%TO.N,/~{SD_CD}*% -X153989126Y-221946139D03* +X161164126Y-201596139D03* +%TO.P,J11,5,CLK*% +%TO.N,/SCK*% +X163664126Y-201596139D03* +%TO.P,J11,4,VDD*% +%TO.N,+3.3V*% +X166164126Y-201596139D03* +%TO.P,J11,3,VSS*% +%TO.N,GND*% +X168664126Y-201596139D03* +%TO.P,J11,2,CMD*% +%TO.N,/MOSI*% +X171164126Y-201596139D03* +%TO.P,J11,1,CD/DAT3*% +%TO.N,/~{SD_SS}*% +X173664126Y-201596139D03* %TD*% D19* %TO.P,J13,1*% @@ -370,33 +883,6 @@ D22* %TO.N,GND*% X128117172Y-57207679D03* %TD*% -D10* -%TO.P,R54,1*% -%TO.N,/G3*% -X192615852Y-90442679D03* -D11* -%TO.P,R54,2*% -%TO.N,/GREEN*% -X192615852Y-85362679D03* -%TD*% -D10* -%TO.P,R34,1*% -%TO.N,/R3*% -X215475852Y-90442679D03* -D11* -%TO.P,R34,2*% -%TO.N,/RED*% -X215475852Y-85362679D03* -%TD*% -D10* -%TO.P,R24,1*% -%TO.N,/~{RAM}0*% -X169250000Y-195360000D03* -D11* -%TO.P,R24,2*% -%TO.N,+3.3V*% -X174330000Y-195360000D03* -%TD*% D12* %TO.P,C1,1*% %TO.N,+3.3V*% @@ -405,13 +891,6 @@ X241828173Y-201453531D03* %TO.N,GND*% X241828173Y-196453531D03* %TD*% -%TO.P,C18,1*% -%TO.N,+3.3V*% -X104225000Y-82690000D03* -%TO.P,C18,2*% -%TO.N,GND*% -X106725000Y-82690000D03* -%TD*% D14* %TO.P,J8,1,Pin_1*% %TO.N,/~{BOOT_SEL}*% @@ -421,15 +900,6 @@ D15* %TO.N,GND*% X241623621Y-214714071D03* %TD*% -D10* -%TO.P,R63,1*% -%TO.N,/B3*% -X230715852Y-90442679D03* -D11* -%TO.P,R63,2*% -%TO.N,/BLUE*% -X230715852Y-85362679D03* -%TD*% D23* %TO.P,X4,1,EN*% %TO.N,+3.3V*% @@ -444,15 +914,6 @@ X220555852Y-115123392D03* %TO.N,+3.3V*% X220555852Y-117803392D03* %TD*% -D10* -%TO.P,R43,1*% -%TO.N,/G1*% -X205392978Y-90442679D03* -D11* -%TO.P,R43,2*% -%TO.N,Net-(R42-Pad2)*% -X205392978Y-85362679D03* -%TD*% D24* %TO.P,J10,a1,Pin_a1*% %TO.N,GND*% @@ -744,15 +1205,6 @@ X82760852Y-114572679D03* D24* X87840852Y-114572679D03* %TD*% -D10* -%TO.P,R29,1*% -%TO.N,/~{CART}*% -X226103531Y-141371827D03* -D11* -%TO.P,R29,2*% -%TO.N,+3.3V*% -X226103531Y-146451827D03* -%TD*% D26* %TO.P,U7,1,CLK/IN*% %TO.N,/PHI2*% @@ -828,15 +1280,6 @@ X181738531Y-189596827D03* %TO.N,+3.3V*% X184278531Y-189596827D03* %TD*% -D10* -%TO.P,R57,1*% -%TO.N,Net-(R55-Pad2)*% -X235795852Y-77742679D03* -D11* -%TO.P,R57,2*% -%TO.N,Net-(R57-Pad2)*% -X235795852Y-82822679D03* -%TD*% D28* %TO.P,SW3,1,1*% %TO.N,/~{NMI}*% @@ -856,24 +1299,6 @@ D30* %TO.N,Net-(D3-A)*% X206353173Y-215843531D03* %TD*% -D10* -%TO.P,R9,1*% -%TO.N,/BL3*% -X221023531Y-213721827D03* -D11* -%TO.P,R9,2*% -%TO.N,Net-(D5-A)*% -X221023531Y-218801827D03* -%TD*% -D10* -%TO.P,R13,1*% -%TO.N,/~{CS}4*% -X178100000Y-175600000D03* -D11* -%TO.P,R13,2*% -%TO.N,+3.3V*% -X183180000Y-175600000D03* -%TD*% D14* %TO.P,J7,1,Pin_1*% %TO.N,/~{RES}*% @@ -883,15 +1308,6 @@ D15* %TO.N,GND*% X199979065Y-216036659D03* %TD*% -D10* -%TO.P,R23,1*% -%TO.N,/~{RAM}1*% -X169250000Y-192845000D03* -D11* -%TO.P,R23,2*% -%TO.N,+3.3V*% -X174330000Y-192845000D03* -%TD*% D14* %TO.P,J9,1,Pin_1*% %TO.N,/~{NMI}*% @@ -919,24 +1335,6 @@ D12* %TO.N,GND*% X119049775Y-62465000D03* %TD*% -D10* -%TO.P,R1,1*% -%TO.N,+3.3V*% -X241043173Y-176488531D03* -D11* -%TO.P,R1,2*% -%TO.N,/~{RES}*% -X241043173Y-171408531D03* -%TD*% -D10* -%TO.P,R11,1*% -%TO.N,/~{I{slash}O}0*% -X209135467Y-145442098D03* -D11* -%TO.P,R11,2*% -%TO.N,+3.3V*% -X209135467Y-140362098D03* -%TD*% D14* %TO.P,J3,1,Pin_1*% %TO.N,/~{RD}*% @@ -949,33 +1347,6 @@ X234549426Y-118626918D03* %TO.N,/PHI2*% X237089426Y-118626918D03* %TD*% -D10* -%TO.P,R20,1*% -%TO.N,/I2C_SCL*% -X120996704Y-114480358D03* -D11* -%TO.P,R20,2*% -%TO.N,+3.3V*% -X115916704Y-114480358D03* -%TD*% -D10* -%TO.P,R5,1*% -%TO.N,+5V*% -X97686704Y-98630358D03* -D11* -%TO.P,R5,2*% -%TO.N,Net-(D1-A)*% -X92606704Y-98630358D03* -%TD*% -D10* -%TO.P,R36,1*% -%TO.N,Net-(R32-Pad2)*% -X218015852Y-82822679D03* -D11* -%TO.P,R36,2*% -%TO.N,Net-(R33-Pad2)*% -X218015852Y-77742679D03* -%TD*% D32* %TO.P,U8,1,ADJ/GND*% %TO.N,GND*% @@ -996,15 +1367,6 @@ X213800000Y-211325000D03* %TO.N,GND*% X218800000Y-211325000D03* %TD*% -D10* -%TO.P,R30,1*% -%TO.N,GND*% -X215605000Y-75202679D03* -D11* -%TO.P,R30,2*% -%TO.N,Net-(R30-Pad2)*% -X220685000Y-75202679D03* -%TD*% D31* %TO.P,C15,1*% %TO.N,+5V*% @@ -1030,51 +1392,6 @@ X235838531Y-189731827D03* %TO.N,GND*% X235838531Y-194731827D03* %TD*% -D10* -%TO.P,R3,1*% -%TO.N,+3.3V*% -X195273173Y-209508531D03* -D11* -%TO.P,R3,2*% -%TO.N,/~{NMI}*% -X195273173Y-204428531D03* -%TD*% -D10* -%TO.P,R21,1*% -%TO.N,/~{BOOT_SEL}*% -X244753173Y-211863531D03* -D11* -%TO.P,R21,2*% -%TO.N,+3.3V*% -X244753173Y-206783531D03* -%TD*% -D10* -%TO.P,R65,1*% -%TO.N,/~{MUTE}*% -X190820000Y-70925000D03* -D11* -%TO.P,R65,2*% -%TO.N,+3.3V*% -X195900000Y-70925000D03* -%TD*% -D10* -%TO.P,R12,1*% -%TO.N,/~{I{slash}O}1*% -X202954071Y-144890511D03* -D11* -%TO.P,R12,2*% -%TO.N,+3.3V*% -X202954071Y-149970511D03* -%TD*% -D10* -%TO.P,R17,1*% -%TO.N,/~{FPGA_RESET}*% -X187466967Y-118249650D03* -D11* -%TO.P,R17,2*% -%TO.N,+3.3V*% -X182386967Y-118249650D03* -%TD*% D28* %TO.P,SW1,1,1*% %TO.N,/~{RES}*% @@ -1085,24 +1402,6 @@ X202524065Y-220575449D03* X194904065Y-225655449D03* X202524065Y-225655449D03* %TD*% -D10* -%TO.P,R49,1*% -%TO.N,/MOSI*% -X184903531Y-215031827D03* -D11* -%TO.P,R49,2*% -%TO.N,+3.3V*% -X184903531Y-220111827D03* -%TD*% -D10* -%TO.P,R35,1*% -%TO.N,Net-(R30-Pad2)*% -X220555852Y-82822679D03* -D11* -%TO.P,R35,2*% -%TO.N,Net-(R32-Pad2)*% -X220555852Y-77742679D03* -%TD*% D32* %TO.P,U4,1,IN*% %TO.N,Net-(U4-IN)*% @@ -1124,24 +1423,6 @@ D30* %TO.N,Net-(D5-A)*% X216183173Y-215843531D03* %TD*% -D10* -%TO.P,R6,1*% -%TO.N,+3.3V*% -X100220000Y-98630358D03* -D11* -%TO.P,R6,2*% -%TO.N,Net-(D2-A)*% -X105300000Y-98630358D03* -%TD*% -D10* -%TO.P,R62,1*% -%TO.N,/BLUE*% -X232019512Y-75202679D03* -D11* -%TO.P,R62,2*% -%TO.N,GND*% -X237099512Y-75202679D03* -%TD*% D12* %TO.P,C7,1*% %TO.N,+3.3V*% @@ -1155,15 +1436,6 @@ D22* %TO.N,GND*% X91975000Y-57482679D03* %TD*% -D10* -%TO.P,R58,1*% -%TO.N,/B1*% -X235795852Y-90442679D03* -D11* -%TO.P,R58,2*% -%TO.N,Net-(R57-Pad2)*% -X235795852Y-85362679D03* -%TD*% D34* %TO.P,U6,1,SCK*% %TO.N,/SYSCLK*% @@ -1465,15 +1737,6 @@ X213570852Y-206647679D03* %TO.N,+3.3V*% X213570852Y-204107679D03* %TD*% -D10* -%TO.P,R55,1*% -%TO.N,GND*% -X238403172Y-77742679D03* -D11* -%TO.P,R55,2*% -%TO.N,Net-(R55-Pad2)*% -X238403172Y-82822679D03* -%TD*% D34* %TO.P,J6,a1,Pin_a1*% %TO.N,GND*% @@ -1670,47 +1933,11 @@ X203745871Y-134780000D03* %TO.N,+5V*% X206285871Y-134780000D03* %TD*% -D10* -%TO.P,R4,1*% -%TO.N,+3.3V*% -X240783531Y-184101827D03* -D11* -%TO.P,R4,2*% -%TO.N,/BE*% -X240783531Y-189181827D03* -%TD*% D22* %TO.P,H1,1,1*% %TO.N,GND*% X176430000Y-82606339D03* %TD*% -D10* -%TO.P,R31,1*% -%TO.N,/R0*% -X220555852Y-90442679D03* -D11* -%TO.P,R31,2*% -%TO.N,Net-(R30-Pad2)*% -X220555852Y-85362679D03* -%TD*% -D10* -%TO.P,R61,1*% -%TO.N,Net-(R59-Pad2)*% -X230715852Y-77742679D03* -D11* -%TO.P,R61,2*% -%TO.N,/BLUE*% -X230715852Y-82822679D03* -%TD*% -D10* -%TO.P,R25,1*% -%TO.N,/~{ROM}1*% -X176870000Y-192795000D03* -D11* -%TO.P,R25,2*% -%TO.N,+3.3V*% -X181950000Y-192795000D03* -%TD*% D23* %TO.P,X3,1,EN*% %TO.N,+3.3V*% @@ -1728,56 +1955,20 @@ X236113173Y-207800000D03* D29* %TO.P,D2,1,K*% %TO.N,GND*% -X102775000Y-96090000D03* +X106585000Y-96090000D03* D30* %TO.P,D2,2,A*% %TO.N,Net-(D2-A)*% -X102775000Y-93550000D03* -%TD*% -D10* -%TO.P,R8,1*% -%TO.N,/BL2*% -X216306010Y-213598495D03* -D11* -%TO.P,R8,2*% -%TO.N,Net-(D4-A)*% -X211226010Y-213598495D03* -%TD*% -D10* -%TO.P,R51,1*% -%TO.N,/SCK*% -X150028531Y-211221827D03* -D11* -%TO.P,R51,2*% -%TO.N,GND*% -X150028531Y-216301827D03* -%TD*% -D10* -%TO.P,R19,1*% -%TO.N,/I2C_SDA*% -X120996704Y-116995358D03* -D11* -%TO.P,R19,2*% -%TO.N,+3.3V*% -X115916704Y-116995358D03* +X106585000Y-93550000D03* %TD*% D29* %TO.P,D1,1,K*% %TO.N,GND*% -X95155000Y-96090000D03* +X96425000Y-96090000D03* D30* %TO.P,D1,2,A*% %TO.N,Net-(D1-A)*% -X95155000Y-93550000D03* -%TD*% -D10* -%TO.P,R28,1*% -%TO.N,/~{WR}*% -X169250000Y-197800000D03* -D11* -%TO.P,R28,2*% -%TO.N,+3.3V*% -X174330000Y-197800000D03* +X96425000Y-93550000D03* %TD*% D23* %TO.P,X1,1,EN*% @@ -1793,29 +1984,11 @@ X236113173Y-197613531D03* %TO.N,+3.3V*% X236113173Y-200293531D03* %TD*% -D10* -%TO.P,R46,1*% -%TO.N,Net-(J11-DAT1)*% -X158455000Y-192845000D03* -D11* -%TO.P,R46,2*% -%TO.N,+3.3V*% -X163535000Y-192845000D03* -%TD*% D22* %TO.P,H9,1,1*% %TO.N,GND*% X165023820Y-57207679D03* %TD*% -D10* -%TO.P,R39,1*% -%TO.N,/~{SD_CD}*% -X147698173Y-216301827D03* -D11* -%TO.P,R39,2*% -%TO.N,+3.3V*% -X147698173Y-211221827D03* -%TD*% D29* %TO.P,D4,1,K*% %TO.N,GND*% @@ -1825,24 +1998,6 @@ D30* %TO.N,Net-(D4-A)*% X211268173Y-215843531D03* %TD*% -D10* -%TO.P,R15,1*% -%TO.N,/~{CS}6*% -X215575785Y-145051752D03* -D11* -%TO.P,R15,2*% -%TO.N,+3.3V*% -X215575785Y-150131752D03* -%TD*% -D10* -%TO.P,R47,1*% -%TO.N,Net-(J11-DAT2)*% -X158455000Y-195360000D03* -D11* -%TO.P,R47,2*% -%TO.N,+3.3V*% -X163535000Y-195360000D03* -%TD*% D37* %TO.P,J12,0*% %TO.N,GND*% @@ -1898,24 +2053,6 @@ D22* %TO.N,GND*% X216570852Y-131922500D03* %TD*% -D10* -%TO.P,R42,1*% -%TO.N,Net-(R40-Pad2)*% -X202775852Y-82822679D03* -D11* -%TO.P,R42,2*% -%TO.N,Net-(R42-Pad2)*% -X202775852Y-77742679D03* -%TD*% -D10* -%TO.P,R7,1*% -%TO.N,/BL1*% -X208811704Y-213615358D03* -D11* -%TO.P,R7,2*% -%TO.N,Net-(D3-A)*% -X203731704Y-213615358D03* -%TD*% D14* %TO.P,J5,1,Pin_1*% %TO.N,GND*% @@ -2008,15 +2145,6 @@ D22* %TO.N,GND*% X117570852Y-131922500D03* %TD*% -D10* -%TO.P,R18,1*% -%TO.N,/CDONE*% -X189945455Y-118303308D03* -D11* -%TO.P,R18,2*% -%TO.N,+3.3V*% -X195025455Y-118303308D03* -%TD*% D12* %TO.P,C2,1*% %TO.N,+3.3V*% @@ -2025,79 +2153,17 @@ X213800000Y-171405000D03* %TO.N,GND*% X218800000Y-171405000D03* %TD*% -D10* -%TO.P,R37,1*% -%TO.N,Net-(R33-Pad2)*% -X215475852Y-77742679D03* -D11* -%TO.P,R37,2*% -%TO.N,/RED*% -X215475852Y-82822679D03* -%TD*% -D10* -%TO.P,R64,1*% -%TO.N,/~{SD_WP}*% -X145315618Y-216301827D03* -D11* -%TO.P,R64,2*% -%TO.N,+3.3V*% -X145315618Y-211221827D03* -%TD*% -D12* -%TO.P,C11,1*% -%TO.N,Net-(U4-IN)*% -X116290000Y-56500000D03* -%TO.P,C11,2*% -%TO.N,GND*% -X118790000Y-56500000D03* -%TD*% -D10* -%TO.P,R53,1*% -%TO.N,/GREEN*% -X207932978Y-72662679D03* -D11* -%TO.P,R53,2*% -%TO.N,GND*% -X202852978Y-72662679D03* -%TD*% -D10* -%TO.P,R50,1*% -%TO.N,/~{SD_SS}*% -X185063173Y-212868531D03* -D11* -%TO.P,R50,2*% -%TO.N,+3.3V*% -X185063173Y-207788531D03* -%TD*% -D10* -%TO.P,R59,1*% -%TO.N,Net-(R57-Pad2)*% -X223095852Y-77742679D03* -D11* -%TO.P,R59,2*% -%TO.N,Net-(R59-Pad2)*% -X223095852Y-82822679D03* -%TD*% D14* %TO.P,J4,1,Pin_1*% %TO.N,/~{WR}*% -X199763173Y-116848531D03* +X200398173Y-116848531D03* D15* %TO.P,J4,2,Pin_2*% %TO.N,/VERA_7*% -X202303173Y-116848531D03* +X202938173Y-116848531D03* %TO.P,J4,3,Pin_3*% %TO.N,/R{slash}~{W}*% -X204843173Y-116848531D03* -%TD*% -D10* -%TO.P,R44,1*% -%TO.N,Net-(R42-Pad2)*% -X205392978Y-82822679D03* -D11* -%TO.P,R44,2*% -%TO.N,Net-(R44-Pad2)*% -X205392978Y-77742679D03* +X205478173Y-116848531D03* %TD*% D12* %TO.P,C6,1*% @@ -2107,22 +2173,6 @@ X153016704Y-197800358D03* %TO.N,GND*% X148016704Y-197800358D03* %TD*% -%TO.P,C17,1*% -%TO.N,+5V*% -X108188173Y-69613531D03* -%TO.P,C17,2*% -%TO.N,GND*% -X108188173Y-67113531D03* -%TD*% -D10* -%TO.P,R56,1*% -%TO.N,/B0*% -X238403173Y-90442679D03* -D11* -%TO.P,R56,2*% -%TO.N,Net-(R55-Pad2)*% -X238403173Y-85362679D03* -%TD*% D31* %TO.P,U3,1,A18*% %TO.N,/A18*% @@ -2321,24 +2371,6 @@ X138005852Y-209867171D03* %TO.N,+3.3V*% X140545852Y-207327171D03* %TD*% -D10* -%TO.P,R26,1*% -%TO.N,/~{ROM}0*% -X176870000Y-195310000D03* -D11* -%TO.P,R26,2*% -%TO.N,+3.3V*% -X181950000Y-195310000D03* -%TD*% -D10* -%TO.P,R38,1*% -%TO.N,/RED*% -X215605000Y-72662679D03* -D11* -%TO.P,R38,2*% -%TO.N,GND*% -X220685000Y-72662679D03* -%TD*% D22* %TO.P,H5,1,1*% %TO.N,GND*% @@ -2357,24 +2389,6 @@ D22* %TO.N,GND*% X241133252Y-57482679D03* %TD*% -D10* -%TO.P,R40,1*% -%TO.N,GND*% -X202852978Y-75202679D03* -D11* -%TO.P,R40,2*% -%TO.N,Net-(R40-Pad2)*% -X207932978Y-75202679D03* -%TD*% -D10* -%TO.P,R10,1*% -%TO.N,/R{slash}~{W}*% -X237050972Y-142008637D03* -D11* -%TO.P,R10,2*% -%TO.N,+3.3V*% -X237050972Y-136928637D03* -%TD*% D28* %TO.P,SW2,1,1*% %TO.N,/~{BOOT_SEL}*% @@ -2385,41 +2399,6 @@ X230982763Y-218541613D03* X238602763Y-213461613D03* X230982763Y-213461613D03* %TD*% -D10* -%TO.P,R52,1*% -%TO.N,Net-(R44-Pad2)*% -X207855852Y-82822679D03* -D11* -%TO.P,R52,2*% -%TO.N,/GREEN*% -X207855852Y-77742679D03* -%TD*% -D10* -%TO.P,R27,1*% -%TO.N,/~{RD}*% -X176870000Y-197825000D03* -D11* -%TO.P,R27,2*% -%TO.N,+3.3V*% -X181950000Y-197825000D03* -%TD*% -D12* -%TO.P,C21,1*% -%TO.N,+3.3V*% -X126805000Y-111045000D03* -%TO.P,C21,2*% -%TO.N,GND*% -X126805000Y-108545000D03* -%TD*% -D10* -%TO.P,R33,1*% -%TO.N,/R2*% -X195155852Y-90442679D03* -D11* -%TO.P,R33,2*% -%TO.N,Net-(R33-Pad2)*% -X195155852Y-85362679D03* -%TD*% D13* %TO.P,J2,1,Pin_1*% %TO.N,+3.3V*% @@ -2550,11 +2529,11 @@ X218015852Y-93637679D03* %TO.P,U5,35,R3*% %TO.N,/R3*% X215475852Y-93637679D03* -%TO.P,U5,36,VSYNC*% -%TO.N,/VSYNC*% -X212935852Y-93637679D03* -%TO.P,U5,37,HSYNC*% +%TO.P,U5,36,HSYNC*% %TO.N,/HSYNC*% +X212935852Y-93637679D03* +%TO.P,U5,37,VSYNC*% +%TO.N,/VSYNC*% X210395852Y-93637679D03* %TO.P,U5,38,G2*% %TO.N,/G2*% @@ -2651,7 +2630,7 @@ X179915852Y-226967679D03* D39* X106890852Y-103142679D03* %TO.N,+3.3V*% -X129115852Y-116477679D03* +X129433352Y-116160179D03* D40* X166580852Y-199662679D03* D42* @@ -2788,7 +2767,7 @@ X187535852Y-144417679D03* D43* X193250852Y-144417679D03* D40* -X193250852Y-197757679D03* +X196384695Y-197757679D03* D43* %TO.N,/~{VIRQ}*% X239605852Y-190772679D03* @@ -2802,7 +2781,7 @@ D40* %TO.N,/~{NMI}*% X192615852Y-199027679D03* D43* -X192615852Y-220617679D03* +X192615852Y-219982679D03* D40* X192615852Y-141877679D03* %TO.N,/I2C_SCL*% @@ -2810,14 +2789,14 @@ X195155852Y-140607679D03* X131020852Y-140607679D03* D43* X189440852Y-140607679D03* -X188170852Y-222522679D03* +X188170852Y-221252679D03* X188170852Y-207917679D03* D40* %TO.N,/I2C_SDA*% X197695852Y-139337679D03* X133560852Y-139337679D03* D43* -X190710852Y-221887679D03* +X190710852Y-220617679D03* D40* X190710852Y-202837679D03* D43* @@ -3034,7 +3013,7 @@ D40* %TO.N,/SNES_DATA0*% X193885852Y-141242679D03* D43* -X187535852Y-223157679D03* +X187535852Y-221887679D03* X207220852Y-208552679D03* X188170852Y-141242679D03* X187535852Y-208552679D03* @@ -3113,8 +3092,6 @@ D40* %TO.N,/SYSCLK*% X220555852Y-106317679D03* X200870852Y-106317679D03* -%TO.N,/HSYNC*% -X212300852Y-54882679D03* %TO.N,/BCK*% X198965852Y-96157679D03* %TO.N,/ADATA*% @@ -3143,60 +3120,476 @@ X222460852Y-196487679D03* %TD*% D44* %TO.N,GND*% +X225605510Y-58646332D02* +X231210510Y-58646332D01* +X231210510Y-58646332D02* +X233260510Y-56596332D01* +X224460510Y-56666332D02* +X224460510Y-57501332D01* +X224460510Y-57501332D02* +X225605510Y-58646332D01* +X215300510Y-56666332D02* +X214327199Y-56666332D01* +X214327199Y-56666332D02* +X214257199Y-56596332D01* +X214257199Y-56596332D02* +X208260510Y-56596332D01* +X217590510Y-56666332D02* +X215300510Y-56666332D01* +X219880510Y-56666332D02* +X217590510Y-56666332D01* +D45* +%TO.N,/LRCK*% +X233255852Y-98697679D02* +X233255852Y-93637679D01* +%TO.N,/~{VIRQ}*% +X229445852Y-94907679D02* +X228175852Y-93637679D01* +%TO.N,/ADATA*% +X225635852Y-97427679D02* 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b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-F_Mask.gbr index 514e41b..82d2a75 100644 --- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-F_Mask.gbr +++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-F_Mask.