From 21e5f86945fe889408ce566901fcc9d422c6bc3e Mon Sep 17 00:00:00 2001 From: Empire Date: Sun, 1 Sep 2024 15:07:41 +0200 Subject: [PATCH] battery board --- .../battery_board/battery_board.kicad_pcb | 8497 +- .../battery_board/battery_board.kicad_prl | 6 +- .../battery_board/battery_board.kicad_pro | 228 +- .../battery_board/battery_board.kicad_sch | 1384 +- ...0UPB+DATA-M_1x02_P5.0mm_Vertical.kicad_mod | 337 + .../kicad-stuff/BQ34Z100PWR-G1.kicad_sym | 158 + .../kicad-stuff/BQ34Z100PWR-G1.step | 7027 + .../kicad-stuff/CCC Mannheim Logo2_full.svg | 133 + .../battery_board/kicad-stuff/DW01.dcm | 9 + .../battery_board/kicad-stuff/DW01.kicad_sym | 186 + .../battery_board/kicad-stuff/DW01.lib | 67 + .../ESP32/CCC_Mannheim_Logo2_full.kicad_mod | 1042 + .../ESP32/DPAK457P991X255-3N.kicad_mod | 154 + ...ESP32-DEVKITC-32D--3DModel-STEP-56544.STEP | 101664 +++++++++++++++ .../kicad-stuff/ESP32/ESP32-DEVKITC-32D.dcm | 9 + .../ESP32/ESP32-DEVKITC-32D.kicad_sym | 454 + .../kicad-stuff/ESP32/ESP32-DEVKITC-32D.lib | 124 + .../ESP32/MODULE_ESP32-DEVKITC-32D.kicad_mod | 65 + ...2PinHeader_1x04_P2.54mm_Vertical.kicad_mod | 43 + .../kicad-stuff/ESP32/how-to-import.htm | 1 + .../kicad-stuff/LP38690DT-3.3.kicad_sym | 74 + .../kicad-stuff/LP38690DT-3.3.lib | 27 + ...ishay_WSK2512_6332Metric_T1.19mm.kicad_mod | 63 + .../kicad-stuff/SOP65P640X120-14N.kicad_mod | 37 + .../kicad-stuff/SSOP10.kicad_mod | 29 + .../kicad-stuff/SX1308.kicad_sym | 104 + .../battery_board/kicad-stuff/SX1308.lib | 31 + .../kicad-stuff/ds2438.kicad_sym | 168 + .../battery_board/kicad-stuff/ds2438.lib | 42 + .../MINI-USB-SMD_UX-144S-ACP5.step | 25767 ++++ .../MINI-USB-SMD_UX-144S-ACP5.wrl | 141 + .../kicad-stuff/easyeda2kicad.kicad_sym | 111 + .../MINI-USB-SMD_UX-144S-ACP5.kicad_mod | 256 + .../misc_footprints-master/.gitignore | 13 + .../misc_footprints-master/LICENSE | 21 + .../misc_footprints-master/README.md | 12 + .../misc_footprints-master/eaglize.py | 43 + .../16850_cell_casket.kicad_mod | 37 + .../4056E_LiIon_loader.kicad_mod | 48 + .../4056E_LiIon_loader_SMT.kicad_mod | 48 + .../4056E_LiIon_loader_prot.kicad_mod | 48 + ...teryHolder_Keystone_1042_1x18650.kicad_mod | 51 + .../MP1584_buck_module.kicad_mod | 89 + .../MT3608_module.kicad_mod | 36 + .../MT3608_module_SMT.kicad_mod | 39 + .../N95_battery_connector.kicad_mod | 14 + .../misc_footprints.pretty/SOT-23-6.kicad_mod | 21 + .../SOT95P280X135-6N.kicad_mod | 30 + .../XL6009_module.kicad_mod | 55 + .../XL6009_module_SMT.kicad_mod | 58 + .../ds2438az&plus_.kicad_mod | 94 + battery_board/battery_board/sym-lib-table | 4 + board/PlantCtrlESP32.kicad_pcb | 9399 +- board/PlantCtrlESP32.kicad_prl | 2 +- board/PlantCtrlESP32.kicad_pro | 2 +- board/PlantCtrlESP32.kicad_sch | 909 +- board/bom/ibom.html | 2 +- board/production/PlantCtrlESP32.zip | Bin 985812 -> 720701 bytes board/production/netlist.ipc | 455 +- 59 files changed, 155150 insertions(+), 4818 deletions(-) create mode 100644 battery_board/battery_board/kicad-stuff/AMASS_XT30UPB+DATA-M_1x02_P5.0mm_Vertical.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/BQ34Z100PWR-G1.kicad_sym create mode 100644 battery_board/battery_board/kicad-stuff/BQ34Z100PWR-G1.step create mode 100644 battery_board/battery_board/kicad-stuff/CCC Mannheim Logo2_full.svg create mode 100644 battery_board/battery_board/kicad-stuff/DW01.dcm create mode 100644 battery_board/battery_board/kicad-stuff/DW01.kicad_sym create mode 100644 battery_board/battery_board/kicad-stuff/DW01.lib create mode 100644 battery_board/battery_board/kicad-stuff/ESP32/CCC_Mannheim_Logo2_full.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/ESP32/DPAK457P991X255-3N.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/ESP32/ESP32-DEVKITC-32D--3DModel-STEP-56544.STEP create mode 100644 battery_board/battery_board/kicad-stuff/ESP32/ESP32-DEVKITC-32D.dcm create mode 100644 battery_board/battery_board/kicad-stuff/ESP32/ESP32-DEVKITC-32D.kicad_sym create mode 100644 battery_board/battery_board/kicad-stuff/ESP32/ESP32-DEVKITC-32D.lib create mode 100644 battery_board/battery_board/kicad-stuff/ESP32/MODULE_ESP32-DEVKITC-32D.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/ESP32/SR04M-2PinHeader_1x04_P2.54mm_Vertical.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/ESP32/how-to-import.htm create mode 100644 battery_board/battery_board/kicad-stuff/LP38690DT-3.3.kicad_sym create mode 100644 battery_board/battery_board/kicad-stuff/LP38690DT-3.3.lib create mode 100644 battery_board/battery_board/kicad-stuff/R_Shunt_Vishay_WSK2512_6332Metric_T1.19mm.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/SOP65P640X120-14N.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/SSOP10.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/SX1308.kicad_sym create mode 100644 battery_board/battery_board/kicad-stuff/SX1308.lib create mode 100644 battery_board/battery_board/kicad-stuff/ds2438.kicad_sym create mode 100644 battery_board/battery_board/kicad-stuff/ds2438.lib create mode 100644 battery_board/battery_board/kicad-stuff/easyeda2kicad.3dshapes/MINI-USB-SMD_UX-144S-ACP5.step create mode 100644 battery_board/battery_board/kicad-stuff/easyeda2kicad.3dshapes/MINI-USB-SMD_UX-144S-ACP5.wrl create mode 100644 battery_board/battery_board/kicad-stuff/easyeda2kicad.kicad_sym create mode 100644 battery_board/battery_board/kicad-stuff/easyeda2kicad.pretty/MINI-USB-SMD_UX-144S-ACP5.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/.gitignore create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/LICENSE create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/README.md create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/eaglize.py create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/16850_cell_casket.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/4056E_LiIon_loader.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/4056E_LiIon_loader_SMT.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/4056E_LiIon_loader_prot.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/BatteryHolder_Keystone_1042_1x18650.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/MP1584_buck_module.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/MT3608_module.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/MT3608_module_SMT.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/N95_battery_connector.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/SOT-23-6.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/SOT95P280X135-6N.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/XL6009_module.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/XL6009_module_SMT.kicad_mod create mode 100644 battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/ds2438az&plus_.kicad_mod create mode 100644 battery_board/battery_board/sym-lib-table diff --git a/battery_board/battery_board/battery_board.kicad_pcb b/battery_board/battery_board/battery_board.kicad_pcb index ef218ba..5a58040 100644 --- a/battery_board/battery_board/battery_board.kicad_pcb +++ b/battery_board/battery_board/battery_board.kicad_pcb @@ -1,2 +1,8495 @@ -(kicad_pcb (version 20240108) (generator "pcbnew") (generator_version "8.0") -) \ No newline at end of file +(kicad_pcb + (version 20240108) + (generator "pcbnew") + (generator_version "8.0") + (general + (thickness 1.6) + (legacy_teardrops no) + ) + (paper "A4") + (layers + (0 "F.Cu" signal) + (31 "B.Cu" signal) + (32 "B.Adhes" user "B.Adhesive") + (33 "F.Adhes" user "F.Adhesive") + (34 "B.Paste" user) + (35 "F.Paste" user) + (36 "B.SilkS" user "B.Silkscreen") + (37 "F.SilkS" user "F.Silkscreen") + (38 "B.Mask" user) + (39 "F.Mask" user) + (40 "Dwgs.User" user "User.Drawings") + (41 "Cmts.User" user "User.Comments") + (42 "Eco1.User" user "User.Eco1") + (43 "Eco2.User" user "User.Eco2") + (44 "Edge.Cuts" user) + (45 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"fd1b3805-7bb3-41eb-8053-595f5623b1ed") + ) + (pad "2" smd roundrect + (at 0.8625 0 180) + (size 1.075 0.95) + (layers "F.Cu" "F.Paste" "F.Mask") + (roundrect_rratio 0.25) + (net 2 "GND") + (pintype "passive") + (uuid "20d6e8fa-e0f9-4305-b8c4-4ed9974ddcbb") + ) + (model "${KICAD6_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0603_1608Metric.wrl" + (offset + (xyz 0 0 0) + ) + (scale + (xyz 1 1 1) + ) + (rotate + (xyz 0 0 0) + ) + ) + ) + (footprint "Connector_Wire:SolderWire-0.5sqmm_1x02_P4.6mm_D0.9mm_OD2.1mm" + (layer "F.Cu") + (uuid "2205ead8-af75-4dc0-84e7-d393bf0dce06") + (at 196 76.4 -90) + (descr "Soldered wire connection, for 2 times 0.5 mm² wires, basic insulation, conductor diameter 0.9mm, outer diameter 2.1mm, size source Multi-Contact FLEXI-E 0.5 (https://ec.staubli.com/AcroFiles/Catalogues/TM_Cab-Main-11014119_(en)_hi.pdf), bend radius 3 times outer diameter, generated with kicad-footprint-generator") + (tags "connector wire 0.5sqmm") + (property "Reference" "J2" + (at 2.3 -2.25 90) 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a/battery_board/battery_board/battery_board.kicad_pro b/battery_board/battery_board/battery_board.kicad_pro index fc79bc6..648812f 100644 --- a/battery_board/battery_board/battery_board.kicad_pro +++ b/battery_board/battery_board/battery_board.kicad_pro @@ -2,12 +2,227 @@ "board": { "3dviewports": [], "design_settings": { - "defaults": {}, - "diff_pair_dimensions": [], + "defaults": { + "apply_defaults_to_fp_fields": false, + "apply_defaults_to_fp_shapes": false, + "apply_defaults_to_fp_text": false, + "board_outline_line_width": 0.05, + "copper_line_width": 0.2, + "copper_text_italic": false, + "copper_text_size_h": 1.5, + "copper_text_size_v": 1.5, + "copper_text_thickness": 0.3, + "copper_text_upright": false, + "courtyard_line_width": 0.05, + "dimension_precision": 4, + "dimension_units": 3, + "dimensions": { + "arrow_length": 1270000, + "extension_offset": 500000, + "keep_text_aligned": true, + "suppress_zeroes": false, + "text_position": 0, + "units_format": 1 + }, + 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"courtyards_overlap": "error", + "diff_pair_gap_out_of_range": "error", + "diff_pair_uncoupled_length_too_long": "error", + "drill_out_of_range": "error", + "duplicate_footprints": "warning", + "extra_footprint": "warning", + "footprint": "error", + "footprint_symbol_mismatch": "warning", + "footprint_type_mismatch": "ignore", + "hole_clearance": "error", + "hole_near_hole": "error", + "holes_co_located": "warning", + "invalid_outline": "error", + "isolated_copper": "warning", + "item_on_disabled_layer": "error", + "items_not_allowed": "error", + "length_out_of_range": "error", + "lib_footprint_issues": "warning", + "lib_footprint_mismatch": "warning", + "malformed_courtyard": "error", + "microvia_drill_out_of_range": "error", + "missing_courtyard": "ignore", + "missing_footprint": "warning", + "net_conflict": "warning", + "npth_inside_courtyard": "ignore", + "padstack": "warning", + "pth_inside_courtyard": "ignore", + "shorting_items": "error", + "silk_edge_clearance": "warning", + "silk_over_copper": "warning", + "silk_overlap": "warning", + "skew_out_of_range": "error", + "solder_mask_bridge": "error", + "starved_thermal": "error", + "text_height": "warning", + "text_thickness": "warning", + "through_hole_pad_without_hole": "error", + "too_many_vias": "error", + "track_dangling": "warning", + "track_width": "error", + "tracks_crossing": "error", + "unconnected_items": "error", + "unresolved_variable": "error", + "via_dangling": "warning", + "zones_intersect": "error" + }, + "rules": { + "max_error": 