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*% -%TF.CreationDate,2024-04-23T00:12:59-04:00*% +%TF.CreationDate,2024-04-23T02:53:04-04:00*% %TF.ProjectId,Prototype 4 (PTH),50726f74-6f74-4797-9065-203420285054,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Soldermask,Top*% %TF.FilePolarity,Negative*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 00:12:59* +G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 02:53:04* %MOMM*% %LPD*% G01* @@ -29,16 +29,16 @@ G04 Aperture macros list* 20,1,$1+$1,$6,$7,$8,$9,0* 20,1,$1+$1,$8,$9,$2,$3,0*% G04 Aperture macros list end* -%ADD10C,1.400000*% -%ADD11O,1.400000X1.400000*% +%ADD10O,1.400000X1.400000*% +%ADD11C,1.400000*% 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+X206808173Y-118178531D01* +X206808173Y-118178531D02* +X206808173Y-115518531D01* %TO.C,C6*% X148246704Y-196745358D02* X148246704Y-196730358D01* @@ -32282,24 +35313,6 @@ X152786704Y-198870358D02* X148246704Y-198870358D01* X152786704Y-198870358D02* X152786704Y-198855358D01* -%TO.C,C17*% -X107018173Y-66543531D02* -X107263173Y-66543531D01* -X107018173Y-70183531D02* -X107018173Y-66543531D01* -X107018173Y-70183531D02* -X107263173Y-70183531D01* -X109113173Y-66543531D02* -X109358173Y-66543531D01* -X109113173Y-70183531D02* -X109358173Y-70183531D01* -X109358173Y-70183531D02* -X109358173Y-66543531D01* -%TO.C,R56*% -X237483173Y-89822679D02* -X237483173Y-85982679D01* -X239323173Y-89822679D02* -X239323173Y-85982679D01* %TO.C,U3*% X112545852Y-180502679D02* X112545852Y-193422679D01* @@ -32329,16 +35342,6 @@ X143325852Y-205057171D02* X143325852Y-197932171D01* X143325852Y-215182171D02* X143325852Y-207057171D01* -%TO.C,R26*% -X177490000Y-194390000D02* -X181330000Y-194390000D01* -X177490000Y-196230000D02* -X181330000Y-196230000D01* -%TO.C,R38*% -X216225000Y-71742679D02* -X220065000Y-71742679D01* -X216225000Y-73582679D02* -X220065000Y-73582679D01* %TO.C,C8*% X178336704Y-177720358D02* X178336704Y-177705358D01* @@ -32352,16 +35355,6 @@ X182876704Y-179845358D02* X178336704Y-179845358D01* X182876704Y-179845358D02* X182876704Y-179830358D01* -%TO.C,R40*% -X203472978Y-74282679D02* -X207312978Y-74282679D01* -X203472978Y-76122679D02* -X207312978Y-76122679D01* -%TO.C,R10*% -X236130972Y-141388637D02* -X236130972Y-137548637D01* -X237970972Y-141388637D02* -X237970972Y-137548637D01* %TO.C,SW2*% X230982763Y-212191613D02* X238602763Y-212191613D01* @@ -32389,34 +35382,6 @@ G75* G02* X237332763Y-216001613I2540000J0D01* G01* -%TO.C,R52*% -X206935852Y-82202679D02* -X206935852Y-78362679D01* -X208775852Y-82202679D02* -X208775852Y-78362679D01* -%TO.C,R27*% -X177490000Y-196905000D02* -X181330000Y-196905000D01* -X177490000Y-198745000D02* -X181330000Y-198745000D01* -%TO.C,C21*% -X125635000Y-107975000D02* -X125880000Y-107975000D01* -X125635000Y-111615000D02* -X125635000Y-107975000D01* -X125635000Y-111615000D02* -X125880000Y-111615000D01* -X127730000Y-107975000D02* -X127975000Y-107975000D01* -X127730000Y-111615000D02* -X127975000Y-111615000D01* -X127975000Y-111615000D02* -X127975000Y-107975000D01* -%TO.C,R33*% -X194235852Y-89822679D02* -X194235852Y-85982679D01* -X196075852Y-89822679D02* -X196075852Y-85982679D01* %TO.C,J2*% D18* X213592102Y-224670000D02* diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In1_Cu (GND).gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In1_Cu (GND).gbr index 63b112c..c6f1d44 100644 --- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In1_Cu (GND).gbr +++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In1_Cu (GND).gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*% -%TF.CreationDate,2024-04-23T00:12:58-04:00*% +%TF.CreationDate,2024-04-23T02:53:03-04:00*% %TF.ProjectId,Prototype 4 (PTH),50726f74-6f74-4797-9065-203420285054,rev?*% 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+%TO.N,/BE*% +X241043173Y-189181827D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R3*% +X195273173Y-209508531D03* +D10* +%TO.N,/~{NMI}*% +X195273173Y-201888531D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R2*% +X188846198Y-195853490D03* +D10* +%TO.N,/~{IRQ}*% +X196466198Y-195853490D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R1*% +X241043173Y-179028531D03* +D10* +%TO.N,/~{RES}*% +X241043173Y-171408531D03* +%TD*% +D12* +%TO.N,+3.3V*% +%TO.C,C21*% +X126805000Y-112315000D03* +%TO.N,GND*% +X126805000Y-107315000D03* +%TD*% +%TO.N,+3.3V*% +%TO.C,C18*% +X103177518Y-82309624D03* +%TO.N,GND*% +X108177518Y-82309624D03* +%TD*% +%TO.N,+5V*% +%TO.C,C17*% +X108188173Y-72153531D03* +%TO.N,GND*% +X108188173Y-67153531D03* +%TD*% +%TO.N,+5V*% +%TO.C,C14*% +X90193531Y-61741827D03* +%TO.N,GND*% +X90193531Y-66741827D03* +%TD*% +%TO.N,Net-(U4-IN)*% +%TO.C,C11*% +X115020000Y-56500000D03* +%TO.N,GND*% +X120020000Y-56500000D03* +%TD*% +D11* %TO.N,/~{CS}7*% %TO.C,R16*% X218023531Y-150221827D03* -D11* +D10* %TO.N,+3.3V*% X218023531Y-145141827D03* %TD*% -D10* -%TO.N,/MISO*% -%TO.C,R48*% -X158455000Y-197875000D03* -D11* -%TO.N,+3.3V*% -X163535000Y-197875000D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C5*% @@ -140,59 +658,17 @@ X195918531Y-187826827D03* %TO.N,GND*% X195918531Y-192826827D03* %TD*% -D10* -%TO.N,/G0*% -%TO.C,R41*% -X202775852Y-90442679D03* -D11* -%TO.N,Net-(R40-Pad2)*% -X202775852Y-85362679D03* -%TD*% -D12* %TO.N,+3.3V*% %TO.C,C9*% X241828173Y-208960000D03* %TO.N,GND*% X241828173Y-203960000D03* %TD*% -D10* -%TO.N,/~{VIRQ}*% -%TO.C,R22*% -X229434306Y-127897878D03* -D11* -%TO.N,+3.3V*% -X224354306Y-127897878D03* -%TD*% -D10* -%TO.N,/B2*% -%TO.C,R60*% -X223095852Y-90442679D03* -D11* -%TO.N,Net-(R59-Pad2)*% -X223095852Y-85362679D03* -%TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R2*% -X195155041Y-201608025D03* -D11* -%TO.N,/~{IRQ}*% -X195155041Y-196528025D03* -%TD*% -D12* %TO.N,+3.3V*% %TO.C,C12*% -X184518267Y-199771600D03* +X184518267Y-200406600D03* %TO.N,GND*% -X184518267Y-204771600D03* -%TD*% -D10* -%TO.N,/~{CS}5*% -%TO.C,R14*% -X175381704Y-178665358D03* -D11* -%TO.N,+3.3V*% -X170301704Y-178665358D03* +X184518267Y-205406600D03* %TD*% D13* %TO.N,+3.3V*% @@ -211,21 +687,6 @@ X94572102Y-226745000D03* %TO.N,GND*% X90572102Y-226745000D03* %TD*% -D12* -%TO.N,+5V*% -%TO.C,C14*% -X90828531Y-63011827D03* -%TO.N,GND*% -X90828531Y-65511827D03* -%TD*% -D10* -%TO.N,/R1*% -%TO.C,R32*% -X218015852Y-90442679D03* -D11* -%TO.N,Net-(R32-Pad2)*% -X218015852Y-85362679D03* -%TD*% D14* %TO.N,+3.3V*% %TO.C,J14*% @@ -238,14 +699,6 @@ X234870000Y-162480000D03* %TO.N,GND*% X234870000Y-165020000D03* %TD*% -D10* -%TO.N,/G2*% -%TO.C,R45*% -X207855852Y-90442679D03* -D11* -%TO.N,Net-(R44-Pad2)*% -X207855852Y-85362679D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C13*% @@ -269,30 +722,6 @@ D19* %TO.C,H6*% X128117172Y-57207679D03* %TD*% -D10* -%TO.N,/G3*% -%TO.C,R54*% -X192615852Y-90442679D03* -D11* -%TO.N,/GREEN*% -X192615852Y-85362679D03* -%TD*% -D10* -%TO.N,/R3*% -%TO.C,R34*% -X215475852Y-90442679D03* -D11* -%TO.N,/RED*% -X215475852Y-85362679D03* -%TD*% -D10* -%TO.N,/~{RAM}0*% -%TO.C,R24*% -X169250000Y-195360000D03* -D11* -%TO.N,+3.3V*% -X174330000Y-195360000D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C1*% @@ -300,12 +729,6 @@ X241828173Y-201453531D03* %TO.N,GND*% X241828173Y-196453531D03* %TD*% -%TO.N,+3.3V*% -%TO.C,C18*% -X104225000Y-82690000D03* -%TO.N,GND*% -X106725000Y-82690000D03* -%TD*% D14* %TO.N,/~{BOOT_SEL}*% %TO.C,J8*% @@ -314,22 +737,6 @@ D15* %TO.N,GND*% X241623621Y-214714071D03* %TD*% -D10* -%TO.N,/B3*% -%TO.C,R63*% -X230715852Y-90442679D03* -D11* -%TO.N,/BLUE*% -X230715852Y-85362679D03* -%TD*% -D10* -%TO.N,/G1*% -%TO.C,R43*% -X205392978Y-90442679D03* -D11* -%TO.N,Net-(R42-Pad2)*% -X205392978Y-85362679D03* -%TD*% D20* %TO.N,GND*% %TO.C,J10*% @@ -461,14 +868,6 @@ X87840852Y-117112679D03* %TO.N,+5V*% X87840852Y-114572679D03* %TD*% -D10* -%TO.N,/~{CART}*% -%TO.C,R29*% -X226103531Y-141371827D03* -D11* -%TO.N,+3.3V*% -X226103531Y-146451827D03* -%TD*% D21* %TO.N,/PHI2*% %TO.C,U7*% @@ -521,14 +920,6 @@ X181738531Y-189596827D03* %TO.N,+3.3V*% X184278531Y-189596827D03* %TD*% -D10* -%TO.N,Net-(R55-Pad2)*% -%TO.C,R57*% -X235795852Y-77742679D03* -D11* -%TO.N,Net-(R57-Pad2)*% -X235795852Y-82822679D03* -%TD*% D23* %TO.N,/~{NMI}*% %TO.C,SW3*% @@ -546,22 +937,6 @@ D25* %TO.N,Net-(D3-A)*% X206353173Y-215843531D03* %TD*% -D10* -%TO.N,/BL3*% -%TO.C,R9*% -X221023531Y-213721827D03* -D11* -%TO.N,Net-(D5-A)*% -X221023531Y-218801827D03* -%TD*% -D10* -%TO.N,/~{CS}4*% -%TO.C,R13*% -X178100000Y-175600000D03* -D11* -%TO.N,+3.3V*% -X183180000Y-175600000D03* -%TD*% D14* %TO.N,/~{RES}*% %TO.C,J7*% @@ -570,14 +945,6 @@ D15* %TO.N,GND*% X199979065Y-216036659D03* %TD*% -D10* -%TO.N,/~{RAM}1*% -%TO.C,R23*% -X169250000Y-192845000D03* -D11* -%TO.N,+3.3V*% -X174330000Y-192845000D03* -%TD*% D14* %TO.N,/~{NMI}*% %TO.C,J9*% @@ -602,22 +969,6 @@ D12* %TO.N,GND*% X119049775Y-62465000D03* %TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R1*% -X241043173Y-176488531D03* -D11* -%TO.N,/~{RES}*% -X241043173Y-171408531D03* -%TD*% -D10* -%TO.N,/~{I{slash}O}0*% -%TO.C,R11*% -X209135467Y-145442098D03* -D11* -%TO.N,+3.3V*% -X209135467Y-140362098D03* -%TD*% D14* %TO.N,/~{RD}*% %TO.C,J3*% @@ -628,30 +979,6 @@ X234549426Y-118626918D03* %TO.N,/PHI2*% X237089426Y-118626918D03* %TD*% -D10* -%TO.N,/I2C_SCL*% -%TO.C,R20*% -X120996704Y-114480358D03* -D11* -%TO.N,+3.3V*% -X115916704Y-114480358D03* -%TD*% -D10* -%TO.N,+5V*% -%TO.C,R5*% -X97686704Y-98630358D03* -D11* -%TO.N,Net-(D1-A)*% -X92606704Y-98630358D03* -%TD*% -D10* -%TO.N,Net-(R32-Pad2)*% -%TO.C,R36*% -X218015852Y-82822679D03* -D11* -%TO.N,Net-(R33-Pad2)*% -X218015852Y-77742679D03* -%TD*% D27* %TO.N,GND*% %TO.C,U8*% @@ -669,14 +996,6 @@ X213800000Y-211325000D03* %TO.N,GND*% X218800000Y-211325000D03* %TD*% -D10* -%TO.N,GND*% -%TO.C,R30*% -X215605000Y-75202679D03* -D11* -%TO.N,Net-(R30-Pad2)*% -X220685000Y-75202679D03* -%TD*% D26* %TO.N,+5V*% %TO.C,C15*% @@ -699,46 +1018,6 @@ X235838531Y-189731827D03* %TO.N,GND*% X235838531Y-194731827D03* %TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R3*% -X195273173Y-209508531D03* -D11* -%TO.N,/~{NMI}*% -X195273173Y-204428531D03* -%TD*% -D10* -%TO.N,/~{BOOT_SEL}*% -%TO.C,R21*% -X244753173Y-211863531D03* -D11* -%TO.N,+3.3V*% -X244753173Y-206783531D03* -%TD*% -D10* -%TO.N,/~{MUTE}*% -%TO.C,R65*% -X190820000Y-70925000D03* -D11* -%TO.N,+3.3V*% -X195900000Y-70925000D03* -%TD*% -D10* -%TO.N,/~{I{slash}O}1*% -%TO.C,R12*% -X202954071Y-144890511D03* -D11* -%TO.N,+3.3V*% -X202954071Y-149970511D03* -%TD*% -D10* -%TO.N,/~{FPGA_RESET}*% -%TO.C,R17*% -X187466967Y-118249650D03* -D11* -%TO.N,+3.3V*% -X182386967Y-118249650D03* -%TD*% D23* %TO.N,/~{RES}*% %TO.C,SW1*% @@ -748,22 +1027,6 @@ X202524065Y-220575449D03* X194904065Y-225655449D03* X202524065Y-225655449D03* %TD*% -D10* -%TO.N,/MOSI*% -%TO.C,R49*% -X184903531Y-215031827D03* -D11* -%TO.N,+3.3V*% -X184903531Y-220111827D03* -%TD*% -D10* -%TO.N,Net-(R30-Pad2)*% -%TO.C,R35*% -X220555852Y-82822679D03* -D11* -%TO.N,Net-(R32-Pad2)*% -X220555852Y-77742679D03* -%TD*% D27* %TO.N,Net-(U4-IN)*% %TO.C,U4*% @@ -782,22 +1045,6 @@ D25* %TO.N,Net-(D5-A)*% X216183173Y-215843531D03* %TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R6*% -X100220000Y-98630358D03* -D11* -%TO.N,Net-(D2-A)*% -X105300000Y-98630358D03* -%TD*% -D10* -%TO.N,/BLUE*% -%TO.C,R62*% -X232019512Y-75202679D03* -D11* -%TO.N,GND*% -X237099512Y-75202679D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C7*% @@ -810,14 +1057,6 @@ D19* %TO.C,H2*% X91975000Y-57482679D03* %TD*% -D10* -%TO.N,/B1*% -%TO.C,R58*% -X235795852Y-90442679D03* -D11* -%TO.N,Net-(R57-Pad2)*% -X235795852Y-85362679D03* -%TD*% D29* %TO.N,/SYSCLK*% %TO.C,U6*% @@ -1022,14 +1261,6 @@ X213570852Y-206647679D03* %TO.N,+3.3V*% X213570852Y-204107679D03* %TD*% -D10* -%TO.N,GND*% -%TO.C,R55*% -X238403172Y-77742679D03* -D11* -%TO.N,Net-(R55-Pad2)*% -X238403172Y-82822679D03* -%TD*% D29* %TO.N,GND*% %TO.C,J6*% @@ -1163,112 +1394,32 @@ X203745871Y-134780000D03* %TO.N,+5V*% X206285871Y-134780000D03* %TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R4*% -X240783531Y-184101827D03* -D11* -%TO.N,/BE*% -X240783531Y-189181827D03* -%TD*% D19* %TO.N,GND*% %TO.C,H1*% X176430000Y-82606339D03* %TD*% -D10* -%TO.N,/R0*% -%TO.C,R31*% -X220555852Y-90442679D03* -D11* -%TO.N,Net-(R30-Pad2)*% -X220555852Y-85362679D03* -%TD*% -D10* -%TO.N,Net-(R59-Pad2)*% -%TO.C,R61*% -X230715852Y-77742679D03* -D11* -%TO.N,/BLUE*% -X230715852Y-82822679D03* -%TD*% -D10* -%TO.N,/~{ROM}1*% -%TO.C,R25*% -X176870000Y-192795000D03* -D11* -%TO.N,+3.3V*% -X181950000Y-192795000D03* -%TD*% D24* %TO.N,GND*% %TO.C,D2*% -X102775000Y-96090000D03* +X106585000Y-96090000D03* D25* %TO.N,Net-(D2-A)*% -X102775000Y-93550000D03* -%TD*% -D10* -%TO.N,/BL2*% -%TO.C,R8*% -X216306010Y-213598495D03* -D11* -%TO.N,Net-(D4-A)*% -X211226010Y-213598495D03* -%TD*% -D10* -%TO.N,/SCK*% -%TO.C,R51*% -X150028531Y-211221827D03* -D11* -%TO.N,GND*% -X150028531Y-216301827D03* -%TD*% -D10* -%TO.N,/I2C_SDA*% -%TO.C,R19*% -X120996704Y-116995358D03* -D11* -%TO.N,+3.3V*% -X115916704Y-116995358D03* +X106585000Y-93550000D03* %TD*% D24* %TO.N,GND*% %TO.C,D1*% -X95155000Y-96090000D03* +X96425000Y-96090000D03* D25* %TO.N,Net-(D1-A)*% -X95155000Y-93550000D03* -%TD*% -D10* -%TO.N,/~{WR}*% -%TO.C,R28*% -X169250000Y-197800000D03* -D11* -%TO.N,+3.3V*% -X174330000Y-197800000D03* -%TD*% -D10* -%TO.N,Net-(J11-DAT1)*% -%TO.C,R46*% -X158455000Y-192845000D03* -D11* -%TO.N,+3.3V*% -X163535000Y-192845000D03* +X96425000Y-93550000D03* %TD*% D19* %TO.N,GND*% %TO.C,H9*% X165023820Y-57207679D03* %TD*% -D10* -%TO.N,/~{SD_CD}*% -%TO.C,R39*% -X147698173Y-216301827D03* -D11* -%TO.N,+3.3V*% -X147698173Y-211221827D03* -%TD*% D24* %TO.N,GND*% %TO.C,D4*% @@ -1277,22 +1428,6 @@ D25* %TO.N,Net-(D4-A)*% X211268173Y-215843531D03* %TD*% -D10* -%TO.N,/~{CS}6*% -%TO.C,R15*% -X215575785Y-145051752D03* -D11* -%TO.N,+3.3V*% -X215575785Y-150131752D03* -%TD*% -D10* -%TO.N,Net-(J11-DAT2)*% -%TO.C,R47*% -X158455000Y-195360000D03* -D11* -%TO.N,+3.3V*% -X163535000Y-195360000D03* -%TD*% D32* %TO.N,GND*% %TO.C,J12*% @@ -1333,22 +1468,6 @@ D19* %TO.C,H8*% X216570852Y-131922500D03* %TD*% -D10* -%TO.N,Net-(R40-Pad2)*% -%TO.C,R42*% -X202775852Y-82822679D03* -D11* -%TO.N,Net-(R42-Pad2)*% -X202775852Y-77742679D03* -%TD*% -D10* -%TO.N,/BL1*% -%TO.C,R7*% -X208811704Y-213615358D03* -D11* -%TO.N,Net-(D3-A)*% -X203731704Y-213615358D03* -%TD*% D14* %TO.N,GND*% %TO.C,J5*% @@ -1414,14 +1533,6 @@ D19* %TO.C,H4*% X117570852Y-131922500D03* %TD*% -D10* -%TO.N,/CDONE*% -%TO.C,R18*% -X189945455Y-118303308D03* -D11* -%TO.N,+3.3V*% -X195025455Y-118303308D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C2*% @@ -1429,70 +1540,15 @@ X213800000Y-171405000D03* %TO.N,GND*% X218800000Y-171405000D03* %TD*% -D10* -%TO.N,Net-(R33-Pad2)*% -%TO.C,R37*% -X215475852Y-77742679D03* -D11* -%TO.N,/RED*% -X215475852Y-82822679D03* -%TD*% -D10* -%TO.N,/~{SD_WP}*% -%TO.C,R64*% -X145315618Y-216301827D03* -D11* -%TO.N,+3.3V*% -X145315618Y-211221827D03* -%TD*% -D12* -%TO.N,Net-(U4-IN)*% -%TO.C,C11*% -X116290000Y-56500000D03* -%TO.N,GND*% -X118790000Y-56500000D03* -%TD*% -D10* -%TO.N,/GREEN*% -%TO.C,R53*% -X207932978Y-72662679D03* -D11* -%TO.N,GND*% -X202852978Y-72662679D03* -%TD*% -D10* -%TO.N,/~{SD_SS}*% -%TO.C,R50*% -X185063173Y-212868531D03* -D11* -%TO.N,+3.3V*% -X185063173Y-207788531D03* -%TD*% -D10* -%TO.N,Net-(R57-Pad2)*% -%TO.C,R59*% -X223095852Y-77742679D03* -D11* -%TO.N,Net-(R59-Pad2)*% -X223095852Y-82822679D03* -%TD*% D14* %TO.N,/~{WR}*% %TO.C,J4*% -X199763173Y-116848531D03* +X200398173Y-116848531D03* D15* %TO.N,/VERA_7*% -X202303173Y-116848531D03* +X202938173Y-116848531D03* %TO.N,/R{slash}~{W}*% -X204843173Y-116848531D03* -%TD*% -D10* -%TO.N,Net-(R42-Pad2)*% -%TO.C,R44*% -X205392978Y-82822679D03* -D11* -%TO.N,Net-(R44-Pad2)*% -X205392978Y-77742679D03* +X205478173Y-116848531D03* %TD*% D12* %TO.N,+3.3V*% @@ -1501,20 +1557,6 @@ X153016704Y-197800358D03* %TO.N,GND*% X148016704Y-197800358D03* %TD*% -%TO.N,+5V*% -%TO.C,C17*% -X108188173Y-69613531D03* -%TO.N,GND*% -X108188173Y-67113531D03* -%TD*% -D10* -%TO.N,/B0*% -%TO.C,R56*% -X238403173Y-90442679D03* -D11* -%TO.N,Net-(R55-Pad2)*% -X238403173Y-85362679D03* -%TD*% D26* %TO.N,/A18*% %TO.C,U3*% @@ -1651,22 +1693,6 @@ X138005852Y-209867171D03* %TO.N,+3.3V*% X140545852Y-207327171D03* %TD*% -D10* -%TO.N,/~{ROM}0*% -%TO.C,R26*% -X176870000Y-195310000D03* -D11* -%TO.N,+3.3V*% -X181950000Y-195310000D03* -%TD*% -D10* -%TO.N,/RED*% -%TO.C,R38*% -X215605000Y-72662679D03* -D11* -%TO.N,GND*% -X220685000Y-72662679D03* -%TD*% D19* %TO.N,GND*% %TO.C,H5*% @@ -1684,22 +1710,6 @@ D19* %TO.C,H7*% X241133252Y-57482679D03* %TD*% -D10* -%TO.N,GND*% -%TO.C,R40*% -X202852978Y-75202679D03* -D11* -%TO.N,Net-(R40-Pad2)*% -X207932978Y-75202679D03* -%TD*% -D10* -%TO.N,/R{slash}~{W}*% -%TO.C,R10*% -X237050972Y-142008637D03* -D11* -%TO.N,+3.3V*% -X237050972Y-136928637D03* -%TD*% D23* %TO.N,/~{BOOT_SEL}*% %TO.C,SW2*% @@ -1709,37 +1719,6 @@ X230982763Y-218541613D03* X238602763Y-213461613D03* X230982763Y-213461613D03* %TD*% -D10* -%TO.N,Net-(R44-Pad2)*% -%TO.C,R52*% -X207855852Y-82822679D03* -D11* -%TO.N,/GREEN*% -X207855852Y-77742679D03* -%TD*% -D10* -%TO.N,/~{RD}*% -%TO.C,R27*% -X176870000Y-197825000D03* -D11* -%TO.N,+3.3V*% -X181950000Y-197825000D03* -%TD*% -D12* -%TO.N,+3.3V*% -%TO.C,C21*% -X126805000Y-111045000D03* -%TO.N,GND*% -X126805000Y-108545000D03* -%TD*% -D10* -%TO.N,/R2*% -%TO.C,R33*% -X195155852Y-90442679D03* -D11* -%TO.N,Net-(R33-Pad2)*% -X195155852Y-85362679D03* -%TD*% D13* %TO.N,+3.3V*% %TO.C,J2*% @@ -1830,9 +1809,9 @@ X220555852Y-93637679D03* X218015852Y-93637679D03* %TO.N,/R3*% X215475852Y-93637679D03* -%TO.N,/VSYNC*% -X212935852Y-93637679D03* %TO.N,/HSYNC*% +X212935852Y-93637679D03* +%TO.N,/VSYNC*% X210395852Y-93637679D03* %TO.N,/G2*% X207855852Y-93637679D03* @@ -1918,7 +1897,7 @@ X179915852Y-226967679D03* D34* X106890852Y-103142679D03* %TO.N,+3.3V*% -X129115852Y-116477679D03* +X129433352Y-116160179D03* D35* X166580852Y-199662679D03* D37* @@ -2055,7 +2034,7 @@ X187535852Y-144417679D03* D38* X193250852Y-144417679D03* D35* -X193250852Y-197757679D03* +X196384695Y-197757679D03* D38* %TO.N,/~{VIRQ}*% X239605852Y-190772679D03* @@ -2069,7 +2048,7 @@ D35* %TO.N,/~{NMI}*% X192615852Y-199027679D03* D38* -X192615852Y-220617679D03* +X192615852Y-219982679D03* D35* X192615852Y-141877679D03* %TO.N,/I2C_SCL*% @@ -2077,14 +2056,14 @@ X195155852Y-140607679D03* X131020852Y-140607679D03* D38* X189440852Y-140607679D03* -X188170852Y-222522679D03* +X188170852Y-221252679D03* X188170852Y-207917679D03* D35* %TO.N,/I2C_SDA*% X197695852Y-139337679D03* X133560852Y-139337679D03* D38* -X190710852Y-221887679D03* +X190710852Y-220617679D03* D35* X190710852Y-202837679D03* D38* @@ -2301,7 +2280,7 @@ D35* %TO.N,/SNES_DATA0*% X193885852Y-141242679D03* D38* -X187535852Y-223157679D03* +X187535852Y-221887679D03* X207220852Y-208552679D03* X188170852Y-141242679D03* X187535852Y-208552679D03* @@ -2380,8 +2359,6 @@ D35* %TO.N,/SYSCLK*% X220555852Y-106317679D03* X200870852Y-106317679D03* -%TO.N,/HSYNC*% -X212300852Y-54882679D03* %TO.N,/BCK*% X198965852Y-96157679D03* %TO.N,/ADATA*% @@ -2818,7 +2795,7 @@ X229592694Y-190475919D01* X229592688Y-190475914D01* X229419020Y-190354310D01* X229419016Y-190354308D01* -X229351659Y-190322899D01* +X229385304Y-190338588D01* X229226861Y-190264705D01* X229226857Y-190264704D01* X229226853Y-190264702D01* @@ -3025,7 +3002,7 @@ X217500367Y-176555661D01* X217507874Y-176583677D01* X217507876Y-176583684D01* X217507878Y-176583688D01* -X217534241Y-176640223D01* +X217597363Y-176775591D01* X217597481Y-176775843D01* X217597483Y-176775847D01* X217719087Y-176949515D01* @@ -4688,8 +4665,49 @@ X88836794Y-226483454D01* X88817195Y-226744995D01* X88817195Y-226745004D01* X86570852Y-226745004D01* -X86570852Y-223792679D01* -X186195207Y-223792679D01* +X86570852Y-222651827D01* +X182427888Y-222651827D01* +X182448415Y-222873362D01* +X182448416Y-222873364D01* +X182509300Y-223087350D01* +X182509306Y-223087365D01* +X182608469Y-223286510D01* +X182608474Y-223286518D01* +X182742551Y-223464065D01* +X182906968Y-223613950D01* +X182906970Y-223613952D01* +X183096126Y-223731072D01* +X183096127Y-223731072D01* +X183096130Y-223731074D01* +X183303591Y-223811445D01* +X183522288Y-223852327D01* +X183522290Y-223852327D01* +X183744772Y-223852327D01* +X183744774Y-223852327D01* +X183963471Y-223811445D01* +X184170932Y-223731074D01* +X184360093Y-223613951D01* +X184524512Y-223464063D01* +X184651051Y-223296497D01* +X184707157Y-223254863D01* +X184776869Y-223250171D01* +X184838051Y-223283913D01* +X184848957Y-223296499D01* +X184955217Y-223437210D01* +X185119634Y-223587095D01* +X185119636Y-223587097D01* +X185308792Y-223704217D01* +X185308793Y-223704217D01* +X185308796Y-223704219D01* +X185516257Y-223784590D01* +X185734954Y-223825472D01* +X185734956Y-223825472D01* +X185957439Y-223825472D01* +X185957440Y-223825472D01* +X186063877Y-223805575D01* +X186133391Y-223812605D01* +X186188070Y-223856102D01* +X186209758Y-223912516D01* X186215711Y-223961548D01* X186215712Y-223961553D01* X186276034Y-224120610D01* @@ -4709,23 +4727,22 @@ X187301704Y-224373413D01* X187429035Y-224260608D01* X187525670Y-224120609D01* X187585992Y-223961551D01* -X187587536Y-223948830D01* -X187615154Y-223884655D01* -X187673086Y-223845596D01* -X187680952Y-223843379D01* -X187786077Y-223817469D01* -X187880543Y-223767889D01* -X187936701Y-223738415D01* -X187936702Y-223738413D01* -X187936704Y-223738413D01* -X188064035Y-223625608D01* -X188068802Y-223618700D01* -X188123082Y-223574712D01* -X188192530Y-223567051D01* -X188255096Y-223598152D01* -X188272898Y-223618696D01* +X187606497Y-223792679D01* +X187585992Y-223623807D01* +X187525670Y-223464749D01* +X187525196Y-223464063D01* +X187491328Y-223414997D01* +X187429035Y-223324750D01* +X187301704Y-223211945D01* +X187301701Y-223211942D01* +X187198312Y-223157679D01* +X188100207Y-223157679D01* +X188120711Y-223326548D01* +X188120712Y-223326553D01* +X188181034Y-223485610D01* +X188213565Y-223532738D01* X188277669Y-223625608D01* -X188370100Y-223707494D01* +X188366401Y-223704217D01* X188405002Y-223738415D01* X188555625Y-223817468D01* X188555627Y-223817469D01* @@ -4781,96 +4798,328 @@ X189430670Y-223485609D01* X189490992Y-223326551D01* X189511497Y-223157679D01* X189490992Y-222988807D01* -X189490990Y-222988803D01* -X189430669Y-222829747D01* -X189396328Y-222779997D01* +X189430670Y-222829749D01* X189334035Y-222689750D01* X189206704Y-222576945D01* X189206701Y-222576942D01* X189056078Y-222497889D01* -X188950957Y-222471979D01* -X188890576Y-222436823D01* -X188858788Y-222374603D01* -X188857540Y-222366558D01* -X188855992Y-222353807D01* -X188855990Y-222353803D01* -X188855991Y-222353803D01* -X188803581Y-222215609D01* -X188795670Y-222194749D01* -X188699035Y-222054750D01* -X188571704Y-221941945D01* -X188571701Y-221941942D01* -X188468311Y-221887679D01* -X190005207Y-221887679D01* -X190025711Y-222056548D01* -X190025712Y-222056553D01* -X190086034Y-222215610D01* -X190148327Y-222305856D01* -X190182669Y-222355608D01* -X190267439Y-222430707D01* -X190310002Y-222468415D01* -X190460625Y-222547468D01* -X190460627Y-222547469D01* -X190625796Y-222588179D01* 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+X147698173Y-218841827D03* +D10* +%TO.N,+3.3V*% +X147698173Y-211221827D03* +%TD*% +D11* +%TO.N,/SCK*% +%TO.C,R51*% +X150028531Y-211221827D03* +D10* +%TO.N,GND*% +X150028531Y-218841827D03* +%TD*% +D11* +%TO.N,/~{SD_SS}*% +%TO.C,R50*% +X185846197Y-215004972D03* +D10* +%TO.N,+3.3V*% +X185846197Y-222624972D03* +%TD*% +D11* +%TO.N,/MOSI*% +%TO.C,R49*% +X183633531Y-215031827D03* +D10* +%TO.N,+3.3V*% +X183633531Y-222651827D03* +%TD*% +D11* +%TO.N,/MISO*% +%TO.C,R48*% +X156550000Y-197875000D03* +D10* +%TO.N,+3.3V*% +X164170000Y-197875000D03* +%TD*% +D11* +%TO.N,Net-(J11-DAT2)*% +%TO.C,R47*% +X156550000Y-195360000D03* +D10* +%TO.N,+3.3V*% +X164170000Y-195360000D03* +%TD*% +D11* +%TO.N,Net-(J11-DAT1)*% +%TO.C,R46*% +X156550000Y-192845000D03* +D10* +%TO.N,+3.3V*% +X164170000Y-192845000D03* +%TD*% +D11* +%TO.N,/~{CART}*% +%TO.C,R29*% +X226141545Y-141799045D03* +D10* +%TO.N,+3.3V*% +X226141545Y-149419045D03* +%TD*% +D11* +%TO.N,/~{WR}*% +%TO.C,R28*% +X166710000Y-197800000D03* +D10* +%TO.N,+3.3V*% +X174330000Y-197800000D03* +%TD*% +D11* +%TO.N,/~{RD}*% +%TO.C,R27*% +X176870000Y-197825000D03* +D10* +%TO.N,+3.3V*% +X184490000Y-197825000D03* +%TD*% +D11* +%TO.N,/~{ROM}0*% +%TO.C,R26*% +X176870000Y-195310000D03* +D10* +%TO.N,+3.3V*% +X184490000Y-195310000D03* +%TD*% +D11* +%TO.N,/~{ROM}1*% +%TO.C,R25*% +X176870000Y-192795000D03* +D10* +%TO.N,+3.3V*% +X184490000Y-192795000D03* +%TD*% +D11* +%TO.N,/~{RAM}0*% +%TO.C,R24*% +X166710000Y-195360000D03* +D10* +%TO.N,+3.3V*% +X174330000Y-195360000D03* +%TD*% +D11* +%TO.N,/~{RAM}1*% +%TO.C,R23*% +X166710000Y-192845000D03* +D10* +%TO.N,+3.3V*% +X174330000Y-192845000D03* +%TD*% +D11* +%TO.N,/~{MUTE}*% +%TO.C,R65*% +X190820000Y-70925000D03* +D10* +%TO.N,+3.3V*% +X183200000Y-70925000D03* +%TD*% +D11* +%TO.N,/~{VIRQ}*% +%TO.C,R22*% +X229434306Y-127897878D03* +D10* +%TO.N,+3.3V*% +X221814306Y-127897878D03* +%TD*% +D11* +%TO.N,/~{BOOT_SEL}*% +%TO.C,R21*% +X244254830Y-211870703D03* +D10* +%TO.N,+3.3V*% +X244254830Y-204250703D03* +%TD*% +D11* +%TO.N,/I2C_SCL*% +%TO.C,R20*% +X120996704Y-114480358D03* +D10* +%TO.N,+3.3V*% +X113376704Y-114480358D03* +%TD*% +D11* +%TO.N,/I2C_SDA*% +%TO.C,R19*% +X120996704Y-116995358D03* +D10* +%TO.N,+3.3V*% +X113376704Y-116995358D03* +%TD*% +D11* +%TO.N,/CDONE*% +%TO.C,R18*% +X189945455Y-118303308D03* +D10* +%TO.N,+3.3V*% +X197565455Y-118303308D03* +%TD*% +D11* +%TO.N,/~{FPGA_RESET}*% +%TO.C,R17*% +X187466967Y-118249650D03* +D10* +%TO.N,+3.3V*% +X179846967Y-118249650D03* +%TD*% +D11* +%TO.N,/~{CS}6*% +%TO.C,R15*% +X215575785Y-145051752D03* +D10* +%TO.N,+3.3V*% +X215575785Y-152671752D03* +%TD*% +D11* +%TO.N,/~{CS}5*% +%TO.C,R14*% +X175381704Y-177395358D03* +D10* +%TO.N,+3.3V*% +X167761704Y-177395358D03* +%TD*% +D11* +%TO.N,/~{CS}4*% +%TO.C,R13*% +X177649413Y-175053272D03* +D10* +%TO.N,+3.3V*% +X185269413Y-175053272D03* +%TD*% +%TO.N,+3.3V*% +%TO.C,R12*% +X202954071Y-152510511D03* +D11* +%TO.N,/~{I{slash}O}1*% +X202954071Y-144890511D03* +%TD*% +%TO.N,/~{I{slash}O}0*% +%TO.C,R11*% +X209135467Y-146077098D03* +D10* +%TO.N,+3.3V*% +X209135467Y-138457098D03* +%TD*% +D11* +%TO.N,/R{slash}~{W}*% +%TO.C,R10*% +X237050972Y-142008637D03* +D10* +%TO.N,+3.3V*% +X237050972Y-134388637D03* +%TD*% +D11* +%TO.N,/BL3*% +%TO.C,R9*% +X221023531Y-211181827D03* +D10* +%TO.N,Net-(D5-A)*% +X221023531Y-218801827D03* +%TD*% +D11* +%TO.N,/BL2*% +%TO.C,R8*% +X218711180Y-213612934D03* +D10* +%TO.N,Net-(D4-A)*% +X211091180Y-213612934D03* +%TD*% +D11* +%TO.N,/BL1*% +%TO.C,R7*% +X208594724Y-212971869D03* +D10* +%TO.N,Net-(D3-A)*% +X200974724Y-212971869D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R6*% +X102760000Y-98630358D03* +D10* +%TO.N,Net-(D2-A)*% +X110380000Y-98630358D03* +%TD*% +D11* +%TO.N,+5V*% +%TO.C,R5*% +X100226704Y-98630358D03* +D10* +%TO.N,Net-(D1-A)*% +X92606704Y-98630358D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R4*% +X241043173Y-181561827D03* +D10* +%TO.N,/BE*% +X241043173Y-189181827D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R3*% +X195273173Y-209508531D03* +D10* +%TO.N,/~{NMI}*% +X195273173Y-201888531D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R2*% +X188846198Y-195853490D03* +D10* +%TO.N,/~{IRQ}*% +X196466198Y-195853490D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R1*% +X241043173Y-179028531D03* +D10* +%TO.N,/~{RES}*% +X241043173Y-171408531D03* +%TD*% +D12* +%TO.N,+3.3V*% +%TO.C,C21*% +X126805000Y-112315000D03* +%TO.N,GND*% +X126805000Y-107315000D03* +%TD*% +%TO.N,+3.3V*% +%TO.C,C18*% +X103177518Y-82309624D03* +%TO.N,GND*% +X108177518Y-82309624D03* +%TD*% +%TO.N,+5V*% +%TO.C,C17*% +X108188173Y-72153531D03* +%TO.N,GND*% +X108188173Y-67153531D03* +%TD*% +%TO.N,+5V*% +%TO.C,C14*% +X90193531Y-61741827D03* +%TO.N,GND*% +X90193531Y-66741827D03* +%TD*% +%TO.N,Net-(U4-IN)*% +%TO.C,C11*% +X115020000Y-56500000D03* +%TO.N,GND*% +X120020000Y-56500000D03* +%TD*% +D11* %TO.N,/~{CS}7*% %TO.C,R16*% X218023531Y-150221827D03* -D11* +D10* %TO.N,+3.3V*% X218023531Y-145141827D03* %TD*% -D10* -%TO.N,/MISO*% -%TO.C,R48*% -X158455000Y-197875000D03* -D11* -%TO.N,+3.3V*% -X163535000Y-197875000D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C5*% @@ -143,59 +661,17 @@ X195918531Y-187826827D03* %TO.N,GND*% X195918531Y-192826827D03* %TD*% -D10* -%TO.N,/G0*% -%TO.C,R41*% -X202775852Y-90442679D03* -D11* -%TO.N,Net-(R40-Pad2)*% -X202775852Y-85362679D03* -%TD*% -D12* %TO.N,+3.3V*% %TO.C,C9*% X241828173Y-208960000D03* %TO.N,GND*% X241828173Y-203960000D03* %TD*% -D10* -%TO.N,/~{VIRQ}*% -%TO.C,R22*% -X229434306Y-127897878D03* -D11* -%TO.N,+3.3V*% -X224354306Y-127897878D03* -%TD*% -D10* -%TO.N,/B2*% -%TO.C,R60*% -X223095852Y-90442679D03* -D11* -%TO.N,Net-(R59-Pad2)*% -X223095852Y-85362679D03* -%TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R2*% -X195155041Y-201608025D03* -D11* -%TO.N,/~{IRQ}*% -X195155041Y-196528025D03* -%TD*% -D12* %TO.N,+3.3V*% %TO.C,C12*% -X184518267Y-199771600D03* +X184518267Y-200406600D03* %TO.N,GND*% -X184518267Y-204771600D03* -%TD*% -D10* -%TO.N,/~{CS}5*% -%TO.C,R14*% -X175381704Y-178665358D03* -D11* -%TO.N,+3.3V*% -X170301704Y-178665358D03* +X184518267Y-205406600D03* %TD*% D13* %TO.N,+3.3V*% @@ -214,21 +690,6 @@ X94572102Y-226745000D03* %TO.N,GND*% X90572102Y-226745000D03* %TD*% -D12* -%TO.N,+5V*% -%TO.C,C14*% -X90828531Y-63011827D03* -%TO.N,GND*% -X90828531Y-65511827D03* -%TD*% -D10* -%TO.N,/R1*% -%TO.C,R32*% -X218015852Y-90442679D03* -D11* -%TO.N,Net-(R32-Pad2)*% -X218015852Y-85362679D03* -%TD*% D14* %TO.N,+3.3V*% %TO.C,J14*% @@ -241,14 +702,6 @@ X234870000Y-162480000D03* %TO.N,GND*% X234870000Y-165020000D03* %TD*% -D10* -%TO.N,/G2*% -%TO.C,R45*% -X207855852Y-90442679D03* -D11* -%TO.N,Net-(R44-Pad2)*% -X207855852Y-85362679D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C13*% @@ -272,30 +725,6 @@ D19* %TO.C,H6*% X128117172Y-57207679D03* %TD*% -D10* -%TO.N,/G3*% -%TO.C,R54*% -X192615852Y-90442679D03* -D11* -%TO.N,/GREEN*% -X192615852Y-85362679D03* -%TD*% -D10* -%TO.N,/R3*% -%TO.C,R34*% -X215475852Y-90442679D03* -D11* -%TO.N,/RED*% -X215475852Y-85362679D03* -%TD*% -D10* -%TO.N,/~{RAM}0*% -%TO.C,R24*% -X169250000Y-195360000D03* -D11* -%TO.N,+3.3V*% -X174330000Y-195360000D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C1*% @@ -303,12 +732,6 @@ X241828173Y-201453531D03* %TO.N,GND*% X241828173Y-196453531D03* %TD*% -%TO.N,+3.3V*% -%TO.C,C18*% -X104225000Y-82690000D03* -%TO.N,GND*% -X106725000Y-82690000D03* -%TD*% D14* %TO.N,/~{BOOT_SEL}*% %TO.C,J8*% @@ -317,22 +740,6 @@ D15* %TO.N,GND*% X241623621Y-214714071D03* %TD*% -D10* -%TO.N,/B3*% -%TO.C,R63*% -X230715852Y-90442679D03* -D11* -%TO.N,/BLUE*% -X230715852Y-85362679D03* -%TD*% -D10* -%TO.N,/G1*% -%TO.C,R43*% -X205392978Y-90442679D03* -D11* -%TO.N,Net-(R42-Pad2)*% -X205392978Y-85362679D03* -%TD*% D20* %TO.N,GND*% %TO.C,J10*% @@ -464,14 +871,6 @@ X87840852Y-117112679D03* %TO.N,+5V*% X87840852Y-114572679D03* %TD*% -D10* -%TO.N,/~{CART}*% -%TO.C,R29*% -X226103531Y-141371827D03* -D11* -%TO.N,+3.3V*% -X226103531Y-146451827D03* -%TD*% D21* %TO.N,/PHI2*% %TO.C,U7*% @@ -524,14 +923,6 @@ X181738531Y-189596827D03* %TO.N,+3.3V*% X184278531Y-189596827D03* %TD*% -D10* -%TO.N,Net-(R55-Pad2)*% -%TO.C,R57*% -X235795852Y-77742679D03* -D11* -%TO.N,Net-(R57-Pad2)*% -X235795852Y-82822679D03* -%TD*% D23* %TO.N,/~{NMI}*% %TO.C,SW3*% @@ -549,22 +940,6 @@ D25* %TO.N,Net-(D3-A)*% X206353173Y-215843531D03* %TD*% -D10* -%TO.N,/BL3*% -%TO.C,R9*% -X221023531Y-213721827D03* -D11* -%TO.N,Net-(D5-A)*% -X221023531Y-218801827D03* -%TD*% -D10* -%TO.N,/~{CS}4*% -%TO.C,R13*% -X178100000Y-175600000D03* -D11* -%TO.N,+3.3V*% -X183180000Y-175600000D03* -%TD*% D14* %TO.N,/~{RES}*% %TO.C,J7*% @@ -573,14 +948,6 @@ D15* %TO.N,GND*% X199979065Y-216036659D03* %TD*% -D10* -%TO.N,/~{RAM}1*% -%TO.C,R23*% -X169250000Y-192845000D03* -D11* -%TO.N,+3.3V*% -X174330000Y-192845000D03* -%TD*% D14* %TO.N,/~{NMI}*% %TO.C,J9*% @@ -605,22 +972,6 @@ D12* %TO.N,GND*% X119049775Y-62465000D03* %TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R1*% -X241043173Y-176488531D03* -D11* -%TO.N,/~{RES}*% -X241043173Y-171408531D03* -%TD*% -D10* -%TO.N,/~{I{slash}O}0*% -%TO.C,R11*% -X209135467Y-145442098D03* -D11* -%TO.N,+3.3V*% -X209135467Y-140362098D03* -%TD*% D14* %TO.N,/~{RD}*% %TO.C,J3*% @@ -631,30 +982,6 @@ X234549426Y-118626918D03* %TO.N,/PHI2*% X237089426Y-118626918D03* %TD*% -D10* -%TO.N,/I2C_SCL*% -%TO.C,R20*% -X120996704Y-114480358D03* -D11* -%TO.N,+3.3V*% -X115916704Y-114480358D03* -%TD*% -D10* -%TO.N,+5V*% -%TO.C,R5*% -X97686704Y-98630358D03* -D11* -%TO.N,Net-(D1-A)*% -X92606704Y-98630358D03* -%TD*% -D10* -%TO.N,Net-(R32-Pad2)*% -%TO.C,R36*% -X218015852Y-82822679D03* -D11* -%TO.N,Net-(R33-Pad2)*% -X218015852Y-77742679D03* -%TD*% D27* %TO.N,GND*% %TO.C,U8*% @@ -672,14 +999,6 @@ X213800000Y-211325000D03* %TO.N,GND*% X218800000Y-211325000D03* %TD*% -D10* -%TO.N,GND*% -%TO.C,R30*% -X215605000Y-75202679D03* -D11* -%TO.N,Net-(R30-Pad2)*% -X220685000Y-75202679D03* -%TD*% D26* %TO.N,+5V*% %TO.C,C15*% @@ -702,46 +1021,6 @@ X235838531Y-189731827D03* %TO.N,GND*% X235838531Y-194731827D03* %TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R3*% -X195273173Y-209508531D03* -D11* -%TO.N,/~{NMI}*% -X195273173Y-204428531D03* -%TD*% -D10* -%TO.N,/~{BOOT_SEL}*% -%TO.C,R21*% -X244753173Y-211863531D03* -D11* -%TO.N,+3.3V*% -X244753173Y-206783531D03* -%TD*% -D10* -%TO.N,/~{MUTE}*% -%TO.C,R65*% -X190820000Y-70925000D03* -D11* -%TO.N,+3.3V*% -X195900000Y-70925000D03* -%TD*% -D10* -%TO.N,/~{I{slash}O}1*% -%TO.C,R12*% -X202954071Y-144890511D03* -D11* -%TO.N,+3.3V*% -X202954071Y-149970511D03* -%TD*% -D10* -%TO.N,/~{FPGA_RESET}*% -%TO.C,R17*% -X187466967Y-118249650D03* -D11* -%TO.N,+3.3V*% -X182386967Y-118249650D03* -%TD*% D23* %TO.N,/~{RES}*% %TO.C,SW1*% @@ -751,22 +1030,6 @@ X202524065Y-220575449D03* X194904065Y-225655449D03* X202524065Y-225655449D03* %TD*% -D10* -%TO.N,/MOSI*% -%TO.C,R49*% -X184903531Y-215031827D03* -D11* -%TO.N,+3.3V*% -X184903531Y-220111827D03* -%TD*% -D10* -%TO.N,Net-(R30-Pad2)*% -%TO.C,R35*% -X220555852Y-82822679D03* -D11* -%TO.N,Net-(R32-Pad2)*% -X220555852Y-77742679D03* -%TD*% D27* %TO.N,Net-(U4-IN)*% %TO.C,U4*% @@ -785,22 +1048,6 @@ D25* %TO.N,Net-(D5-A)*% X216183173Y-215843531D03* %TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R6*% -X100220000Y-98630358D03* -D11* -%TO.N,Net-(D2-A)*% -X105300000Y-98630358D03* -%TD*% -D10* -%TO.N,/BLUE*% -%TO.C,R62*% -X232019512Y-75202679D03* -D11* -%TO.N,GND*% -X237099512Y-75202679D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C7*% @@ -813,14 +1060,6 @@ D19* %TO.C,H2*% X91975000Y-57482679D03* %TD*% -D10* -%TO.N,/B1*% -%TO.C,R58*% -X235795852Y-90442679D03* -D11* -%TO.N,Net-(R57-Pad2)*% -X235795852Y-85362679D03* -%TD*% D29* %TO.N,/SYSCLK*% %TO.C,U6*% @@ -1025,14 +1264,6 @@ X213570852Y-206647679D03* %TO.N,+3.3V*% X213570852Y-204107679D03* %TD*% -D10* -%TO.N,GND*% -%TO.C,R55*% -X238403172Y-77742679D03* -D11* -%TO.N,Net-(R55-Pad2)*% -X238403172Y-82822679D03* -%TD*% D29* %TO.N,GND*% %TO.C,J6*% @@ -1166,112 +1397,32 @@ X203745871Y-134780000D03* %TO.N,+5V*% X206285871Y-134780000D03* %TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R4*% -X240783531Y-184101827D03* -D11* -%TO.N,/BE*% -X240783531Y-189181827D03* -%TD*% D19* %TO.N,GND*% %TO.C,H1*% X176430000Y-82606339D03* %TD*% -D10* -%TO.N,/R0*% -%TO.C,R31*% -X220555852Y-90442679D03* -D11* -%TO.N,Net-(R30-Pad2)*% -X220555852Y-85362679D03* -%TD*% -D10* -%TO.N,Net-(R59-Pad2)*% -%TO.C,R61*% -X230715852Y-77742679D03* -D11* -%TO.N,/BLUE*% -X230715852Y-82822679D03* -%TD*% -D10* -%TO.N,/~{ROM}1*% -%TO.C,R25*% -X176870000Y-192795000D03* -D11* -%TO.N,+3.3V*% -X181950000Y-192795000D03* -%TD*% D24* %TO.N,GND*% %TO.C,D2*% -X102775000Y-96090000D03* +X106585000Y-96090000D03* D25* %TO.N,Net-(D2-A)*% -X102775000Y-93550000D03* -%TD*% -D10* -%TO.N,/BL2*% -%TO.C,R8*% -X216306010Y-213598495D03* -D11* -%TO.N,Net-(D4-A)*% -X211226010Y-213598495D03* -%TD*% -D10* -%TO.N,/SCK*% -%TO.C,R51*% -X150028531Y-211221827D03* -D11* -%TO.N,GND*% -X150028531Y-216301827D03* -%TD*% -D10* -%TO.N,/I2C_SDA*% -%TO.C,R19*% -X120996704Y-116995358D03* -D11* -%TO.N,+3.3V*% -X115916704Y-116995358D03* +X106585000Y-93550000D03* %TD*% D24* %TO.N,GND*% %TO.C,D1*% -X95155000Y-96090000D03* +X96425000Y-96090000D03* D25* %TO.N,Net-(D1-A)*% -X95155000Y-93550000D03* -%TD*% -D10* -%TO.N,/~{WR}*% -%TO.C,R28*% -X169250000Y-197800000D03* -D11* -%TO.N,+3.3V*% -X174330000Y-197800000D03* -%TD*% -D10* -%TO.N,Net-(J11-DAT1)*% -%TO.C,R46*% -X158455000Y-192845000D03* -D11* -%TO.N,+3.3V*% -X163535000Y-192845000D03* +X96425000Y-93550000D03* %TD*% D19* %TO.N,GND*% %TO.C,H9*% X165023820Y-57207679D03* %TD*% -D10* -%TO.N,/~{SD_CD}*% -%TO.C,R39*% -X147698173Y-216301827D03* -D11* -%TO.N,+3.3V*% -X147698173Y-211221827D03* -%TD*% D24* %TO.N,GND*% %TO.C,D4*% @@ -1280,22 +1431,6 @@ D25* %TO.N,Net-(D4-A)*% X211268173Y-215843531D03* %TD*% -D10* -%TO.N,/~{CS}6*% -%TO.C,R15*% -X215575785Y-145051752D03* -D11* -%TO.N,+3.3V*% -X215575785Y-150131752D03* -%TD*% -D10* -%TO.N,Net-(J11-DAT2)*% -%TO.C,R47*% -X158455000Y-195360000D03* -D11* -%TO.N,+3.3V*% -X163535000Y-195360000D03* -%TD*% D32* %TO.N,GND*% %TO.C,J12*% @@ -1336,22 +1471,6 @@ D19* %TO.C,H8*% X216570852Y-131922500D03* %TD*% -D10* -%TO.N,Net-(R40-Pad2)*% -%TO.C,R42*% -X202775852Y-82822679D03* -D11* -%TO.N,Net-(R42-Pad2)*% -X202775852Y-77742679D03* -%TD*% -D10* -%TO.N,/BL1*% -%TO.C,R7*% -X208811704Y-213615358D03* -D11* -%TO.N,Net-(D3-A)*% -X203731704Y-213615358D03* -%TD*% D14* %TO.N,GND*% %TO.C,J5*% @@ -1417,14 +1536,6 @@ D19* %TO.C,H4*% X117570852Y-131922500D03* %TD*% -D10* -%TO.N,/CDONE*% -%TO.C,R18*% -X189945455Y-118303308D03* -D11* -%TO.N,+3.3V*% -X195025455Y-118303308D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C2*% @@ -1432,70 +1543,15 @@ X213800000Y-171405000D03* %TO.N,GND*% X218800000Y-171405000D03* %TD*% -D10* -%TO.N,Net-(R33-Pad2)*% -%TO.C,R37*% -X215475852Y-77742679D03* -D11* -%TO.N,/RED*% -X215475852Y-82822679D03* -%TD*% -D10* -%TO.N,/~{SD_WP}*% -%TO.C,R64*% -X145315618Y-216301827D03* -D11* -%TO.N,+3.3V*% -X145315618Y-211221827D03* -%TD*% -D12* -%TO.N,Net-(U4-IN)*% -%TO.C,C11*% -X116290000Y-56500000D03* -%TO.N,GND*% -X118790000Y-56500000D03* -%TD*% -D10* -%TO.N,/GREEN*% -%TO.C,R53*% -X207932978Y-72662679D03* -D11* -%TO.N,GND*% -X202852978Y-72662679D03* -%TD*% -D10* -%TO.N,/~{SD_SS}*% -%TO.C,R50*% -X185063173Y-212868531D03* -D11* -%TO.N,+3.3V*% -X185063173Y-207788531D03* -%TD*% -D10* -%TO.N,Net-(R57-Pad2)*% -%TO.C,R59*% -X223095852Y-77742679D03* -D11* -%TO.N,Net-(R59-Pad2)*% -X223095852Y-82822679D03* -%TD*% D14* %TO.N,/~{WR}*% %TO.C,J4*% -X199763173Y-116848531D03* +X200398173Y-116848531D03* D15* %TO.N,/VERA_7*% -X202303173Y-116848531D03* +X202938173Y-116848531D03* %TO.N,/R{slash}~{W}*% -X204843173Y-116848531D03* -%TD*% -D10* -%TO.N,Net-(R42-Pad2)*% -%TO.C,R44*% -X205392978Y-82822679D03* -D11* -%TO.N,Net-(R44-Pad2)*% -X205392978Y-77742679D03* +X205478173Y-116848531D03* %TD*% D12* %TO.N,+3.3V*% @@ -1504,20 +1560,6 @@ X153016704Y-197800358D03* %TO.N,GND*% X148016704Y-197800358D03* %TD*% -%TO.N,+5V*% -%TO.C,C17*% -X108188173Y-69613531D03* -%TO.N,GND*% -X108188173Y-67113531D03* -%TD*% -D10* -%TO.N,/B0*% -%TO.C,R56*% -X238403173Y-90442679D03* -D11* -%TO.N,Net-(R55-Pad2)*% -X238403173Y-85362679D03* -%TD*% D26* %TO.N,/A18*% %TO.C,U3*% @@ -1654,22 +1696,6 @@ X138005852Y-209867171D03* %TO.N,+3.3V*% X140545852Y-207327171D03* %TD*% -D10* -%TO.N,/~{ROM}0*% -%TO.C,R26*% -X176870000Y-195310000D03* -D11* -%TO.N,+3.3V*% -X181950000Y-195310000D03* -%TD*% -D10* -%TO.N,/RED*% -%TO.C,R38*% -X215605000Y-72662679D03* -D11* -%TO.N,GND*% -X220685000Y-72662679D03* -%TD*% D19* %TO.N,GND*% %TO.C,H5*% @@ -1687,22 +1713,6 @@ D19* %TO.C,H7*% X241133252Y-57482679D03* %TD*% -D10* -%TO.N,GND*% -%TO.C,R40*% -X202852978Y-75202679D03* -D11* -%TO.N,Net-(R40-Pad2)*% -X207932978Y-75202679D03* -%TD*% -D10* -%TO.N,/R{slash}~{W}*% -%TO.C,R10*% -X237050972Y-142008637D03* -D11* -%TO.N,+3.3V*% -X237050972Y-136928637D03* -%TD*% D23* %TO.N,/~{BOOT_SEL}*% %TO.C,SW2*% @@ -1712,37 +1722,6 @@ X230982763Y-218541613D03* X238602763Y-213461613D03* X230982763Y-213461613D03* %TD*% -D10* -%TO.N,Net-(R44-Pad2)*% -%TO.C,R52*% -X207855852Y-82822679D03* -D11* -%TO.N,/GREEN*% -X207855852Y-77742679D03* -%TD*% -D10* -%TO.N,/~{RD}*% -%TO.C,R27*% -X176870000Y-197825000D03* -D11* -%TO.N,+3.3V*% -X181950000Y-197825000D03* -%TD*% -D12* -%TO.N,+3.3V*% -%TO.C,C21*% -X126805000Y-111045000D03* -%TO.N,GND*% -X126805000Y-108545000D03* -%TD*% -D10* -%TO.N,/R2*% -%TO.C,R33*% -X195155852Y-90442679D03* -D11* -%TO.N,Net-(R33-Pad2)*% -X195155852Y-85362679D03* -%TD*% D13* %TO.N,+3.3V*% %TO.C,J2*% @@ -1833,9 +1812,9 @@ X220555852Y-93637679D03* X218015852Y-93637679D03* %TO.N,/R3*% X215475852Y-93637679D03* -%TO.N,/VSYNC*% -X212935852Y-93637679D03* %TO.N,/HSYNC*% +X212935852Y-93637679D03* +%TO.N,/VSYNC*% X210395852Y-93637679D03* %TO.N,/G2*% X207855852Y-93637679D03* @@ -1921,7 +1900,7 @@ X179915852Y-226967679D03* D34* X106890852Y-103142679D03* %TO.N,+3.3V*% -X129115852Y-116477679D03* +X129433352Y-116160179D03* D35* X166580852Y-199662679D03* D37* @@ -2058,7 +2037,7 @@ X187535852Y-144417679D03* D38* X193250852Y-144417679D03* D35* -X193250852Y-197757679D03* +X196384695Y-197757679D03* D38* %TO.N,/~{VIRQ}*% X239605852Y-190772679D03* @@ -2072,7 +2051,7 @@ D35* %TO.N,/~{NMI}*% X192615852Y-199027679D03* D38* -X192615852Y-220617679D03* +X192615852Y-219982679D03* D35* X192615852Y-141877679D03* %TO.N,/I2C_SCL*% @@ -2080,14 +2059,14 @@ X195155852Y-140607679D03* X131020852Y-140607679D03* D38* X189440852Y-140607679D03* -X188170852Y-222522679D03* +X188170852Y-221252679D03* X188170852Y-207917679D03* D35* %TO.N,/I2C_SDA*% X197695852Y-139337679D03* X133560852Y-139337679D03* D38* -X190710852Y-221887679D03* +X190710852Y-220617679D03* D35* X190710852Y-202837679D03* D38* @@ -2304,7 +2283,7 @@ D35* %TO.N,/SNES_DATA0*% X193885852Y-141242679D03* D38* -X187535852Y-223157679D03* +X187535852Y-221887679D03* X207220852Y-208552679D03* X188170852Y-141242679D03* X187535852Y-208552679D03* @@ -2383,8 +2362,6 @@ D35* %TO.N,/SYSCLK*% X220555852Y-106317679D03* X200870852Y-106317679D03* -%TO.N,/HSYNC*% -X212300852Y-54882679D03* %TO.N,/BCK*% X198965852Y-96157679D03* %TO.N,/ADATA*% @@ -2412,6 +2389,142 @@ X221825852Y-159657679D03* X222460852Y-196487679D03* %TD*% D39* +%TO.N,/SYSCLK*% +X200870852Y-106317679D02* +X200870852Y-95522679D01* +X201505852Y-70122679D02* +X202250000Y-69378531D01* +X200870852Y-95522679D02* +X201505852Y-94887679D01* +X201505852Y-94887679D02* +X201505852Y-70122679D01* +X202250000Y-69378531D02* +X202250000Y-67170000D01* +%TO.N,/VSYNC*% +X210395852Y-93637679D02* +X212635852Y-91397679D01* +X212635852Y-91397679D02* +X212635852Y-56622157D01* +X215896677Y-53361332D02* +X221990510Y-53361332D01* +X212635852Y-56622157D02* +X215896677Y-53361332D01* +X221990510Y-53361332D02* +X223315510Y-54686332D01* +%TO.N,/HSYNC*% +X212935852Y-93637679D02* +X212935852Y-56746421D01* +X212935852Y-56746421D02* +X216020941Y-53661332D01* +X216020941Y-53661332D02* +X220000510Y-53661332D01* +X220000510Y-53661332D02* +X221025510Y-54686332D01* +%TO.N,/LRCK*% +X193885852Y-73297679D02* +X198330852Y-68852679D01* +X198330852Y-68852679D02* +X198330852Y-63469148D01* +X198330852Y-63469148D02* +X202250000Y-59550000D01* +X193885852Y-98697679D02* +X193885852Y-73297679D01* +%TO.N,/ADATA*% +X196425852Y-72027679D02* +X199600852Y-68852679D01* +X196425852Y-97427679D02* +X196425852Y-72027679D01* +X199600852Y-64739148D02* +X202250000Y-62090000D01* +X199600852Y-68852679D02* +X199600852Y-64739148D01* +%TO.N,/BCK*% +X198965852Y-70757679D02* +X200235852Y-69487679D01* +X198965852Y-96157679D02* +X198965852Y-70757679D01* +X200235852Y-69487679D02* +X200235852Y-66644148D01* +X200235852Y-66644148D02* +X202250000Y-64630000D01* +%TO.N,/SNES_DATA0*% +X187535852Y-208552679D02* +X187535852Y-221887679D01* +%TO.N,/I2C_SCL*% +X188170852Y-207917679D02* +X188170852Y-221252679D01* +%TO.N,/I2C_SDA*% +X190710852Y-220617679D02* +X190710852Y-202837679D01* +%TO.N,/~{NMI}*% +X192615852Y-219982679D02* +X192615852Y-199662679D01* +X192615852Y-199662679D02* +X192615852Y-141877679D01* +%TO.N,/I2C_SDA*% +X121114025Y-117112679D02* +X128831613Y-117112679D01* +X131640852Y-117127679D02* +X135150496Y-113618035D01* +X120996704Y-116995358D02* +X121114025Y-117112679D01* +X135150496Y-113618035D02* +X135150496Y-111045000D01* 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+X189440852Y-197757679D02* +X189440852Y-205377679D01* +%TO.N,/I2C_SCL*% +X189440852Y-145052679D02* +X188170852Y-146322679D01* +X190075852Y-195217679D02* +X190075852Y-196487679D01* +X189440852Y-140607679D02* +X189440852Y-145052679D01* +X188170852Y-146322679D02* +X188170852Y-193312679D01* +X188170852Y-193312679D02* +X190075852Y-195217679D01* +X190075852Y-196487679D02* +X188170852Y-198392679D01* +X188170852Y-198392679D02* +X188170852Y-207917679D01* %TO.N,/A1*% X134195852Y-136162679D02* X134195852Y-170452679D01* @@ -2781,8 +2894,6 @@ X185969602Y-129700000D02* X187044602Y-130775000D01* X187044602Y-135671429D02* X187535852Y-136162679D01* -X193250852Y-197757679D02* -X193250852Y-144417679D01* X187044602Y-130775000D02* X187044602Y-135671429D01* %TO.N,/~{VIRQ}*% @@ -2803,27 +2914,15 @@ X191049602Y-129700000D02* X192124602Y-130775000D01* X192615852Y-136162679D02* X192615852Y-141877679D01* -X192615852Y-220617679D02* -X192615852Y-199662679D01* X192124602Y-130775000D02* X192124602Y-135671429D01* X192124602Y-135671429D02* X192615852Y-136162679D01* -X192615852Y-199662679D02* -X192615852Y-141877679D01* %TO.N,/I2C_SCL*% X195155852Y-136162679D02* X195155852Y-140607679D01* -X188170852Y-207917679D02* -X188170852Y-146322679D01* -X188170852Y-146322679D02* -X189440852Y-145052679D01* -X189440852Y-145052679D02* -X189440852Y-140607679D01* X193589602Y-129700000D02* X194664602Y-130775000D01* -X188170852Y-207917679D02* -X188170852Y-222522679D01* X194664602Y-135671429D02* X195155852Y-136162679D01* X194664602Y-130775000D02* @@ -2831,32 +2930,22 @@ X194664602Y-135671429D01* %TO.N,/I2C_SDA*% X197590871Y-135225280D02* X197594602Y-135229011D01* -X190710852Y-202837679D02* -X190710852Y-221887679D01* X190710852Y-146322679D02* X191980852Y-145052679D01* X191980852Y-145052679D02* X191980852Y-139337679D01* X197594602Y-135229011D02* X197594602Y-136061429D01* -X131073173Y-117695358D02* -X135150496Y-113618035D01* X197594602Y-136061429D02* X197695852Y-136162679D01* X196129602Y-129700000D02* X197594602Y-131165000D01* -X120996704Y-116995358D02* -X121696704Y-117695358D01* -X135150496Y-113618035D02* -X135150496Y-111045000D01* X197590871Y-134334720D02* X197590871Y-135225280D01* X197594602Y-134330989D02* X197590871Y-134334720D01* X190710852Y-202837679D02* X190710852Y-146322679D01* -X121696704Y-117695358D02* -X131073173Y-117695358D01* X197695852Y-136162679D02* X197695852Y-139337679D01* X197594602Y-131165000D02* @@ -2880,15 +2969,9 @@ X200235852Y-138067679D01* X202775852Y-135527679D02* X202775852Y-136797679D01* X189440852Y-205377679D02* -X189440852Y-146322679D01* -X189440852Y-205377679D02* X189440852Y-224427679D01* X202284602Y-135036429D02* X202775852Y-135527679D01* -X190710852Y-145052679D02* -X190710852Y-136797679D01* -X189440852Y-146322679D02* -X190710852Y-145052679D01* X201209602Y-129700000D02* X202284602Y-130775000D01* X202284602Y-130775000D02* @@ -3284,16 +3367,12 @@ X238970852Y-143782679D01* %TO.N,/~{I{slash}O}0*% X191049602Y-135866429D02* X191345852Y-136162679D01* -X209135467Y-145442098D02* -X209135467Y-144427294D01* X208490852Y-178707679D02* X207220852Y-177437679D01* X191345852Y-136162679D02* X191345852Y-142512679D01* X191049602Y-134780000D02* X191049602Y-135866429D01* -X209135467Y-144427294D02* -X207220852Y-142512679D01* X207220852Y-177437679D02* X207220852Y-142512679D01* %TO.N,/SNES_DATA0*% @@ -3315,8 +3394,6 @@ X187572604Y-145687679D02* X188170852Y-145089431D01* X193589602Y-134780000D02* X193589602Y-135866429D01* -X187535852Y-208552679D02* -X187535852Y-223157679D01* %TO.N,/SNES_DATA1*% X188805852Y-223157679D02* X188805852Y-209822679D01* @@ -3422,11 +3499,6 @@ X178645852Y-135076250D02* X178645852Y-148862679D01* X178349602Y-134780000D02* X178645852Y-135076250D01* -%TO.N,/VERA_7*% -X197695852Y-111397679D02* -X197695852Y-112241210D01* -X197695852Y-112241210D02* -X202303173Y-116848531D01* %TO.N,unconnected-(U5-FT_SCK-Pad47)*% X184995852Y-94252679D02* X184995852Y-93637679D01* @@ -3478,7 +3550,7 @@ X212321414Y-206348919D01* X212252039Y-206340624D01* X212198161Y-206296138D01* X212181077Y-206258730D01* -X212177771Y-206246396D01* +X212177596Y-206245739D01* X212173826Y-206231670D01* X212084223Y-206039515D01* X212084221Y-206039512D01* @@ -3540,7 +3612,7 @@ X214960367Y-204495661D01* X214967874Y-204523677D01* X214967876Y-204523684D01* X214967878Y-204523688D01* -X215009400Y-204612732D01* +X215032389Y-204662032D01* X215057481Y-204715843D01* X215057483Y-204715847D01* X215179087Y-204889515D01* @@ -4053,7 +4125,7 @@ X227613004Y-196698897D01* X227667875Y-196903680D01* X227667877Y-196903684D01* X227667878Y-196903688D01* -X227727185Y-197030872D01* +X227726162Y-197028679D01* X227757481Y-197095843D01* X227757483Y-197095847D01* X227879087Y-197269515D01* @@ -4092,7 +4164,7 @@ X227613004Y-199238897D01* X227667875Y-199443680D01* X227667877Y-199443684D01* X227667878Y-199443688D01* -X227757479Y-199635839D01* +X227730195Y-199577328D01* X227757481Y-199635843D01* X227757483Y-199635847D01* X227879087Y-199809515D01* @@ -4221,7 +4293,7 @@ X224306352Y-202966886D01* X224306352Y-190575697D01* X224326037Y-190508658D01* X224328303Y-190505256D01* -X224344013Y-190482497D01* +X224341219Y-190486544D01* X224355670Y-190465609D01* X224415992Y-190306551D01* X224436497Y-190137679D01* @@ -4271,6 +4343,9 @@ X221749064Y-196325223D01* X221730761Y-196487675D01* X221730761Y-196487682D01* X221749064Y-196650134D01* +X221749065Y-196650139D01* +X221749066Y-196650140D01* +X221755942Y-196669789D01* X221803062Y-196804453D01* X221848413Y-196876628D01* X221890044Y-196942883D01* @@ -4590,7 +4665,7 @@ X206304215Y-201393194D01* X206304217Y-201393194D01* X206411367Y-201286044D01* X206487133Y-201154814D01* -X206493103Y-201132533D01* +X206493227Y-201132072D01* X206500697Y-201104196D01* X206515400Y-201049321D01* X206526352Y-201008446D01* @@ -4627,7 +4702,7 @@ X218092638Y-195055218D01* X218038641Y-194900904D01* X217951660Y-194762475D01* X217836056Y-194646871D01* -X217817705Y-194635340D01* +X217782194Y-194613027D01* X217697626Y-194559889D01* X217543307Y-194505891D01* X217380856Y-194487588D01* @@ -4815,7 +4890,7 @@ X204807878Y-179123688D01* X204853654Y-179221855D01* X204897481Y-179315843D01* X204897483Y-179315847D01* -X205019087Y-179489515D01* +X205001138Y-179463881D01* X205019091Y-179489520D01* X205169011Y-179639440D01* X205322476Y-179746897D01* @@ -4871,7 +4946,7 @@ X204192694Y-198095919D01* X204192688Y-198095914D01* X204019020Y-197974310D01* X204019016Y-197974308D01* -X203934923Y-197935095D01* +X203977078Y-197954752D01* X203826861Y-197884705D01* X203826857Y-197884704D01* X203826853Y-197884702D01* @@ -4967,7 +5042,7 @@ X204192694Y-190475919D01* X204192688Y-190475914D01* X204019020Y-190354310D01* X204019016Y-190354308D01* -X203951659Y-190322899D01* +X203976878Y-190334659D01* X203826861Y-190264705D01* X203826857Y-190264703D01* X203826850Y-190264701D01* @@ -5110,7 +5185,7 @@ X204192694Y-180315919D01* X204192688Y-180315914D01* X204019020Y-180194310D01* X204019016Y-180194308D01* -X203916600Y-180146551D01* +X203992231Y-180181818D01* X203826861Y-180104705D01* X203826857Y-180104704D01* X203826853Y-180104702D01* @@ -5135,6 +5210,44 @@ G37* %TD.AperFunction*% %TA.AperFunction,Conductor*% G36* +X185654401Y-198509387D02* +G01* +X185687628Y-198570850D01* +X185690352Y-198596699D01* +X185690352Y-199553946D01* +X185670667Y-199620985D01* +X185617863Y-199666740D01* +X185610391Y-199668027D01* +X184918267Y-200360151D01* +X184918267Y-200353939D01* +X184891008Y-200252206D01* +X184838347Y-200160994D01* +X184763873Y-200086520D01* +X184672661Y-200033859D01* +X184570928Y-200006600D01* +X184564715Y-200006600D01* +X185243739Y-199327574D01* +X185170745Y-199276463D01* +X184964598Y-199180335D01* +X184964584Y-199180330D01* +X184946332Y-199175440D01* +X184886671Y-199139075D01* +X184856142Y-199076229D01* +X184864436Y-199006853D01* +X184908922Y-198952975D01* +X184933631Y-198940038D01* +X185027177Y-198903798D01* +X185027179Y-198903797D01* +X185216261Y-198786721D01* +X185380608Y-198636900D01* +X185467398Y-198521972D01* +X185523507Y-198480336D01* +X185593219Y-198475645D01* +X185654401Y-198509387D01* +G37* +%TD.AperFunction*% +%TA.AperFunction,Conductor*% +G36* X234036555Y-183020067D02* G01* X234037579Y-183020965D01* @@ -5158,7 +5271,7 @@ X234455207Y-183787679D01* X234475711Y-183956548D01* X234475712Y-183956553D01* X234536034Y-184115610D01* -X234587043Y-184189508D01* +X234596825Y-184203680D01* X234632669Y-184255608D01* X234738357Y-184349239D01* X234760002Y-184368415D01* @@ -5226,7 +5339,7 @@ X236380712Y-187766553D01* X236441034Y-187925610D01* X236494870Y-188003604D01* X236537669Y-188065608D01* -X236608713Y-188128547D01* +X236629437Y-188146907D01* X236665002Y-188178415D01* X236811814Y-188255468D01* X236815627Y-188257469D01* @@ -5462,7 +5575,7 @@ X201652694Y-190475919D01* X201652688Y-190475914D01* X201479020Y-190354310D01* X201479016Y-190354308D01* -X201411659Y-190322899D01* +X201436878Y-190334659D01* X201286861Y-190264705D01* X201286857Y-190264704D01* X201286853Y-190264702D01* @@ -5590,7 +5703,7 @@ X214960627Y-176556628D01* X214967875Y-176583680D01* X214967877Y-176583684D01* X214967878Y-176583688D01* -X215012437Y-176679245D01* +X215050528Y-176760932D01* X215057481Y-176775843D01* X215057483Y-176775847D01* X215179087Y-176949515D01* @@ -5643,7 +5756,6 @@ X214352694Y-177775919D01* X214352688Y-177775914D01* X214179020Y-177654310D01* X214179016Y-177654308D01* -X214164768Y-177647664D01* X213986861Y-177564705D01* X213986857Y-177564704D01* X213986853Y-177564702D01* @@ -5660,7 +5772,6 @@ X214352693Y-177099440D01* X214502613Y-176949520D01* X214624223Y-176775843D01* X214713826Y-176583688D01* -X214719604Y-176562124D01* X214721077Y-176556628D01* X214757442Y-176496967D01* X214820289Y-176466438D01* @@ -5676,7 +5787,7 @@ X217500627Y-176556628D01* X217507875Y-176583680D01* X217507877Y-176583684D01* X217507878Y-176583688D01* -X217552437Y-176679245D01* +X217590528Y-176760932D01* X217597481Y-176775843D01* X217597483Y-176775847D01* X217719087Y-176949515D01* @@ -5745,7 +5856,6 @@ 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X216323067Y-112789647D01* X216323071Y-112789645D01* @@ -40086,13 +39517,13 @@ X216856337Y-112386598D01* X216903567Y-112479293D01* X217023880Y-112644892D01* X217168638Y-112789650D01* -X217313253Y-112894717D01* +X217323601Y-112902235D01* X217334242Y-112909966D01* X217422369Y-112954869D01* X217516628Y-113002897D01* X217516630Y-113002897D01* X217516633Y-113002899D01* -X217586906Y-113025732D01* +X217614482Y-113034692D01* X217711317Y-113066156D01* X217812409Y-113082167D01* X217913500Y-113098179D01* @@ -40102,7 +39533,7 @@ X218118204Y-113098179D01* X218320386Y-113066156D01* X218515071Y-113002899D01* X218697462Y-112909966D01* -X218829044Y-112814367D01* +X218794086Y-112839765D01* X218863065Y-112789650D01* X218863067Y-112789647D01* X218863071Y-112789645D01* @@ -40120,13 +39551,13 @@ X219396337Y-112386598D01* X219443567Y-112479293D01* X219563880Y-112644892D01* X219708638Y-112789650D01* -X219853253Y-112894717D01* +X219863601Y-112902235D01* X219874242Y-112909966D01* X219962369Y-112954869D01* 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X201928638Y-112789650D01* -X202073253Y-112894717D01* +X202083601Y-112902235D01* X202094242Y-112909966D01* X202182369Y-112954869D01* X202276628Y-113002897D01* X202276630Y-113002897D01* X202276633Y-113002899D01* -X202346906Y-113025732D01* +X202374482Y-113034692D01* X202471317Y-113066156D01* X202572409Y-113082167D01* X202673500Y-113098179D01* @@ -40289,7 +39710,7 @@ X202878204Y-113098179D01* X203080386Y-113066156D01* X203275071Y-113002899D01* X203457462Y-112909966D01* -X203589044Y-112814367D01* +X203554086Y-112839765D01* X203623065Y-112789650D01* X203623067Y-112789647D01* X203623071Y-112789645D01* diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In3_Cu_ (E-W).gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In3_Cu_ (E-W).gbr index 3482d4d..99d91f7 100644 --- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In3_Cu_ (E-W).gbr +++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In3_Cu_ (E-W).gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*% -%TF.CreationDate,2024-04-23T00:12:59-04:00*% +%TF.CreationDate,2024-04-23T02:53:03-04:00*% %TF.ProjectId,Prototype 4 (PTH),50726f74-6f74-4797-9065-203420285054,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Copper,L4,Inr*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 00:12:59* +G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 02:53:03* %MOMM*% %LPD*% G01* @@ -30,10 +30,10 @@ G04 Aperture macros list* 20,1,$1+$1,$8,$9,$2,$3,0*% G04 Aperture macros list end* %TA.AperFunction,ComponentPad*% -%ADD10C,1.400000*% +%ADD10O,1.400000X1.400000*% %TD*% %TA.AperFunction,ComponentPad*% -%ADD11O,1.400000X1.400000*% +%ADD11C,1.400000*% %TD*% %TA.AperFunction,ComponentPad*% %ADD12C,1.600000*% @@ -117,34 +117,552 @@ G04 Aperture macros list end* %ADD38C,0.400000*% %TD*% %TA.AperFunction,Conductor*% -%ADD39C,0.250000*% +%ADD39C,0.150000*% %TD*% %TA.AperFunction,Conductor*% 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+%TO.N,/MISO*% +%TO.C,R48*% +X156550000Y-197875000D03* +D10* +%TO.N,+3.3V*% +X164170000Y-197875000D03* +%TD*% +D11* +%TO.N,Net-(J11-DAT2)*% +%TO.C,R47*% +X156550000Y-195360000D03* +D10* +%TO.N,+3.3V*% +X164170000Y-195360000D03* +%TD*% +D11* +%TO.N,Net-(J11-DAT1)*% +%TO.C,R46*% +X156550000Y-192845000D03* +D10* +%TO.N,+3.3V*% +X164170000Y-192845000D03* +%TD*% +D11* +%TO.N,/~{CART}*% +%TO.C,R29*% +X226141545Y-141799045D03* +D10* +%TO.N,+3.3V*% +X226141545Y-149419045D03* +%TD*% +D11* +%TO.N,/~{WR}*% +%TO.C,R28*% +X166710000Y-197800000D03* +D10* +%TO.N,+3.3V*% +X174330000Y-197800000D03* +%TD*% +D11* +%TO.N,/~{RD}*% +%TO.C,R27*% +X176870000Y-197825000D03* +D10* +%TO.N,+3.3V*% +X184490000Y-197825000D03* +%TD*% +D11* +%TO.N,/~{ROM}0*% +%TO.C,R26*% +X176870000Y-195310000D03* +D10* +%TO.N,+3.3V*% +X184490000Y-195310000D03* +%TD*% +D11* +%TO.N,/~{ROM}1*% +%TO.C,R25*% +X176870000Y-192795000D03* +D10* +%TO.N,+3.3V*% +X184490000Y-192795000D03* +%TD*% +D11* +%TO.N,/~{RAM}0*% +%TO.C,R24*% +X166710000Y-195360000D03* +D10* +%TO.N,+3.3V*% +X174330000Y-195360000D03* +%TD*% +D11* +%TO.N,/~{RAM}1*% +%TO.C,R23*% +X166710000Y-192845000D03* +D10* +%TO.N,+3.3V*% +X174330000Y-192845000D03* +%TD*% +D11* +%TO.N,/~{MUTE}*% +%TO.C,R65*% +X190820000Y-70925000D03* +D10* +%TO.N,+3.3V*% +X183200000Y-70925000D03* +%TD*% +D11* +%TO.N,/~{VIRQ}*% +%TO.C,R22*% +X229434306Y-127897878D03* +D10* +%TO.N,+3.3V*% +X221814306Y-127897878D03* +%TD*% +D11* +%TO.N,/~{BOOT_SEL}*% +%TO.C,R21*% +X244254830Y-211870703D03* +D10* +%TO.N,+3.3V*% +X244254830Y-204250703D03* +%TD*% +D11* +%TO.N,/I2C_SCL*% +%TO.C,R20*% +X120996704Y-114480358D03* +D10* +%TO.N,+3.3V*% +X113376704Y-114480358D03* +%TD*% +D11* +%TO.N,/I2C_SDA*% +%TO.C,R19*% +X120996704Y-116995358D03* +D10* +%TO.N,+3.3V*% +X113376704Y-116995358D03* +%TD*% +D11* +%TO.N,/CDONE*% +%TO.C,R18*% +X189945455Y-118303308D03* +D10* +%TO.N,+3.3V*% +X197565455Y-118303308D03* +%TD*% +D11* +%TO.N,/~{FPGA_RESET}*% +%TO.C,R17*% +X187466967Y-118249650D03* +D10* +%TO.N,+3.3V*% +X179846967Y-118249650D03* +%TD*% +D11* +%TO.N,/~{CS}6*% +%TO.C,R15*% +X215575785Y-145051752D03* +D10* +%TO.N,+3.3V*% +X215575785Y-152671752D03* +%TD*% +D11* +%TO.N,/~{CS}5*% +%TO.C,R14*% +X175381704Y-177395358D03* +D10* +%TO.N,+3.3V*% +X167761704Y-177395358D03* +%TD*% +D11* +%TO.N,/~{CS}4*% +%TO.C,R13*% +X177649413Y-175053272D03* +D10* +%TO.N,+3.3V*% +X185269413Y-175053272D03* +%TD*% +%TO.N,+3.3V*% +%TO.C,R12*% +X202954071Y-152510511D03* +D11* +%TO.N,/~{I{slash}O}1*% +X202954071Y-144890511D03* +%TD*% +%TO.N,/~{I{slash}O}0*% +%TO.C,R11*% +X209135467Y-146077098D03* +D10* +%TO.N,+3.3V*% +X209135467Y-138457098D03* +%TD*% +D11* +%TO.N,/R{slash}~{W}*% +%TO.C,R10*% +X237050972Y-142008637D03* +D10* +%TO.N,+3.3V*% +X237050972Y-134388637D03* +%TD*% +D11* +%TO.N,/BL3*% +%TO.C,R9*% +X221023531Y-211181827D03* +D10* +%TO.N,Net-(D5-A)*% +X221023531Y-218801827D03* +%TD*% +D11* +%TO.N,/BL2*% +%TO.C,R8*% +X218711180Y-213612934D03* +D10* +%TO.N,Net-(D4-A)*% +X211091180Y-213612934D03* +%TD*% +D11* +%TO.N,/BL1*% +%TO.C,R7*% +X208594724Y-212971869D03* +D10* +%TO.N,Net-(D3-A)*% +X200974724Y-212971869D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R6*% +X102760000Y-98630358D03* +D10* +%TO.N,Net-(D2-A)*% +X110380000Y-98630358D03* +%TD*% +D11* +%TO.N,+5V*% +%TO.C,R5*% +X100226704Y-98630358D03* +D10* +%TO.N,Net-(D1-A)*% +X92606704Y-98630358D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R4*% +X241043173Y-181561827D03* +D10* +%TO.N,/BE*% +X241043173Y-189181827D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R3*% +X195273173Y-209508531D03* +D10* +%TO.N,/~{NMI}*% +X195273173Y-201888531D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R2*% +X188846198Y-195853490D03* +D10* +%TO.N,/~{IRQ}*% +X196466198Y-195853490D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R1*% +X241043173Y-179028531D03* +D10* +%TO.N,/~{RES}*% +X241043173Y-171408531D03* +%TD*% +D12* +%TO.N,+3.3V*% +%TO.C,C21*% +X126805000Y-112315000D03* +%TO.N,GND*% +X126805000Y-107315000D03* +%TD*% +%TO.N,+3.3V*% +%TO.C,C18*% +X103177518Y-82309624D03* +%TO.N,GND*% +X108177518Y-82309624D03* +%TD*% +%TO.N,+5V*% +%TO.C,C17*% +X108188173Y-72153531D03* +%TO.N,GND*% +X108188173Y-67153531D03* +%TD*% +%TO.N,+5V*% +%TO.C,C14*% +X90193531Y-61741827D03* +%TO.N,GND*% +X90193531Y-66741827D03* +%TD*% +%TO.N,Net-(U4-IN)*% +%TO.C,C11*% +X115020000Y-56500000D03* +%TO.N,GND*% +X120020000Y-56500000D03* +%TD*% +D11* %TO.N,/~{CS}7*% %TO.C,R16*% X218023531Y-150221827D03* -D11* +D10* %TO.N,+3.3V*% X218023531Y-145141827D03* %TD*% -D10* -%TO.N,/MISO*% -%TO.C,R48*% -X158455000Y-197875000D03* -D11* -%TO.N,+3.3V*% -X163535000Y-197875000D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C5*% @@ -152,59 +670,17 @@ X195918531Y-187826827D03* %TO.N,GND*% X195918531Y-192826827D03* %TD*% -D10* -%TO.N,/G0*% -%TO.C,R41*% -X202775852Y-90442679D03* -D11* -%TO.N,Net-(R40-Pad2)*% -X202775852Y-85362679D03* -%TD*% -D12* %TO.N,+3.3V*% %TO.C,C9*% X241828173Y-208960000D03* %TO.N,GND*% X241828173Y-203960000D03* %TD*% -D10* -%TO.N,/~{VIRQ}*% -%TO.C,R22*% -X229434306Y-127897878D03* -D11* -%TO.N,+3.3V*% -X224354306Y-127897878D03* -%TD*% -D10* -%TO.N,/B2*% -%TO.C,R60*% -X223095852Y-90442679D03* -D11* -%TO.N,Net-(R59-Pad2)*% -X223095852Y-85362679D03* -%TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R2*% -X195155041Y-201608025D03* -D11* -%TO.N,/~{IRQ}*% -X195155041Y-196528025D03* -%TD*% -D12* %TO.N,+3.3V*% %TO.C,C12*% -X184518267Y-199771600D03* +X184518267Y-200406600D03* %TO.N,GND*% -X184518267Y-204771600D03* -%TD*% -D10* -%TO.N,/~{CS}5*% -%TO.C,R14*% -X175381704Y-178665358D03* -D11* -%TO.N,+3.3V*% -X170301704Y-178665358D03* +X184518267Y-205406600D03* %TD*% D13* %TO.N,+3.3V*% @@ -223,21 +699,6 @@ X94572102Y-226745000D03* %TO.N,GND*% X90572102Y-226745000D03* %TD*% -D12* -%TO.N,+5V*% -%TO.C,C14*% -X90828531Y-63011827D03* -%TO.N,GND*% -X90828531Y-65511827D03* -%TD*% -D10* -%TO.N,/R1*% -%TO.C,R32*% -X218015852Y-90442679D03* -D11* -%TO.N,Net-(R32-Pad2)*% -X218015852Y-85362679D03* -%TD*% D14* %TO.N,+3.3V*% %TO.C,J14*% @@ -250,14 +711,6 @@ X234870000Y-162480000D03* %TO.N,GND*% X234870000Y-165020000D03* %TD*% -D10* -%TO.N,/G2*% -%TO.C,R45*% -X207855852Y-90442679D03* -D11* -%TO.N,Net-(R44-Pad2)*% -X207855852Y-85362679D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C13*% @@ -281,30 +734,6 @@ D19* %TO.C,H6*% X128117172Y-57207679D03* %TD*% -D10* -%TO.N,/G3*% -%TO.C,R54*% -X192615852Y-90442679D03* -D11* -%TO.N,/GREEN*% -X192615852Y-85362679D03* -%TD*% -D10* -%TO.N,/R3*% -%TO.C,R34*% -X215475852Y-90442679D03* -D11* -%TO.N,/RED*% -X215475852Y-85362679D03* -%TD*% -D10* -%TO.N,/~{RAM}0*% -%TO.C,R24*% -X169250000Y-195360000D03* -D11* -%TO.N,+3.3V*% -X174330000Y-195360000D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C1*% @@ -312,12 +741,6 @@ X241828173Y-201453531D03* %TO.N,GND*% X241828173Y-196453531D03* %TD*% -%TO.N,+3.3V*% -%TO.C,C18*% -X104225000Y-82690000D03* -%TO.N,GND*% -X106725000Y-82690000D03* -%TD*% D14* %TO.N,/~{BOOT_SEL}*% %TO.C,J8*% @@ -326,22 +749,6 @@ D15* %TO.N,GND*% X241623621Y-214714071D03* %TD*% -D10* -%TO.N,/B3*% -%TO.C,R63*% -X230715852Y-90442679D03* -D11* -%TO.N,/BLUE*% -X230715852Y-85362679D03* -%TD*% -D10* -%TO.N,/G1*% -%TO.C,R43*% -X205392978Y-90442679D03* -D11* -%TO.N,Net-(R42-Pad2)*% -X205392978Y-85362679D03* -%TD*% D20* %TO.N,GND*% %TO.C,J10*% @@ -473,14 +880,6 @@ X87840852Y-117112679D03* %TO.N,+5V*% X87840852Y-114572679D03* %TD*% -D10* -%TO.N,/~{CART}*% -%TO.C,R29*% -X226103531Y-141371827D03* -D11* -%TO.N,+3.3V*% -X226103531Y-146451827D03* -%TD*% D21* %TO.N,/PHI2*% %TO.C,U7*% @@ -533,14 +932,6 @@ X181738531Y-189596827D03* %TO.N,+3.3V*% X184278531Y-189596827D03* %TD*% -D10* -%TO.N,Net-(R55-Pad2)*% -%TO.C,R57*% -X235795852Y-77742679D03* -D11* -%TO.N,Net-(R57-Pad2)*% -X235795852Y-82822679D03* -%TD*% D23* %TO.N,/~{NMI}*% %TO.C,SW3*% @@ -558,22 +949,6 @@ D25* %TO.N,Net-(D3-A)*% X206353173Y-215843531D03* %TD*% -D10* -%TO.N,/BL3*% -%TO.C,R9*% -X221023531Y-213721827D03* -D11* -%TO.N,Net-(D5-A)*% -X221023531Y-218801827D03* -%TD*% -D10* -%TO.N,/~{CS}4*% -%TO.C,R13*% -X178100000Y-175600000D03* -D11* -%TO.N,+3.3V*% -X183180000Y-175600000D03* -%TD*% D14* %TO.N,/~{RES}*% %TO.C,J7*% @@ -582,14 +957,6 @@ D15* %TO.N,GND*% X199979065Y-216036659D03* %TD*% -D10* -%TO.N,/~{RAM}1*% -%TO.C,R23*% -X169250000Y-192845000D03* -D11* -%TO.N,+3.3V*% -X174330000Y-192845000D03* -%TD*% D14* %TO.N,/~{NMI}*% %TO.C,J9*% @@ -614,22 +981,6 @@ D12* %TO.N,GND*% X119049775Y-62465000D03* %TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R1*% -X241043173Y-176488531D03* -D11* -%TO.N,/~{RES}*% -X241043173Y-171408531D03* -%TD*% -D10* -%TO.N,/~{I{slash}O}0*% -%TO.C,R11*% -X209135467Y-145442098D03* -D11* -%TO.N,+3.3V*% -X209135467Y-140362098D03* -%TD*% D14* %TO.N,/~{RD}*% %TO.C,J3*% @@ -640,30 +991,6 @@ X234549426Y-118626918D03* %TO.N,/PHI2*% X237089426Y-118626918D03* %TD*% -D10* -%TO.N,/I2C_SCL*% -%TO.C,R20*% -X120996704Y-114480358D03* -D11* -%TO.N,+3.3V*% -X115916704Y-114480358D03* -%TD*% -D10* -%TO.N,+5V*% -%TO.C,R5*% -X97686704Y-98630358D03* -D11* -%TO.N,Net-(D1-A)*% -X92606704Y-98630358D03* -%TD*% -D10* -%TO.N,Net-(R32-Pad2)*% -%TO.C,R36*% -X218015852Y-82822679D03* -D11* -%TO.N,Net-(R33-Pad2)*% -X218015852Y-77742679D03* -%TD*% D27* %TO.N,GND*% %TO.C,U8*% @@ -681,14 +1008,6 @@ X213800000Y-211325000D03* %TO.N,GND*% X218800000Y-211325000D03* %TD*% -D10* -%TO.N,GND*% -%TO.C,R30*% -X215605000Y-75202679D03* -D11* -%TO.N,Net-(R30-Pad2)*% -X220685000Y-75202679D03* -%TD*% D26* %TO.N,+5V*% %TO.C,C15*% @@ -711,46 +1030,6 @@ X235838531Y-189731827D03* %TO.N,GND*% X235838531Y-194731827D03* %TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R3*% -X195273173Y-209508531D03* -D11* -%TO.N,/~{NMI}*% -X195273173Y-204428531D03* -%TD*% -D10* -%TO.N,/~{BOOT_SEL}*% -%TO.C,R21*% -X244753173Y-211863531D03* -D11* -%TO.N,+3.3V*% -X244753173Y-206783531D03* -%TD*% -D10* -%TO.N,/~{MUTE}*% -%TO.C,R65*% -X190820000Y-70925000D03* -D11* -%TO.N,+3.3V*% -X195900000Y-70925000D03* -%TD*% -D10* -%TO.N,/~{I{slash}O}1*% -%TO.C,R12*% -X202954071Y-144890511D03* -D11* -%TO.N,+3.3V*% -X202954071Y-149970511D03* -%TD*% -D10* -%TO.N,/~{FPGA_RESET}*% -%TO.C,R17*% -X187466967Y-118249650D03* -D11* -%TO.N,+3.3V*% -X182386967Y-118249650D03* -%TD*% D23* %TO.N,/~{RES}*% %TO.C,SW1*% @@ -760,22 +1039,6 @@ X202524065Y-220575449D03* X194904065Y-225655449D03* X202524065Y-225655449D03* %TD*% -D10* -%TO.N,/MOSI*% -%TO.C,R49*% -X184903531Y-215031827D03* -D11* -%TO.N,+3.3V*% -X184903531Y-220111827D03* -%TD*% -D10* -%TO.N,Net-(R30-Pad2)*% -%TO.C,R35*% -X220555852Y-82822679D03* -D11* -%TO.N,Net-(R32-Pad2)*% -X220555852Y-77742679D03* -%TD*% D27* %TO.N,Net-(U4-IN)*% %TO.C,U4*% @@ -794,22 +1057,6 @@ D25* %TO.N,Net-(D5-A)*% X216183173Y-215843531D03* %TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R6*% -X100220000Y-98630358D03* -D11* -%TO.N,Net-(D2-A)*% -X105300000Y-98630358D03* -%TD*% -D10* -%TO.N,/BLUE*% -%TO.C,R62*% -X232019512Y-75202679D03* -D11* -%TO.N,GND*% -X237099512Y-75202679D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C7*% @@ -822,14 +1069,6 @@ D19* %TO.C,H2*% X91975000Y-57482679D03* %TD*% -D10* -%TO.N,/B1*% -%TO.C,R58*% -X235795852Y-90442679D03* -D11* -%TO.N,Net-(R57-Pad2)*% -X235795852Y-85362679D03* -%TD*% D29* %TO.N,/SYSCLK*% %TO.C,U6*% @@ -1034,14 +1273,6 @@ X213570852Y-206647679D03* %TO.N,+3.3V*% X213570852Y-204107679D03* %TD*% -D10* -%TO.N,GND*% -%TO.C,R55*% -X238403172Y-77742679D03* -D11* -%TO.N,Net-(R55-Pad2)*% -X238403172Y-82822679D03* -%TD*% D29* %TO.N,GND*% %TO.C,J6*% @@ -1175,112 +1406,32 @@ X203745871Y-134780000D03* %TO.N,+5V*% X206285871Y-134780000D03* %TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R4*% -X240783531Y-184101827D03* -D11* -%TO.N,/BE*% -X240783531Y-189181827D03* -%TD*% D19* %TO.N,GND*% %TO.C,H1*% X176430000Y-82606339D03* %TD*% -D10* -%TO.N,/R0*% -%TO.C,R31*% -X220555852Y-90442679D03* -D11* -%TO.N,Net-(R30-Pad2)*% -X220555852Y-85362679D03* -%TD*% -D10* -%TO.N,Net-(R59-Pad2)*% -%TO.C,R61*% -X230715852Y-77742679D03* -D11* -%TO.N,/BLUE*% -X230715852Y-82822679D03* -%TD*% -D10* -%TO.N,/~{ROM}1*% -%TO.C,R25*% -X176870000Y-192795000D03* -D11* -%TO.N,+3.3V*% -X181950000Y-192795000D03* -%TD*% D24* %TO.N,GND*% %TO.C,D2*% -X102775000Y-96090000D03* +X106585000Y-96090000D03* D25* %TO.N,Net-(D2-A)*% -X102775000Y-93550000D03* -%TD*% -D10* -%TO.N,/BL2*% -%TO.C,R8*% -X216306010Y-213598495D03* -D11* -%TO.N,Net-(D4-A)*% -X211226010Y-213598495D03* -%TD*% -D10* -%TO.N,/SCK*% -%TO.C,R51*% -X150028531Y-211221827D03* -D11* -%TO.N,GND*% -X150028531Y-216301827D03* -%TD*% -D10* -%TO.N,/I2C_SDA*% -%TO.C,R19*% -X120996704Y-116995358D03* -D11* -%TO.N,+3.3V*% -X115916704Y-116995358D03* +X106585000Y-93550000D03* %TD*% D24* %TO.N,GND*% %TO.C,D1*% -X95155000Y-96090000D03* +X96425000Y-96090000D03* D25* %TO.N,Net-(D1-A)*% -X95155000Y-93550000D03* -%TD*% -D10* -%TO.N,/~{WR}*% -%TO.C,R28*% -X169250000Y-197800000D03* -D11* -%TO.N,+3.3V*% -X174330000Y-197800000D03* -%TD*% -D10* -%TO.N,Net-(J11-DAT1)*% -%TO.C,R46*% -X158455000Y-192845000D03* -D11* -%TO.N,+3.3V*% -X163535000Y-192845000D03* +X96425000Y-93550000D03* %TD*% D19* %TO.N,GND*% %TO.C,H9*% X165023820Y-57207679D03* %TD*% -D10* -%TO.N,/~{SD_CD}*% -%TO.C,R39*% -X147698173Y-216301827D03* -D11* -%TO.N,+3.3V*% -X147698173Y-211221827D03* -%TD*% D24* %TO.N,GND*% %TO.C,D4*% @@ -1289,22 +1440,6 @@ D25* %TO.N,Net-(D4-A)*% X211268173Y-215843531D03* %TD*% -D10* -%TO.N,/~{CS}6*% -%TO.C,R15*% -X215575785Y-145051752D03* -D11* -%TO.N,+3.3V*% -X215575785Y-150131752D03* -%TD*% -D10* -%TO.N,Net-(J11-DAT2)*% -%TO.C,R47*% -X158455000Y-195360000D03* -D11* -%TO.N,+3.3V*% -X163535000Y-195360000D03* -%TD*% D32* %TO.N,GND*% %TO.C,J12*% @@ -1345,22 +1480,6 @@ D19* %TO.C,H8*% X216570852Y-131922500D03* %TD*% -D10* -%TO.N,Net-(R40-Pad2)*% -%TO.C,R42*% -X202775852Y-82822679D03* -D11* -%TO.N,Net-(R42-Pad2)*% -X202775852Y-77742679D03* -%TD*% -D10* -%TO.N,/BL1*% -%TO.C,R7*% -X208811704Y-213615358D03* -D11* -%TO.N,Net-(D3-A)*% -X203731704Y-213615358D03* -%TD*% D14* %TO.N,GND*% %TO.C,J5*% @@ -1426,14 +1545,6 @@ D19* %TO.C,H4*% X117570852Y-131922500D03* %TD*% -D10* -%TO.N,/CDONE*% -%TO.C,R18*% -X189945455Y-118303308D03* -D11* -%TO.N,+3.3V*% -X195025455Y-118303308D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C2*% @@ -1441,70 +1552,15 @@ X213800000Y-171405000D03* %TO.N,GND*% X218800000Y-171405000D03* %TD*% -D10* -%TO.N,Net-(R33-Pad2)*% -%TO.C,R37*% -X215475852Y-77742679D03* -D11* -%TO.N,/RED*% -X215475852Y-82822679D03* -%TD*% -D10* -%TO.N,/~{SD_WP}*% -%TO.C,R64*% -X145315618Y-216301827D03* -D11* -%TO.N,+3.3V*% -X145315618Y-211221827D03* -%TD*% -D12* -%TO.N,Net-(U4-IN)*% -%TO.C,C11*% -X116290000Y-56500000D03* -%TO.N,GND*% -X118790000Y-56500000D03* -%TD*% -D10* -%TO.N,/GREEN*% -%TO.C,R53*% -X207932978Y-72662679D03* -D11* -%TO.N,GND*% -X202852978Y-72662679D03* -%TD*% -D10* -%TO.N,/~{SD_SS}*% -%TO.C,R50*% -X185063173Y-212868531D03* -D11* -%TO.N,+3.3V*% -X185063173Y-207788531D03* -%TD*% -D10* -%TO.N,Net-(R57-Pad2)*% -%TO.C,R59*% -X223095852Y-77742679D03* -D11* -%TO.N,Net-(R59-Pad2)*% -X223095852Y-82822679D03* -%TD*% D14* %TO.N,/~{WR}*% %TO.C,J4*% -X199763173Y-116848531D03* +X200398173Y-116848531D03* D15* %TO.N,/VERA_7*% -X202303173Y-116848531D03* +X202938173Y-116848531D03* %TO.N,/R{slash}~{W}*% -X204843173Y-116848531D03* -%TD*% -D10* -%TO.N,Net-(R42-Pad2)*% -%TO.C,R44*% -X205392978Y-82822679D03* -D11* -%TO.N,Net-(R44-Pad2)*% -X205392978Y-77742679D03* +X205478173Y-116848531D03* %TD*% D12* %TO.N,+3.3V*% @@ -1513,20 +1569,6 @@ X153016704Y-197800358D03* %TO.N,GND*% X148016704Y-197800358D03* %TD*% -%TO.N,+5V*% -%TO.C,C17*% -X108188173Y-69613531D03* -%TO.N,GND*% -X108188173Y-67113531D03* -%TD*% -D10* -%TO.N,/B0*% -%TO.C,R56*% -X238403173Y-90442679D03* -D11* -%TO.N,Net-(R55-Pad2)*% -X238403173Y-85362679D03* -%TD*% D26* %TO.N,/A18*% %TO.C,U3*% @@ -1663,22 +1705,6 @@ X138005852Y-209867171D03* %TO.N,+3.3V*% X140545852Y-207327171D03* %TD*% -D10* -%TO.N,/~{ROM}0*% -%TO.C,R26*% -X176870000Y-195310000D03* -D11* -%TO.N,+3.3V*% -X181950000Y-195310000D03* -%TD*% -D10* -%TO.N,/RED*% -%TO.C,R38*% -X215605000Y-72662679D03* -D11* -%TO.N,GND*% -X220685000Y-72662679D03* -%TD*% D19* %TO.N,GND*% %TO.C,H5*% @@ -1696,22 +1722,6 @@ D19* %TO.C,H7*% X241133252Y-57482679D03* %TD*% -D10* -%TO.N,GND*% -%TO.C,R40*% -X202852978Y-75202679D03* -D11* -%TO.N,Net-(R40-Pad2)*% -X207932978Y-75202679D03* -%TD*% -D10* -%TO.N,/R{slash}~{W}*% -%TO.C,R10*% -X237050972Y-142008637D03* -D11* -%TO.N,+3.3V*% -X237050972Y-136928637D03* -%TD*% D23* %TO.N,/~{BOOT_SEL}*% %TO.C,SW2*% @@ -1721,37 +1731,6 @@ X230982763Y-218541613D03* X238602763Y-213461613D03* X230982763Y-213461613D03* %TD*% -D10* -%TO.N,Net-(R44-Pad2)*% -%TO.C,R52*% -X207855852Y-82822679D03* -D11* -%TO.N,/GREEN*% -X207855852Y-77742679D03* -%TD*% -D10* -%TO.N,/~{RD}*% -%TO.C,R27*% -X176870000Y-197825000D03* -D11* -%TO.N,+3.3V*% -X181950000Y-197825000D03* -%TD*% -D12* -%TO.N,+3.3V*% -%TO.C,C21*% -X126805000Y-111045000D03* -%TO.N,GND*% -X126805000Y-108545000D03* -%TD*% -D10* -%TO.N,/R2*% -%TO.C,R33*% -X195155852Y-90442679D03* -D11* -%TO.N,Net-(R33-Pad2)*% -X195155852Y-85362679D03* -%TD*% D13* %TO.N,+3.3V*% %TO.C,J2*% @@ -1842,9 +1821,9 @@ X220555852Y-93637679D03* X218015852Y-93637679D03* %TO.N,/R3*% X215475852Y-93637679D03* -%TO.N,/VSYNC*% -X212935852Y-93637679D03* %TO.N,/HSYNC*% +X212935852Y-93637679D03* +%TO.N,/VSYNC*% X210395852Y-93637679D03* %TO.N,/G2*% X207855852Y-93637679D03* @@ -1930,7 +1909,7 @@ X179915852Y-226967679D03* D34* X106890852Y-103142679D03* %TO.N,+3.3V*% -X129115852Y-116477679D03* +X129433352Y-116160179D03* D35* X166580852Y-199662679D03* D37* @@ -2067,7 +2046,7 @@ X187535852Y-144417679D03* D38* X193250852Y-144417679D03* D35* -X193250852Y-197757679D03* +X196384695Y-197757679D03* D38* %TO.N,/~{VIRQ}*% X239605852Y-190772679D03* @@ -2081,7 +2060,7 @@ D35* %TO.N,/~{NMI}*% X192615852Y-199027679D03* D38* -X192615852Y-220617679D03* +X192615852Y-219982679D03* D35* X192615852Y-141877679D03* %TO.N,/I2C_SCL*% @@ -2089,14 +2068,14 @@ X195155852Y-140607679D03* X131020852Y-140607679D03* D38* X189440852Y-140607679D03* -X188170852Y-222522679D03* +X188170852Y-221252679D03* X188170852Y-207917679D03* D35* %TO.N,/I2C_SDA*% X197695852Y-139337679D03* X133560852Y-139337679D03* D38* -X190710852Y-221887679D03* +X190710852Y-220617679D03* D35* X190710852Y-202837679D03* D38* @@ -2313,7 +2292,7 @@ D35* %TO.N,/SNES_DATA0*% X193885852Y-141242679D03* D38* -X187535852Y-223157679D03* +X187535852Y-221887679D03* X207220852Y-208552679D03* X188170852Y-141242679D03* X187535852Y-208552679D03* @@ -2392,8 +2371,6 @@ D35* %TO.N,/SYSCLK*% X220555852Y-106317679D03* X200870852Y-106317679D03* -%TO.N,/HSYNC*% -X212300852Y-54882679D03* %TO.N,/BCK*% X198965852Y-96157679D03* %TO.N,/ADATA*% @@ -2421,38 +2398,232 @@ X221825852Y-159657679D03* X222460852Y-196487679D03* %TD*% D39* +%TO.N,/MOSI*% +X200870852Y-204107679D02* +X183725852Y-204107679D01* +X183725852Y-204107679D02* +X181820852Y-206012679D01* +X181820852Y-206012679D02* +X171229169Y-206012679D01* +X171229169Y-206012679D02* +X171198968Y-206042880D01* +D40* +%TO.N,+3.3V*% +X166580852Y-199662679D02* +X183774346Y-199662679D01* +X183774346Y-199662679D02* +X184518267Y-200406600D01* +D39* +%TO.N,/SNES_DATA0*% +X187200852Y-221552679D02* +X187535852Y-221887679D01* +X183424531Y-221552679D02* +X187200852Y-221552679D01* +X181820852Y-223156358D02* 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X203523903Y-64166337D01* X203424035Y-63952171D01* -X203288495Y-63758599D01* +X203387882Y-63900538D01* X203288494Y-63758597D01* X203121402Y-63591506D01* X203121396Y-63591501D01* @@ -35746,17 +35972,42 @@ X202892217Y-63406998D01* X202885023Y-63337500D01* X202916546Y-63275145D01* X202935842Y-63258425D01* -X202958026Y-63242891D01* +X202970954Y-63233839D01* X203121401Y-63128495D01* X203288495Y-62961401D01* X203424035Y-62767830D01* X203523903Y-62553663D01* X203585063Y-62325408D01* +X203588567Y-62285358D01* +X207649015Y-62285358D01* +X208575510Y-62285358D01* +X208575510Y-61361304D01* +X209075510Y-61361304D01* +X209075510Y-62285358D01* +X210002005Y-62285358D01* +X209949270Y-62100008D01* +X209850141Y-61900932D01* +X209716118Y-61723457D01* +X209551771Y-61573636D01* +X209362689Y-61456560D01* +X209362687Y-61456559D01* +X209155309Y-61376222D01* +X209075510Y-61361304D01* +X208575510Y-61361304D01* +X208495710Y-61376222D01* +X208288332Y-61456559D01* +X208288330Y-61456560D01* +X208099248Y-61573636D01* +X207934901Y-61723457D01* +X207800878Y-61900932D01* +X207701749Y-62100008D01* +X207649015Y-62285358D01* +X203588567Y-62285358D01* X203605659Y-62090000D01* X203585063Y-61854592D01* X203523903Y-61626337D01* X203424035Y-61412171D01* -X203288495Y-61218599D01* +X203398864Y-61376222D01* X203288494Y-61218597D01* X203121402Y-61051506D01* X203121396Y-61051501D01* @@ -36270,7 +36521,7 @@ X226832249Y-55132828D01* X226891145Y-54913024D01* X226910978Y-54686332D01* X226908477Y-54657751D01* -X226900442Y-54565904D01* +X226905311Y-54621562D01* X226891145Y-54459640D01* X226832249Y-54239836D01* X226736078Y-54033598D01* @@ -36458,51 +36709,6 @@ X209554760Y-55655632D01* X209480922Y-55554002D01* X209302840Y-55375920D01* X209201208Y-55302080D01* -X209620606Y-54882682D01* -X211570761Y-54882682D01* -X211589064Y-55045134D01* -X211643062Y-55199453D01* -X211643063Y-55199454D01* -X211730044Y-55337883D01* -X211845648Y-55453487D01* -X211984077Y-55540468D01* -X212138391Y-55594465D01* -X212138394Y-55594465D01* 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+36903,11 @@ X200914938Y-62325413D01* X200976094Y-62553655D01* X200976096Y-62553659D01* X200976097Y-62553663D01* +X201048716Y-62709395D01* X201075965Y-62767830D01* X201075967Y-62767834D01* +X201158259Y-62885358D01* +X201210130Y-62959438D01* X201211501Y-62961395D01* X201211506Y-62961402D01* X201378597Y-63128493D01* @@ -36723,8 +36932,11 @@ X200914938Y-64865413D01* X200976094Y-65093655D01* X200976096Y-65093659D01* X200976097Y-65093663D01* +X201052046Y-65256535D01* X201075965Y-65307830D01* X201075967Y-65307834D01* +X201184281Y-65462521D01* +X201189894Y-65470538D01* X201211501Y-65501395D01* X201211506Y-65501402D01* X201378597Y-65668493D01* diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In4_Cu (GND).gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In4_Cu (GND).gbr index 90a7fac..a5c3056 100644 --- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In4_Cu (GND).gbr +++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-In4_Cu (GND).gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*% -%TF.CreationDate,2024-04-23T00:12:59-04:00*% +%TF.CreationDate,2024-04-23T02:53:03-04:00*% %TF.ProjectId,Prototype 4 (PTH),50726f74-6f74-4797-9065-203420285054,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Copper,L5,Inr*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 00:12:59* +G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 02:53:03* %MOMM*% %LPD*% G01* @@ -30,10 +30,10 @@ G04 Aperture macros list* 20,1,$1+$1,$8,$9,$2,$3,0*% G04 Aperture macros list end* %TA.AperFunction,ComponentPad*% -%ADD10C,1.400000*% +%ADD10O,1.400000X1.400000*% %TD*% %TA.AperFunction,ComponentPad*% -%ADD11O,1.400000X1.400000*% +%ADD11C,1.400000*% %TD*% %TA.AperFunction,ComponentPad*% %ADD12C,1.600000*% @@ -118,21 +118,539 @@ G04 Aperture macros list end* %TD*% G04 APERTURE END LIST* D10* +%TO.N,/BLUE*% +%TO.C,R63*% +X230715852Y-82822679D03* +D11* +%TO.N,/B3*% +X230715852Y-90442679D03* +%TD*% +%TO.N,/BLUE*% +%TO.C,R62*% +X225315000Y-62495000D03* +D10* +%TO.N,GND*% +X232935000Y-62495000D03* +%TD*% +D11* +%TO.N,Net-(R59-Pad2)*% +%TO.C,R61*% +X225315000Y-65060000D03* +D10* +%TO.N,/BLUE*% +X232935000Y-65060000D03* +%TD*% +%TO.N,Net-(R59-Pad2)*% +%TO.C,R60*% +X223095852Y-82822679D03* +D11* +%TO.N,/B2*% +X223095852Y-90442679D03* +%TD*% +%TO.N,Net-(R57-Pad2)*% +%TO.C,R59*% +X233323173Y-77428531D03* +D10* +%TO.N,Net-(R59-Pad2)*% +X233323173Y-69808531D03* +%TD*% +%TO.N,Net-(R57-Pad2)*% +%TO.C,R58*% +X235795852Y-82822679D03* +D11* +%TO.N,/B1*% +X235795852Y-90442679D03* +%TD*% +D10* +%TO.N,Net-(R57-Pad2)*% +%TO.C,R57*% +X235795852Y-77421827D03* +D11* +%TO.N,Net-(R55-Pad2)*% +X235795852Y-69801827D03* +%TD*% +D10* +%TO.N,Net-(R55-Pad2)*% +%TO.C,R56*% +X238335852Y-82822679D03* +D11* +%TO.N,/B0*% +X238335852Y-90442679D03* +%TD*% +%TO.N,GND*% +%TO.C,R55*% +X238335852Y-77421827D03* +D10* +%TO.N,Net-(R55-Pad2)*% +X238335852Y-69801827D03* +%TD*% +%TO.N,/GREEN*% +%TO.C,R54*% +X192615852Y-82822679D03* +D11* +%TO.N,/G3*% +X192615852Y-90442679D03* +%TD*% +%TO.N,/GREEN*% +%TO.C,R53*% +X221183173Y-71488531D03* +D10* +%TO.N,GND*% +X221183173Y-63868531D03* +%TD*% +D11* +%TO.N,Net-(R44-Pad2)*% +%TO.C,R52*% +X218668173Y-71488531D03* +D10* +%TO.N,/GREEN*% +X218668173Y-63868531D03* +%TD*% +%TO.N,Net-(R44-Pad2)*% +%TO.C,R45*% +X207855852Y-82822679D03* +D11* +%TO.N,/G2*% +X207855852Y-90442679D03* +%TD*% +%TO.N,Net-(R42-Pad2)*% +%TO.C,R44*% +X209693531Y-70218531D03* +D10* +%TO.N,Net-(R44-Pad2)*% +X209693531Y-77838531D03* +%TD*% +%TO.N,Net-(R42-Pad2)*% +%TO.C,R43*% +X205315852Y-82822679D03* +D11* +%TO.N,/G1*% +X205315852Y-90442679D03* +%TD*% +%TO.N,Net-(R40-Pad2)*% +%TO.C,R42*% +X207220852Y-77838531D03* +D10* +%TO.N,Net-(R42-Pad2)*% +X207220852Y-70218531D03* +%TD*% +%TO.N,Net-(R40-Pad2)*% +%TO.C,R41*% +X202775852Y-82822679D03* +D11* +%TO.N,/G0*% +X202775852Y-90442679D03* +%TD*% +%TO.N,GND*% +%TO.C,R40*% +X204680852Y-70218531D03* +D10* +%TO.N,Net-(R40-Pad2)*% +X204680852Y-77838531D03* +%TD*% +D11* +%TO.N,/RED*% +%TO.C,R38*% +X216445510Y-62535358D03* +D10* +%TO.N,GND*% +X208825510Y-62535358D03* +%TD*% +D11* +%TO.N,Net-(R33-Pad2)*% +%TO.C,R37*% +X208825510Y-65035000D03* +D10* +%TO.N,/RED*% +X216445510Y-65035000D03* +%TD*% +D11* +%TO.N,Net-(R32-Pad2)*% +%TO.C,R36*% +X215475852Y-77838531D03* +D10* +%TO.N,Net-(R33-Pad2)*% +X215475852Y-70218531D03* +%TD*% +D11* +%TO.N,Net-(R30-Pad2)*% +%TO.C,R35*% +X225506704Y-77700358D03* +D10* +%TO.N,Net-(R32-Pad2)*% +X217886704Y-77700358D03* +%TD*% +%TO.N,/RED*% +%TO.C,R34*% +X215475852Y-82822679D03* +D11* +%TO.N,/R3*% +X215475852Y-90442679D03* +%TD*% +D10* +%TO.N,Net-(R33-Pad2)*% +%TO.C,R33*% +X195155852Y-82822679D03* +D11* +%TO.N,/R2*% +X195155852Y-90442679D03* +%TD*% +D10* +%TO.N,Net-(R32-Pad2)*% +%TO.C,R32*% +X218015852Y-82822679D03* +D11* +%TO.N,/R1*% +X218015852Y-90442679D03* +%TD*% +D10* +%TO.N,Net-(R30-Pad2)*% +%TO.C,R31*% +X220555852Y-82822679D03* +D11* +%TO.N,/R0*% +X220555852Y-90442679D03* +%TD*% +%TO.N,GND*% +%TO.C,R30*% +X217886704Y-75370000D03* +D10* +%TO.N,Net-(R30-Pad2)*% +X225506704Y-75370000D03* +%TD*% +D11* +%TO.N,/~{SD_WP}*% +%TO.C,R64*% +X145315618Y-218841827D03* +D10* +%TO.N,+3.3V*% +X145315618Y-211221827D03* +%TD*% +D11* +%TO.N,/~{SD_CD}*% +%TO.C,R39*% +X147698173Y-218841827D03* +D10* +%TO.N,+3.3V*% +X147698173Y-211221827D03* +%TD*% +D11* +%TO.N,/SCK*% +%TO.C,R51*% +X150028531Y-211221827D03* +D10* +%TO.N,GND*% +X150028531Y-218841827D03* +%TD*% +D11* +%TO.N,/~{SD_SS}*% +%TO.C,R50*% +X185846197Y-215004972D03* +D10* +%TO.N,+3.3V*% +X185846197Y-222624972D03* +%TD*% +D11* +%TO.N,/MOSI*% +%TO.C,R49*% +X183633531Y-215031827D03* +D10* +%TO.N,+3.3V*% +X183633531Y-222651827D03* +%TD*% +D11* +%TO.N,/MISO*% +%TO.C,R48*% +X156550000Y-197875000D03* +D10* +%TO.N,+3.3V*% +X164170000Y-197875000D03* +%TD*% +D11* +%TO.N,Net-(J11-DAT2)*% +%TO.C,R47*% +X156550000Y-195360000D03* +D10* +%TO.N,+3.3V*% +X164170000Y-195360000D03* +%TD*% +D11* +%TO.N,Net-(J11-DAT1)*% +%TO.C,R46*% +X156550000Y-192845000D03* +D10* +%TO.N,+3.3V*% +X164170000Y-192845000D03* +%TD*% +D11* +%TO.N,/~{CART}*% +%TO.C,R29*% +X226141545Y-141799045D03* +D10* +%TO.N,+3.3V*% +X226141545Y-149419045D03* +%TD*% +D11* +%TO.N,/~{WR}*% +%TO.C,R28*% +X166710000Y-197800000D03* +D10* +%TO.N,+3.3V*% +X174330000Y-197800000D03* +%TD*% +D11* +%TO.N,/~{RD}*% +%TO.C,R27*% +X176870000Y-197825000D03* +D10* +%TO.N,+3.3V*% +X184490000Y-197825000D03* +%TD*% +D11* +%TO.N,/~{ROM}0*% +%TO.C,R26*% +X176870000Y-195310000D03* +D10* +%TO.N,+3.3V*% +X184490000Y-195310000D03* +%TD*% +D11* +%TO.N,/~{ROM}1*% +%TO.C,R25*% +X176870000Y-192795000D03* +D10* +%TO.N,+3.3V*% +X184490000Y-192795000D03* +%TD*% +D11* +%TO.N,/~{RAM}0*% +%TO.C,R24*% +X166710000Y-195360000D03* +D10* +%TO.N,+3.3V*% +X174330000Y-195360000D03* +%TD*% +D11* +%TO.N,/~{RAM}1*% +%TO.C,R23*% +X166710000Y-192845000D03* +D10* +%TO.N,+3.3V*% +X174330000Y-192845000D03* +%TD*% +D11* +%TO.N,/~{MUTE}*% +%TO.C,R65*% +X190820000Y-70925000D03* +D10* +%TO.N,+3.3V*% +X183200000Y-70925000D03* +%TD*% +D11* +%TO.N,/~{VIRQ}*% +%TO.C,R22*% +X229434306Y-127897878D03* +D10* +%TO.N,+3.3V*% +X221814306Y-127897878D03* +%TD*% +D11* +%TO.N,/~{BOOT_SEL}*% +%TO.C,R21*% +X244254830Y-211870703D03* +D10* +%TO.N,+3.3V*% +X244254830Y-204250703D03* +%TD*% +D11* +%TO.N,/I2C_SCL*% +%TO.C,R20*% +X120996704Y-114480358D03* +D10* +%TO.N,+3.3V*% +X113376704Y-114480358D03* +%TD*% +D11* +%TO.N,/I2C_SDA*% +%TO.C,R19*% +X120996704Y-116995358D03* +D10* +%TO.N,+3.3V*% +X113376704Y-116995358D03* +%TD*% +D11* +%TO.N,/CDONE*% +%TO.C,R18*% +X189945455Y-118303308D03* +D10* +%TO.N,+3.3V*% +X197565455Y-118303308D03* +%TD*% +D11* +%TO.N,/~{FPGA_RESET}*% +%TO.C,R17*% +X187466967Y-118249650D03* +D10* +%TO.N,+3.3V*% +X179846967Y-118249650D03* +%TD*% +D11* +%TO.N,/~{CS}6*% +%TO.C,R15*% +X215575785Y-145051752D03* +D10* +%TO.N,+3.3V*% +X215575785Y-152671752D03* +%TD*% +D11* +%TO.N,/~{CS}5*% +%TO.C,R14*% +X175381704Y-177395358D03* +D10* +%TO.N,+3.3V*% +X167761704Y-177395358D03* +%TD*% +D11* +%TO.N,/~{CS}4*% +%TO.C,R13*% +X177649413Y-175053272D03* +D10* +%TO.N,+3.3V*% +X185269413Y-175053272D03* +%TD*% +%TO.N,+3.3V*% +%TO.C,R12*% +X202954071Y-152510511D03* +D11* +%TO.N,/~{I{slash}O}1*% +X202954071Y-144890511D03* +%TD*% +%TO.N,/~{I{slash}O}0*% +%TO.C,R11*% +X209135467Y-146077098D03* +D10* +%TO.N,+3.3V*% +X209135467Y-138457098D03* +%TD*% +D11* +%TO.N,/R{slash}~{W}*% +%TO.C,R10*% +X237050972Y-142008637D03* +D10* +%TO.N,+3.3V*% +X237050972Y-134388637D03* +%TD*% +D11* +%TO.N,/BL3*% +%TO.C,R9*% +X221023531Y-211181827D03* +D10* +%TO.N,Net-(D5-A)*% +X221023531Y-218801827D03* +%TD*% +D11* +%TO.N,/BL2*% +%TO.C,R8*% +X218711180Y-213612934D03* +D10* +%TO.N,Net-(D4-A)*% +X211091180Y-213612934D03* +%TD*% +D11* +%TO.N,/BL1*% +%TO.C,R7*% +X208594724Y-212971869D03* +D10* +%TO.N,Net-(D3-A)*% +X200974724Y-212971869D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R6*% +X102760000Y-98630358D03* +D10* +%TO.N,Net-(D2-A)*% +X110380000Y-98630358D03* +%TD*% +D11* +%TO.N,+5V*% +%TO.C,R5*% +X100226704Y-98630358D03* +D10* +%TO.N,Net-(D1-A)*% +X92606704Y-98630358D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R4*% +X241043173Y-181561827D03* +D10* +%TO.N,/BE*% +X241043173Y-189181827D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R3*% +X195273173Y-209508531D03* +D10* +%TO.N,/~{NMI}*% +X195273173Y-201888531D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R2*% +X188846198Y-195853490D03* +D10* +%TO.N,/~{IRQ}*% +X196466198Y-195853490D03* +%TD*% +D11* +%TO.N,+3.3V*% +%TO.C,R1*% +X241043173Y-179028531D03* +D10* +%TO.N,/~{RES}*% +X241043173Y-171408531D03* +%TD*% +D12* +%TO.N,+3.3V*% +%TO.C,C21*% +X126805000Y-112315000D03* +%TO.N,GND*% +X126805000Y-107315000D03* +%TD*% +%TO.N,+3.3V*% +%TO.C,C18*% +X103177518Y-82309624D03* +%TO.N,GND*% +X108177518Y-82309624D03* +%TD*% +%TO.N,+5V*% +%TO.C,C17*% +X108188173Y-72153531D03* +%TO.N,GND*% +X108188173Y-67153531D03* +%TD*% +%TO.N,+5V*% +%TO.C,C14*% +X90193531Y-61741827D03* +%TO.N,GND*% +X90193531Y-66741827D03* +%TD*% +%TO.N,Net-(U4-IN)*% +%TO.C,C11*% +X115020000Y-56500000D03* +%TO.N,GND*% +X120020000Y-56500000D03* +%TD*% +D11* %TO.N,/~{CS}7*% %TO.C,R16*% X218023531Y-150221827D03* -D11* +D10* %TO.N,+3.3V*% X218023531Y-145141827D03* %TD*% -D10* -%TO.N,/MISO*% -%TO.C,R48*% -X158455000Y-197875000D03* -D11* -%TO.N,+3.3V*% -X163535000Y-197875000D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C5*% @@ -140,59 +658,17 @@ X195918531Y-187826827D03* %TO.N,GND*% X195918531Y-192826827D03* %TD*% -D10* -%TO.N,/G0*% -%TO.C,R41*% -X202775852Y-90442679D03* -D11* -%TO.N,Net-(R40-Pad2)*% -X202775852Y-85362679D03* -%TD*% -D12* %TO.N,+3.3V*% %TO.C,C9*% X241828173Y-208960000D03* %TO.N,GND*% X241828173Y-203960000D03* %TD*% -D10* -%TO.N,/~{VIRQ}*% -%TO.C,R22*% -X229434306Y-127897878D03* -D11* -%TO.N,+3.3V*% -X224354306Y-127897878D03* -%TD*% -D10* -%TO.N,/B2*% -%TO.C,R60*% -X223095852Y-90442679D03* -D11* -%TO.N,Net-(R59-Pad2)*% -X223095852Y-85362679D03* -%TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R2*% -X195155041Y-201608025D03* -D11* -%TO.N,/~{IRQ}*% -X195155041Y-196528025D03* -%TD*% -D12* %TO.N,+3.3V*% %TO.C,C12*% -X184518267Y-199771600D03* +X184518267Y-200406600D03* %TO.N,GND*% -X184518267Y-204771600D03* -%TD*% -D10* -%TO.N,/~{CS}5*% -%TO.C,R14*% -X175381704Y-178665358D03* -D11* -%TO.N,+3.3V*% -X170301704Y-178665358D03* +X184518267Y-205406600D03* %TD*% D13* %TO.N,+3.3V*% @@ -211,21 +687,6 @@ X94572102Y-226745000D03* %TO.N,GND*% X90572102Y-226745000D03* %TD*% -D12* -%TO.N,+5V*% -%TO.C,C14*% -X90828531Y-63011827D03* -%TO.N,GND*% -X90828531Y-65511827D03* -%TD*% -D10* -%TO.N,/R1*% -%TO.C,R32*% -X218015852Y-90442679D03* -D11* -%TO.N,Net-(R32-Pad2)*% -X218015852Y-85362679D03* -%TD*% D14* %TO.N,+3.3V*% %TO.C,J14*% @@ -238,14 +699,6 @@ X234870000Y-162480000D03* %TO.N,GND*% X234870000Y-165020000D03* %TD*% -D10* -%TO.N,/G2*% -%TO.C,R45*% -X207855852Y-90442679D03* -D11* -%TO.N,Net-(R44-Pad2)*% -X207855852Y-85362679D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C13*% @@ -269,30 +722,6 @@ D19* %TO.C,H6*% X128117172Y-57207679D03* %TD*% -D10* -%TO.N,/G3*% -%TO.C,R54*% -X192615852Y-90442679D03* -D11* -%TO.N,/GREEN*% -X192615852Y-85362679D03* -%TD*% -D10* -%TO.N,/R3*% -%TO.C,R34*% -X215475852Y-90442679D03* -D11* -%TO.N,/RED*% -X215475852Y-85362679D03* -%TD*% -D10* -%TO.N,/~{RAM}0*% -%TO.C,R24*% -X169250000Y-195360000D03* -D11* -%TO.N,+3.3V*% -X174330000Y-195360000D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C1*% @@ -300,12 +729,6 @@ X241828173Y-201453531D03* %TO.N,GND*% X241828173Y-196453531D03* %TD*% -%TO.N,+3.3V*% -%TO.C,C18*% -X104225000Y-82690000D03* -%TO.N,GND*% -X106725000Y-82690000D03* -%TD*% D14* %TO.N,/~{BOOT_SEL}*% %TO.C,J8*% @@ -314,22 +737,6 @@ D15* %TO.N,GND*% X241623621Y-214714071D03* %TD*% -D10* -%TO.N,/B3*% -%TO.C,R63*% -X230715852Y-90442679D03* -D11* -%TO.N,/BLUE*% -X230715852Y-85362679D03* -%TD*% -D10* -%TO.N,/G1*% -%TO.C,R43*% -X205392978Y-90442679D03* -D11* -%TO.N,Net-(R42-Pad2)*% -X205392978Y-85362679D03* -%TD*% D20* %TO.N,GND*% %TO.C,J10*% @@ -461,14 +868,6 @@ X87840852Y-117112679D03* %TO.N,+5V*% X87840852Y-114572679D03* %TD*% -D10* -%TO.N,/~{CART}*% -%TO.C,R29*% -X226103531Y-141371827D03* -D11* -%TO.N,+3.3V*% -X226103531Y-146451827D03* -%TD*% D21* %TO.N,/PHI2*% %TO.C,U7*% @@ -521,14 +920,6 @@ X181738531Y-189596827D03* %TO.N,+3.3V*% X184278531Y-189596827D03* %TD*% -D10* -%TO.N,Net-(R55-Pad2)*% -%TO.C,R57*% -X235795852Y-77742679D03* -D11* -%TO.N,Net-(R57-Pad2)*% -X235795852Y-82822679D03* -%TD*% D23* %TO.N,/~{NMI}*% %TO.C,SW3*% @@ -546,22 +937,6 @@ D25* %TO.N,Net-(D3-A)*% X206353173Y-215843531D03* %TD*% -D10* -%TO.N,/BL3*% -%TO.C,R9*% -X221023531Y-213721827D03* -D11* -%TO.N,Net-(D5-A)*% -X221023531Y-218801827D03* -%TD*% -D10* -%TO.N,/~{CS}4*% -%TO.C,R13*% -X178100000Y-175600000D03* -D11* -%TO.N,+3.3V*% -X183180000Y-175600000D03* -%TD*% D14* %TO.N,/~{RES}*% %TO.C,J7*% @@ -570,14 +945,6 @@ D15* %TO.N,GND*% X199979065Y-216036659D03* %TD*% -D10* -%TO.N,/~{RAM}1*% -%TO.C,R23*% -X169250000Y-192845000D03* -D11* -%TO.N,+3.3V*% -X174330000Y-192845000D03* -%TD*% D14* %TO.N,/~{NMI}*% %TO.C,J9*% @@ -602,22 +969,6 @@ D12* %TO.N,GND*% X119049775Y-62465000D03* %TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R1*% -X241043173Y-176488531D03* -D11* -%TO.N,/~{RES}*% -X241043173Y-171408531D03* -%TD*% -D10* -%TO.N,/~{I{slash}O}0*% -%TO.C,R11*% -X209135467Y-145442098D03* -D11* -%TO.N,+3.3V*% -X209135467Y-140362098D03* -%TD*% D14* %TO.N,/~{RD}*% %TO.C,J3*% @@ -628,30 +979,6 @@ X234549426Y-118626918D03* %TO.N,/PHI2*% X237089426Y-118626918D03* %TD*% -D10* -%TO.N,/I2C_SCL*% -%TO.C,R20*% -X120996704Y-114480358D03* -D11* -%TO.N,+3.3V*% -X115916704Y-114480358D03* -%TD*% -D10* -%TO.N,+5V*% -%TO.C,R5*% -X97686704Y-98630358D03* -D11* -%TO.N,Net-(D1-A)*% -X92606704Y-98630358D03* -%TD*% -D10* -%TO.N,Net-(R32-Pad2)*% -%TO.C,R36*% -X218015852Y-82822679D03* -D11* -%TO.N,Net-(R33-Pad2)*% -X218015852Y-77742679D03* -%TD*% D27* %TO.N,GND*% %TO.C,U8*% @@ -669,14 +996,6 @@ X213800000Y-211325000D03* %TO.N,GND*% X218800000Y-211325000D03* %TD*% -D10* -%TO.N,GND*% -%TO.C,R30*% -X215605000Y-75202679D03* -D11* -%TO.N,Net-(R30-Pad2)*% -X220685000Y-75202679D03* -%TD*% D26* %TO.N,+5V*% %TO.C,C15*% @@ -699,46 +1018,6 @@ X235838531Y-189731827D03* %TO.N,GND*% X235838531Y-194731827D03* %TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R3*% -X195273173Y-209508531D03* -D11* -%TO.N,/~{NMI}*% -X195273173Y-204428531D03* -%TD*% -D10* -%TO.N,/~{BOOT_SEL}*% -%TO.C,R21*% -X244753173Y-211863531D03* -D11* -%TO.N,+3.3V*% -X244753173Y-206783531D03* -%TD*% -D10* -%TO.N,/~{MUTE}*% -%TO.C,R65*% -X190820000Y-70925000D03* -D11* -%TO.N,+3.3V*% -X195900000Y-70925000D03* -%TD*% -D10* -%TO.N,/~{I{slash}O}1*% -%TO.C,R12*% -X202954071Y-144890511D03* -D11* -%TO.N,+3.3V*% -X202954071Y-149970511D03* -%TD*% -D10* -%TO.N,/~{FPGA_RESET}*% -%TO.C,R17*% -X187466967Y-118249650D03* -D11* -%TO.N,+3.3V*% -X182386967Y-118249650D03* -%TD*% D23* %TO.N,/~{RES}*% %TO.C,SW1*% @@ -748,22 +1027,6 @@ X202524065Y-220575449D03* X194904065Y-225655449D03* X202524065Y-225655449D03* %TD*% -D10* -%TO.N,/MOSI*% -%TO.C,R49*% -X184903531Y-215031827D03* -D11* -%TO.N,+3.3V*% -X184903531Y-220111827D03* -%TD*% -D10* -%TO.N,Net-(R30-Pad2)*% -%TO.C,R35*% -X220555852Y-82822679D03* -D11* -%TO.N,Net-(R32-Pad2)*% -X220555852Y-77742679D03* -%TD*% D27* %TO.N,Net-(U4-IN)*% %TO.C,U4*% @@ -782,22 +1045,6 @@ D25* %TO.N,Net-(D5-A)*% X216183173Y-215843531D03* %TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R6*% -X100220000Y-98630358D03* -D11* -%TO.N,Net-(D2-A)*% -X105300000Y-98630358D03* -%TD*% -D10* -%TO.N,/BLUE*% -%TO.C,R62*% -X232019512Y-75202679D03* -D11* -%TO.N,GND*% -X237099512Y-75202679D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C7*% @@ -810,14 +1057,6 @@ D19* %TO.C,H2*% X91975000Y-57482679D03* %TD*% -D10* -%TO.N,/B1*% -%TO.C,R58*% -X235795852Y-90442679D03* -D11* -%TO.N,Net-(R57-Pad2)*% -X235795852Y-85362679D03* -%TD*% D29* %TO.N,/SYSCLK*% %TO.C,U6*% @@ -1022,14 +1261,6 @@ X213570852Y-206647679D03* %TO.N,+3.3V*% X213570852Y-204107679D03* %TD*% -D10* -%TO.N,GND*% -%TO.C,R55*% -X238403172Y-77742679D03* -D11* -%TO.N,Net-(R55-Pad2)*% -X238403172Y-82822679D03* -%TD*% D29* %TO.N,GND*% %TO.C,J6*% @@ -1163,112 +1394,32 @@ X203745871Y-134780000D03* %TO.N,+5V*% X206285871Y-134780000D03* %TD*% -D10* -%TO.N,+3.3V*% -%TO.C,R4*% -X240783531Y-184101827D03* -D11* -%TO.N,/BE*% -X240783531Y-189181827D03* -%TD*% D19* %TO.N,GND*% %TO.C,H1*% X176430000Y-82606339D03* %TD*% -D10* -%TO.N,/R0*% -%TO.C,R31*% -X220555852Y-90442679D03* -D11* -%TO.N,Net-(R30-Pad2)*% -X220555852Y-85362679D03* -%TD*% -D10* -%TO.N,Net-(R59-Pad2)*% -%TO.C,R61*% -X230715852Y-77742679D03* -D11* -%TO.N,/BLUE*% -X230715852Y-82822679D03* -%TD*% -D10* -%TO.N,/~{ROM}1*% -%TO.C,R25*% -X176870000Y-192795000D03* -D11* -%TO.N,+3.3V*% -X181950000Y-192795000D03* -%TD*% D24* %TO.N,GND*% %TO.C,D2*% -X102775000Y-96090000D03* +X106585000Y-96090000D03* D25* %TO.N,Net-(D2-A)*% -X102775000Y-93550000D03* -%TD*% -D10* -%TO.N,/BL2*% -%TO.C,R8*% -X216306010Y-213598495D03* -D11* -%TO.N,Net-(D4-A)*% -X211226010Y-213598495D03* -%TD*% -D10* -%TO.N,/SCK*% -%TO.C,R51*% -X150028531Y-211221827D03* -D11* -%TO.N,GND*% -X150028531Y-216301827D03* -%TD*% -D10* -%TO.N,/I2C_SDA*% -%TO.C,R19*% -X120996704Y-116995358D03* -D11* -%TO.N,+3.3V*% -X115916704Y-116995358D03* +X106585000Y-93550000D03* %TD*% D24* %TO.N,GND*% %TO.C,D1*% -X95155000Y-96090000D03* +X96425000Y-96090000D03* D25* %TO.N,Net-(D1-A)*% -X95155000Y-93550000D03* -%TD*% -D10* -%TO.N,/~{WR}*% -%TO.C,R28*% -X169250000Y-197800000D03* -D11* -%TO.N,+3.3V*% -X174330000Y-197800000D03* -%TD*% -D10* -%TO.N,Net-(J11-DAT1)*% -%TO.C,R46*% -X158455000Y-192845000D03* -D11* -%TO.N,+3.3V*% -X163535000Y-192845000D03* +X96425000Y-93550000D03* %TD*% D19* %TO.N,GND*% %TO.C,H9*% X165023820Y-57207679D03* %TD*% -D10* -%TO.N,/~{SD_CD}*% -%TO.C,R39*% -X147698173Y-216301827D03* -D11* -%TO.N,+3.3V*% -X147698173Y-211221827D03* -%TD*% D24* %TO.N,GND*% %TO.C,D4*% @@ -1277,22 +1428,6 @@ D25* %TO.N,Net-(D4-A)*% X211268173Y-215843531D03* %TD*% -D10* -%TO.N,/~{CS}6*% -%TO.C,R15*% -X215575785Y-145051752D03* -D11* -%TO.N,+3.3V*% -X215575785Y-150131752D03* -%TD*% -D10* -%TO.N,Net-(J11-DAT2)*% -%TO.C,R47*% -X158455000Y-195360000D03* -D11* -%TO.N,+3.3V*% -X163535000Y-195360000D03* -%TD*% D32* %TO.N,GND*% %TO.C,J12*% @@ -1333,22 +1468,6 @@ D19* %TO.C,H8*% X216570852Y-131922500D03* %TD*% -D10* -%TO.N,Net-(R40-Pad2)*% -%TO.C,R42*% -X202775852Y-82822679D03* -D11* -%TO.N,Net-(R42-Pad2)*% -X202775852Y-77742679D03* -%TD*% -D10* -%TO.N,/BL1*% -%TO.C,R7*% -X208811704Y-213615358D03* -D11* -%TO.N,Net-(D3-A)*% -X203731704Y-213615358D03* -%TD*% D14* %TO.N,GND*% %TO.C,J5*% @@ -1414,14 +1533,6 @@ D19* %TO.C,H4*% X117570852Y-131922500D03* %TD*% -D10* -%TO.N,/CDONE*% -%TO.C,R18*% -X189945455Y-118303308D03* -D11* -%TO.N,+3.3V*% -X195025455Y-118303308D03* -%TD*% D12* %TO.N,+3.3V*% %TO.C,C2*% @@ -1429,70 +1540,15 @@ X213800000Y-171405000D03* %TO.N,GND*% X218800000Y-171405000D03* %TD*% -D10* -%TO.N,Net-(R33-Pad2)*% -%TO.C,R37*% -X215475852Y-77742679D03* -D11* -%TO.N,/RED*% -X215475852Y-82822679D03* -%TD*% -D10* -%TO.N,/~{SD_WP}*% -%TO.C,R64*% -X145315618Y-216301827D03* -D11* -%TO.N,+3.3V*% -X145315618Y-211221827D03* -%TD*% -D12* -%TO.N,Net-(U4-IN)*% -%TO.C,C11*% -X116290000Y-56500000D03* -%TO.N,GND*% -X118790000Y-56500000D03* -%TD*% -D10* -%TO.N,/GREEN*% -%TO.C,R53*% -X207932978Y-72662679D03* -D11* -%TO.N,GND*% -X202852978Y-72662679D03* -%TD*% -D10* -%TO.N,/~{SD_SS}*% -%TO.C,R50*% -X185063173Y-212868531D03* -D11* -%TO.N,+3.3V*% -X185063173Y-207788531D03* -%TD*% -D10* -%TO.N,Net-(R57-Pad2)*% -%TO.C,R59*% -X223095852Y-77742679D03* -D11* -%TO.N,Net-(R59-Pad2)*% -X223095852Y-82822679D03* -%TD*% D14* %TO.N,/~{WR}*% %TO.C,J4*% -X199763173Y-116848531D03* +X200398173Y-116848531D03* D15* %TO.N,/VERA_7*% -X202303173Y-116848531D03* +X202938173Y-116848531D03* %TO.N,/R{slash}~{W}*% -X204843173Y-116848531D03* -%TD*% -D10* -%TO.N,Net-(R42-Pad2)*% -%TO.C,R44*% -X205392978Y-82822679D03* -D11* -%TO.N,Net-(R44-Pad2)*% -X205392978Y-77742679D03* +X205478173Y-116848531D03* %TD*% D12* %TO.N,+3.3V*% @@ -1501,20 +1557,6 @@ X153016704Y-197800358D03* %TO.N,GND*% X148016704Y-197800358D03* %TD*% -%TO.N,+5V*% -%TO.C,C17*% -X108188173Y-69613531D03* -%TO.N,GND*% -X108188173Y-67113531D03* -%TD*% -D10* -%TO.N,/B0*% -%TO.C,R56*% -X238403173Y-90442679D03* -D11* -%TO.N,Net-(R55-Pad2)*% -X238403173Y-85362679D03* -%TD*% D26* %TO.N,/A18*% %TO.C,U3*% @@ -1651,22 +1693,6 @@ X138005852Y-209867171D03* %TO.N,+3.3V*% X140545852Y-207327171D03* %TD*% -D10* -%TO.N,/~{ROM}0*% -%TO.C,R26*% -X176870000Y-195310000D03* -D11* -%TO.N,+3.3V*% -X181950000Y-195310000D03* -%TD*% -D10* -%TO.N,/RED*% -%TO.C,R38*% -X215605000Y-72662679D03* -D11* -%TO.N,GND*% -X220685000Y-72662679D03* -%TD*% D19* %TO.N,GND*% %TO.C,H5*% @@ -1684,22 +1710,6 @@ D19* %TO.C,H7*% X241133252Y-57482679D03* %TD*% -D10* -%TO.N,GND*% -%TO.C,R40*% -X202852978Y-75202679D03* -D11* -%TO.N,Net-(R40-Pad2)*% -X207932978Y-75202679D03* -%TD*% -D10* -%TO.N,/R{slash}~{W}*% -%TO.C,R10*% -X237050972Y-142008637D03* -D11* -%TO.N,+3.3V*% -X237050972Y-136928637D03* -%TD*% D23* %TO.N,/~{BOOT_SEL}*% %TO.C,SW2*% @@ -1709,37 +1719,6 @@ X230982763Y-218541613D03* X238602763Y-213461613D03* X230982763Y-213461613D03* %TD*% -D10* -%TO.N,Net-(R44-Pad2)*% -%TO.C,R52*% -X207855852Y-82822679D03* -D11* -%TO.N,/GREEN*% -X207855852Y-77742679D03* -%TD*% -D10* -%TO.N,/~{RD}*% -%TO.C,R27*% -X176870000Y-197825000D03* -D11* -%TO.N,+3.3V*% -X181950000Y-197825000D03* -%TD*% -D12* -%TO.N,+3.3V*% -%TO.C,C21*% -X126805000Y-111045000D03* -%TO.N,GND*% -X126805000Y-108545000D03* -%TD*% -D10* -%TO.N,/R2*% -%TO.C,R33*% -X195155852Y-90442679D03* -D11* -%TO.N,Net-(R33-Pad2)*% -X195155852Y-85362679D03* -%TD*% D13* %TO.N,+3.3V*% %TO.C,J2*% @@ -1830,9 +1809,9 @@ X220555852Y-93637679D03* X218015852Y-93637679D03* %TO.N,/R3*% X215475852Y-93637679D03* -%TO.N,/VSYNC*% -X212935852Y-93637679D03* %TO.N,/HSYNC*% +X212935852Y-93637679D03* +%TO.N,/VSYNC*% X210395852Y-93637679D03* %TO.N,/G2*% X207855852Y-93637679D03* @@ -1918,7 +1897,7 @@ X179915852Y-226967679D03* D34* X106890852Y-103142679D03* %TO.N,+3.3V*% -X129115852Y-116477679D03* +X129433352Y-116160179D03* D35* X166580852Y-199662679D03* D37* @@ -2055,7 +2034,7 @@ X187535852Y-144417679D03* D38* X193250852Y-144417679D03* D35* -X193250852Y-197757679D03* +X196384695Y-197757679D03* D38* %TO.N,/~{VIRQ}*% X239605852Y-190772679D03* @@ -2069,7 +2048,7 @@ D35* %TO.N,/~{NMI}*% X192615852Y-199027679D03* D38* -X192615852Y-220617679D03* +X192615852Y-219982679D03* D35* X192615852Y-141877679D03* %TO.N,/I2C_SCL*% @@ -2077,14 +2056,14 @@ X195155852Y-140607679D03* X131020852Y-140607679D03* D38* X189440852Y-140607679D03* -X188170852Y-222522679D03* +X188170852Y-221252679D03* X188170852Y-207917679D03* D35* %TO.N,/I2C_SDA*% X197695852Y-139337679D03* X133560852Y-139337679D03* D38* -X190710852Y-221887679D03* +X190710852Y-220617679D03* D35* X190710852Y-202837679D03* D38* @@ -2301,7 +2280,7 @@ D35* %TO.N,/SNES_DATA0*% X193885852Y-141242679D03* D38* -X187535852Y-223157679D03* +X187535852Y-221887679D03* X207220852Y-208552679D03* X188170852Y-141242679D03* X187535852Y-208552679D03* @@ 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(PTH),50726f74-6f74-4797-9065-203420285054,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Drillmap*% %TF.FilePolarity,Positive*% %FSLAX45Y45*% G04 Gerber Fmt 4.5, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 00:12:57* +G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 02:52:53* %MOMM*% %LPD*% G01* diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-NPTH.drl b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-NPTH.drl index 8fc1dc8..423c279 100644 --- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-NPTH.drl +++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-NPTH.drl @@ -1,7 +1,7 @@ M48 -; DRILL file {KiCad 8.0.1} date 2024-04-23T00:12:56-0400 +; DRILL file {KiCad 8.0.1} date 2024-04-23T02:52:53-0400 ; FORMAT={-:-/ absolute / inch / decimal} -; #@! TF.CreationDate,2024-04-23T00:12:56-04:00 +; #@! TF.CreationDate,2024-04-23T02:52:53-04:00 ; #@! TF.GenerationSoftware,Kicad,Pcbnew,8.0.1 ; #@! TF.FileFunction,NonPlated,1,6,NPTH FMAT,2 diff --git a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-PTH-drl_map.gbr b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-PTH-drl_map.gbr index 4ae02e8..83858ae 100644 --- a/Prototype 4 (PTH)/production/Prototype 4 (PTH)-PTH-drl_map.gbr +++ b/Prototype 4 (PTH)/production/Prototype 4 (PTH)-PTH-drl_map.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.1*% -%TF.CreationDate,2024-04-23T00:12:57-04:00*% +%TF.CreationDate,2024-04-23T02:52:53-04:00*% %TF.ProjectId,Prototype 4 (PTH),50726f74-6f74-4797-9065-203420285054,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Drillmap*% %TF.FilePolarity,Positive*% %FSLAX45Y45*% G04 Gerber Fmt 4.5, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 00:12:57* +G04 Created by KiCad (PCBNEW 8.0.1) date 2024-04-23 02:52:53* %MOMM*% %LPD*% G01* @@ -104,10 +104,10 @@ X18741085Y-20842768D02* X18766085Y-20867768D01* X18766085Y-20842768D02* 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TF.CreationDate,2024-04-23T00:12:56-04:00 +; #@! TF.CreationDate,2024-04-23T02:52:53-04:00 ; #@! TF.GenerationSoftware,Kicad,Pcbnew,8.0.1 ; #@! 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