0.005, + "min_clearance": 0.0, + "min_connection": 0.0, + "min_copper_edge_clearance": 0.5, + "min_hole_clearance": 0.25, + "min_hole_to_hole": 0.25, + "min_microvia_diameter": 0.2, + "min_microvia_drill": 0.1, + "min_resolved_spokes": 2, + "min_silk_clearance": 0.0, + "min_text_height": 0.8, + "min_text_thickness": 0.08, + "min_through_hole_diameter": 0.3, + "min_track_width": 0.0, + "min_via_annular_width": 0.1, + "min_via_diameter": 0.5, + "solder_mask_to_copper_clearance": 0.0, + "use_height_for_length_calcs": true + }, + "teardrop_options": [ + { + "td_onpadsmd": true, + "td_onroundshapesonly": false, + "td_ontrackend": false, + "td_onviapad": true + } + ], + "teardrop_parameters": [ + { + "td_allow_use_two_tracks": true, + "td_curve_segcount": 0, + "td_height_ratio": 1.0, + "td_length_ratio": 0.5, + "td_maxheight": 2.0, + "td_maxlen": 1.0, + "td_on_pad_in_zone": false, + "td_target_name": "td_round_shape", + "td_width_to_size_filter_ratio": 0.9 + }, + { + "td_allow_use_two_tracks": true, + "td_curve_segcount": 0, + "td_height_ratio": 1.0, + "td_length_ratio": 0.5, + "td_maxheight": 2.0, + "td_maxlen": 1.0, + "td_on_pad_in_zone": false, + "td_target_name": "td_rect_shape", + "td_width_to_size_filter_ratio": 0.9 + }, + { + "td_allow_use_two_tracks": true, + "td_curve_segcount": 0, + "td_height_ratio": 1.0, + "td_length_ratio": 0.5, + "td_maxheight": 2.0, + "td_maxlen": 1.0, + "td_on_pad_in_zone": false, + "td_target_name": "td_track_end", + "td_width_to_size_filter_ratio": 0.9 + } + ], + "track_widths": [ + 0.0, + 0.2, + 0.5, + 2.0, + 4.0, + 5.0, + 10.0 + ], + "tuning_pattern_settings": { + "diff_pair_defaults": { + "corner_radius_percentage": 80, + "corner_style": 1, + "max_amplitude": 1.0, + "min_amplitude": 0.2, + "single_sided": false, + "spacing": 1.0 + }, + "diff_pair_skew_defaults": { + "corner_radius_percentage": 80, + "corner_style": 1, + "max_amplitude": 1.0, + "min_amplitude": 0.2, + "single_sided": false, + "spacing": 0.6 + }, + "single_track_defaults": { + "corner_radius_percentage": 80, + "corner_style": 1, + "max_amplitude": 1.0, + "min_amplitude": 0.2, + "single_sided": false, + "spacing": 0.6 + } + }, + "via_dimensions": [ + { + "diameter": 0.0, + "drill": 0.0 + }, + { + "diameter": 0.5, + "drill": 1.5 + } + ], + "zones_allow_external_fillets": false }, "ipc2581": { "dist": "", @@ -267,7 +482,8 @@ }, "net_colors": null, "netclass_assignments": { - "Net-(battery1-Pin_1)": "BAT-" + "Net-(battery1-Pin_1)": "BAT-", + "VBAT-": "BAT-" }, "netclass_patterns": [] }, diff --git a/battery_board/battery_board/battery_board.kicad_sch b/battery_board/battery_board/battery_board.kicad_sch index 30f5360..39b3937 100644 --- a/battery_board/battery_board/battery_board.kicad_sch +++ b/battery_board/battery_board/battery_board.kicad_sch @@ -414,22 +414,22 @@ ) ) ) - (symbol "Connector:Conn_01x02_Socket" + (symbol "Connector:Conn_01x04_Pin" (pin_names (offset 1.016) hide) (exclude_from_sim no) (in_bom yes) (on_board yes) (property "Reference" "J" - (at 0 2.54 0) + (at 0 5.08 0) (effects (font (size 1.27 1.27) ) ) ) - (property "Value" "Conn_01x02_Socket" - (at 0 -5.08 0) + (property "Value" "Conn_01x04_Pin" + (at 0 -7.62 0) (effects (font (size 1.27 1.27) @@ -454,7 +454,7 @@ (hide yes) ) ) - (property "Description" "Generic connector, single row, 01x02, script generated" + (property "Description" "Generic connector, single row, 01x04, script 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a/battery_board/battery_board/kicad-stuff/DW01.dcm b/battery_board/battery_board/kicad-stuff/DW01.dcm new file mode 100644 index 0000000..34c1664 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/DW01.dcm @@ -0,0 +1,9 @@ +EESchema-DOCLIB Version 2.0 +# +$CMP CN61CN33 +D Microprocessor Reset (active-low) Circuit, SOT-23 +K reset supervisor +F http://www.ti.com/lit/ds/symlink/lm809.pdf +$ENDCMP +# +#End Doc Library diff --git a/battery_board/battery_board/kicad-stuff/DW01.kicad_sym b/battery_board/battery_board/kicad-stuff/DW01.kicad_sym new file mode 100644 index 0000000..00d82b1 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/DW01.kicad_sym @@ -0,0 +1,186 @@ +(kicad_symbol_lib (version 20220914) (generator kicad_symbol_editor) + (symbol "CN61CN33" (in_bom yes) (on_board yes) + (property "Reference" "U" (at 2.54 12.7 0) + (effects (font (size 1.27 1.27))) + ) + (property "Value" "CN61CN33" (at 5.08 10.16 0) + (effects (font (size 1.27 1.27))) + ) + (property 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5.08) + (name "OC" (effects (font (size 1.016 1.016)))) + (number "3" (effects (font (size 1.016 1.016)))) + ) + (pin bidirectional line (at 25.4 -5.08 180) (length 5.08) + (name "TD" (effects (font (size 1.016 1.016)))) + (number "4" (effects (font (size 1.016 1.016)))) + ) + (pin bidirectional line (at 25.4 -2.54 180) (length 5.08) + (name "VDD" (effects (font (size 1.016 1.016)))) + (number "5" (effects (font (size 1.016 1.016)))) + ) + (pin bidirectional line (at 25.4 0 180) (length 5.08) + (name "VSS" (effects (font (size 1.016 1.016)))) + (number "6" (effects (font (size 1.016 1.016)))) + ) + ) + ) +) diff --git a/battery_board/battery_board/kicad-stuff/DW01.lib b/battery_board/battery_board/kicad-stuff/DW01.lib new file mode 100644 index 0000000..34f0751 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/DW01.lib @@ -0,0 +1,67 @@ +EESchema-LIBRARY Version 2.4 +#encoding utf-8 +# +# CN61CN33 +# +DEF CN61CN33 U 0 20 Y Y 1 F N +F0 "U" 100 500 50 H V C CNN +F1 "CN61CN33" 200 400 50 H V C CNN +F2 "Package_TO_SOT_SMD:SOT-23" 300 100 50 H I C CNN +F3 "" 300 100 50 H I C CNN +$FPLIST + SOT?23* +$ENDFPLIST +DRAW +S 200 300 -200 -300 0 1 10 f +X RESET 1 0 -400 100 U 50 50 1 1 O +X GND 2 300 0 100 L 50 50 1 1 W +X VCC 3 0 400 100 D 50 50 1 1 W +ENDDRAW +ENDDEF +# +# DS2438 +# +DEF DS2438 U 0 40 Y Y 1 F N +F0 "U" 0 0 50 H V C CNN +F1 "DS2438" 0 0 50 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -450 -100 500 -1200 0 1 0 f +X GND 1 -550 -250 100 R 50 50 1 1 W +X Vsens+ 2 -550 -500 100 R 50 50 1 1 U +X Vsense- 3 -550 -750 100 R 50 50 1 1 U +X Vad 4 -550 -1000 100 R 50 50 1 1 I +X Vdd 5 600 -1000 100 L 50 50 1 1 W +X NC 6 600 -750 100 L 50 50 1 1 U +X NC 7 600 -500 100 L 50 50 1 1 U +X DQ 8 600 -250 100 L 50 50 1 1 B +ENDDRAW +ENDDEF +# +# DW01 +# +DEF DW01 IC 0 40 Y Y 1 L N +F0 "IC" 850 300 50 H V L BNN +F1 "DW01" 850 200 50 H V L BNN +F2 "SOT95P280X135-6N" 0 0 50 H I L BNN +F3 "" 0 0 50 H I L BNN +F4 "1.35mm" 0 0 50 H I L BNN "HEIGHT" +F5 "ic" 0 0 50 H I L BNN "DESCRIPTION" +F6 "DW01" 0 0 50 H I L BNN "MANUFACTURER_PART_NUMBER" +F7 "Slkor" 0 0 50 H I L BNN "MANUFACTURER_NAME" +DRAW +P 2 0 0 10 200 100 200 -300 N +P 2 0 0 10 200 100 800 100 N +P 2 0 0 10 800 -300 200 -300 N +P 2 0 0 10 800 -300 800 100 N +X OD 1 0 0 200 R 40 40 0 0 B +X CSI 2 0 -100 200 R 40 40 0 0 B +X OC 3 0 -200 200 R 40 40 0 0 B +X TD 4 1000 -200 200 L 40 40 0 0 B +X VDD 5 1000 -100 200 L 40 40 0 0 B +X VSS 6 1000 0 200 L 40 40 0 0 B +ENDDRAW +ENDDEF +# +#End Library diff --git a/battery_board/battery_board/kicad-stuff/ESP32/CCC_Mannheim_Logo2_full.kicad_mod b/battery_board/battery_board/kicad-stuff/ESP32/CCC_Mannheim_Logo2_full.kicad_mod new file mode 100644 index 0000000..ae4abe7 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/ESP32/CCC_Mannheim_Logo2_full.kicad_mod @@ -0,0 +1,1042 @@ +(module CCC_Mannheim_Logo2_full (layer F.Cu) (tedit 5F62428A) + (fp_text reference REF** (at 0.2286 -5.0038 180) (layer F.SilkS) + (effects (font (size 1 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(property "Datasheet" "" (at 0 0 0) + (effects (font (size 1.27 1.27)) hide) + ) + (symbol "SR04M-2_0_1" + (rectangle (start -22.86 26.67) (end 41.91 -20.32) + (stroke (width 0.254) (type solid)) + (fill (type none)) + ) + ) + ) + (symbol "SR04M-2-HeaderConn_01x04_Female" (pin_names (offset 1.016) hide) (in_bom yes) (on_board yes) + (property "Reference" "J" (at 0 5.08 0) + (effects (font (size 1.27 1.27))) + ) + (property "Value" "SR04M-2-HeaderConn_01x04_Female" (at 0 -7.62 0) + (effects (font (size 1.27 1.27))) + ) + (property "Footprint" "ESP32:SR04M-2PinHeader_1x04_P2.54mm_Vertical" (at 0 0 0) + (effects (font (size 1.27 1.27)) hide) + ) + (property "Datasheet" "~" (at 0 0 0) + (effects (font (size 1.27 1.27)) hide) + ) + (property "ki_keywords" "connector" (at 0 0 0) + (effects (font (size 1.27 1.27)) hide) + ) + (property "ki_description" "Generic connector, single row, 01x04, script generated (kicad-library-utils/schlib/autogen/connector/)" (at 0 0 0) + (effects (font (size 1.27 1.27)) hide) + ) + (property "ki_fp_filters" "Connector*:*_1x??_*" (at 0 0 0) + (effects (font (size 1.27 1.27)) hide) + ) + (symbol "SR04M-2-HeaderConn_01x04_Female_1_1" + (arc (start 0 -4.572) (mid -0.5058 -5.08) (end 0 -5.588) + (stroke (width 0.1524) (type solid)) + (fill (type none)) + ) + (arc (start 0 -2.032) (mid -0.5058 -2.54) (end 0 -3.048) + (stroke (width 0.1524) (type solid)) + (fill (type none)) + ) + (polyline + (pts + (xy -1.27 -5.08) + (xy -0.508 -5.08) + ) + (stroke (width 0.1524) (type solid)) + (fill (type none)) + ) + (polyline + (pts + (xy -1.27 -2.54) + (xy -0.508 -2.54) + ) + (stroke (width 0.1524) (type solid)) + (fill (type none)) + ) + (polyline + (pts + (xy -1.27 0) + (xy -0.508 0) + ) + (stroke (width 0.1524) (type solid)) + (fill (type none)) + ) + (polyline + (pts + (xy -1.27 2.54) + (xy -0.508 2.54) + ) + (stroke (width 0.1524) (type solid)) + (fill (type none)) + ) + (arc (start 0 0.508) (mid -0.5058 0) (end 0 -0.508) + (stroke (width 0.1524) (type solid)) + (fill (type none)) + ) + (arc (start 0 3.048) (mid -0.5058 2.54) (end 0 2.032) + (stroke (width 0.1524) (type solid)) + (fill (type none)) + ) + (pin power_in line (at -5.08 2.54 0) (length 3.81) + (name "VCC" (effects (font (size 1.27 1.27)))) + (number "1" (effects (font (size 1.27 1.27)))) + ) + (pin input line (at -5.08 0 0) (length 3.81) + (name "RX" (effects (font (size 1.27 1.27)))) + (number "2" (effects (font (size 1.27 1.27)))) + ) + (pin output line (at -5.08 -2.54 0) (length 3.81) + (name "TX" (effects (font (size 1.27 1.27)))) + (number "3" (effects (font (size 1.27 1.27)))) + ) + (pin power_in line (at -5.08 -5.08 0) (length 3.81) + (name "GND" (effects (font (size 1.27 1.27)))) + (number "4" (effects (font (size 1.27 1.27)))) + ) + ) + ) +) diff --git a/battery_board/battery_board/kicad-stuff/ESP32/ESP32-DEVKITC-32D.lib b/battery_board/battery_board/kicad-stuff/ESP32/ESP32-DEVKITC-32D.lib new file mode 100644 index 0000000..0e67e06 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/ESP32/ESP32-DEVKITC-32D.lib @@ -0,0 +1,124 @@ +EESchema-LIBRARY Version 2.4 +#encoding utf-8 +# +# ESP32-DEVKITC-32D +# +DEF ESP32-DEVKITC-32D U 0 40 Y Y 1 L N +F0 "U" -601 1026 50 H V L BNN +F1 "ESP32-DEVKITC-32D" -601 -1101 50 H V L BNN +F2 "MODULE_ESP32-DEVKITC-32D" 0 0 50 H I L BNN +F3 "4" 0 0 50 H I L BNN +F4 "Espressif Systems" 0 0 50 H I L BNN +DRAW +P 2 0 0 10 -600 -1000 -600 1000 N +P 2 0 0 10 -600 1000 600 1000 N +P 2 0 0 10 600 -1000 -600 -1000 N +P 2 0 0 10 600 1000 600 -1000 N +X 3V3 1 -800 900 200 R 40 40 0 0 W +X IO26 10 -800 0 200 R 40 40 0 0 B +X IO27 11 -800 -100 200 R 40 40 0 0 B +X IO14 12 -800 -200 200 R 40 40 0 0 B +X IO12 13 -800 -300 200 R 40 40 0 0 B +X GND1 14 -800 -400 200 R 40 40 0 0 W +X IO13 15 -800 -500 200 R 40 40 0 0 B +X SD2 16 -800 -600 200 R 40 40 0 0 B +X SD3 17 -800 -700 200 R 40 40 0 0 B +X CMD 18 -800 -800 200 R 40 40 0 0 B +X EXT_5V 19 -800 -900 200 R 40 40 0 0 W +X EN 2 -800 800 200 R 40 40 0 0 I +X GND3 20 800 900 200 L 40 40 0 0 W +X IO23 21 800 800 200 L 40 40 0 0 B +X IO22 22 800 700 200 L 40 40 0 0 B +X TXD0 23 800 600 200 L 40 40 0 0 O +X RXD0 24 800 500 200 L 40 40 0 0 I +X IO21 25 800 400 200 L 40 40 0 0 B +X GND2 26 800 300 200 L 40 40 0 0 W +X IO19 27 800 200 200 L 40 40 0 0 B +X IO18 28 800 100 200 L 40 40 0 0 B +X IO5 29 800 0 200 L 40 40 0 0 B +X SENSOR_VP 3 -800 700 200 R 40 40 0 0 I +X IO17 30 800 -100 200 L 40 40 0 0 B +X IO16 31 800 -200 200 L 40 40 0 0 B +X IO4 32 800 -300 200 L 40 40 0 0 B +X IO0 33 800 -400 200 L 40 40 0 0 B +X IO2 34 800 -500 200 L 40 40 0 0 B +X IO15 35 800 -600 200 L 40 40 0 0 B +X SD1 36 800 -700 200 L 40 40 0 0 B +X SD0 37 800 -800 200 L 40 40 0 0 B +X CLK 38 800 -900 200 L 40 40 0 0 I C +X SENSOR_VN 4 -800 600 200 R 40 40 0 0 I +X IO34 5 -800 500 200 R 40 40 0 0 B +X IO35 6 -800 400 200 R 40 40 0 0 B +X IO32 7 -800 300 200 R 40 40 0 0 B +X IO33 8 -800 200 200 R 40 40 0 0 B +X IO25 9 -800 100 200 R 40 40 0 0 B +ENDDRAW +ENDDEF +# +# SL2300 +# +DEF SL2300 Q 0 40 Y Y 1 F N +F0 "Q" 0 0 50 H V C CNN +F1 "SL2300" 300 0 50 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +C 15 0 110 1 1 10 N +C 50 -70 10 1 1 0 F +C 50 70 10 1 1 0 F +P 2 1 1 0 -40 0 -150 0 N +P 2 1 1 10 -40 75 -40 -75 N +P 2 1 1 10 -20 -50 -20 -90 N +P 2 1 1 10 -20 20 -20 -20 N +P 2 1 1 10 -20 90 -20 50 N +P 2 1 1 0 50 100 50 70 N +P 3 1 1 0 50 -100 50 0 -20 0 N +P 4 1 1 0 -20 -70 80 -70 80 70 -20 70 N +P 4 1 1 0 -10 0 30 15 30 -15 -10 0 F +P 4 1 1 0 60 20 65 15 95 15 100 10 N +P 4 1 1 0 80 15 65 -10 95 -10 80 15 N +X G 1 -250 0 100 R 50 50 1 1 I +X S 2 50 -200 100 U 50 50 1 1 P +X D 3 50 200 100 D 50 50 1 1 P +ENDDRAW +ENDDEF +# +# SR04M-2 +# +DEF SR04M-2 H 0 40 Y Y 1 F N +F0 "H" 250 1100 50 H V C CNN +F1 "SR04M-2" 300 -850 50 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -900 1050 1650 -800 0 1 10 N +ENDDRAW +ENDDEF +# +# SR04M-2-HeaderConn_01x04_Female +# +DEF SR04M-2-HeaderConn_01x04_Female J 0 40 Y N 1 F N +F0 "J" 0 200 50 H V C CNN +F1 "SR04M-2-HeaderConn_01x04_Female" 0 -300 50 H V C CNN +F2 "ESP32:SR04M-2PinHeader_1x04_P2.54mm_Vertical" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +$FPLIST + Connector*:*_1x??_* +$ENDFPLIST +DRAW +A 0 -200 20 901 -901 1 1 6 N 0 -180 0 -220 +A 0 -100 20 901 -901 1 1 6 N 0 -80 0 -120 +A 0 0 20 901 -901 1 1 6 N 0 20 0 -20 +A 0 100 20 901 -901 1 1 6 N 0 120 0 80 +P 2 1 1 6 -50 -200 -20 -200 N +P 2 1 1 6 -50 -100 -20 -100 N +P 2 1 1 6 -50 0 -20 0 N +P 2 1 1 6 -50 100 -20 100 N +X VCC 1 -200 100 150 R 50 50 1 1 W +X RX 2 -200 0 150 R 50 50 1 1 I +X TX 3 -200 -100 150 R 50 50 1 1 O +X GND 4 -200 -200 150 R 50 50 1 1 W +ENDDRAW +ENDDEF +# +#End Library diff --git a/battery_board/battery_board/kicad-stuff/ESP32/MODULE_ESP32-DEVKITC-32D.kicad_mod b/battery_board/battery_board/kicad-stuff/ESP32/MODULE_ESP32-DEVKITC-32D.kicad_mod new file mode 100644 index 0000000..2968d97 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/ESP32/MODULE_ESP32-DEVKITC-32D.kicad_mod @@ -0,0 +1,65 @@ +(module MODULE_ESP32-DEVKITC-32D (layer F.Cu) (tedit 5F565126) + (fp_text reference REF** (at -10.829175 -28.446045) (layer F.SilkS) + (effects (font (size 1.000386 1.000386) (thickness 0.015))) + ) + (fp_text value MODULE_ESP32-DEVKITC-32D (at 1.24136 28.294535) (layer F.Fab) + (effects (font (size 1.001047 1.001047) (thickness 0.015))) + ) + (fp_circle (center -14.6 -19.9) (end -14.46 -19.9) (layer F.Fab) (width 0.28)) + (fp_circle (center -14.6 -19.9) (end -14.46 -19.9) (layer F.Fab) (width 0.28)) + (fp_line (start -14.2 27.5) (end -14.2 -27.4) (layer F.CrtYd) (width 0.05)) + (fp_line (start 14.2 27.5) (end -14.2 27.5) (layer F.CrtYd) (width 0.05)) + (fp_line (start 14.2 -27.4) (end 14.2 27.5) (layer F.CrtYd) (width 0.05)) + (fp_line (start -14.2 -27.4) (end 14.2 -27.4) (layer F.CrtYd) (width 0.05)) + (fp_line (start 13.95 27.25) (end -13.95 27.25) (layer F.SilkS) (width 0.127)) + (fp_line (start 13.95 -27.15) (end 13.95 27.25) (layer F.SilkS) (width 0.127)) + (fp_line (start -13.95 -27.15) (end 13.95 -27.15) (layer F.SilkS) (width 0.127)) + (fp_line (start -13.95 27.25) (end -13.95 -27.15) (layer F.SilkS) (width 0.127)) + (fp_line (start -13.95 27.25) (end -13.95 -27.15) (layer F.Fab) (width 0.127)) + (fp_line (start 13.95 27.25) (end -13.95 27.25) (layer F.Fab) (width 0.127)) + (fp_line (start 13.95 -27.15) (end 13.95 27.25) (layer F.Fab) (width 0.127)) + (fp_line (start -13.95 -27.15) (end 13.95 -27.15) (layer F.Fab) (width 0.127)) + (pad 1 thru_hole rect (at -12.7 -19.76) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at -12.7 -17.22) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 19 thru_hole circle (at -12.7 25.96) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at -12.7 -14.68) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at -12.7 -12.14) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at -12.7 -9.6) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at -12.7 -7.06) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 7 thru_hole circle (at -12.7 -4.52) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 8 thru_hole circle (at -12.7 -1.98) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 9 thru_hole circle (at -12.7 0.56) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 10 thru_hole circle (at -12.7 3.1) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 11 thru_hole circle (at -12.7 5.64) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 12 thru_hole circle (at -12.7 8.18) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 13 thru_hole circle (at -12.7 10.72) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 14 thru_hole circle (at -12.7 13.26) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 15 thru_hole circle (at -12.7 15.8) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 16 thru_hole circle (at -12.7 18.34) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 17 thru_hole circle (at -12.7 20.88) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 18 thru_hole circle (at -12.7 23.42) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 20 thru_hole circle (at 12.7 -19.76) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 21 thru_hole circle (at 12.7 -17.22) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 22 thru_hole circle (at 12.7 -14.68) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 23 thru_hole circle (at 12.7 -12.14) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 24 thru_hole circle (at 12.7 -9.6) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 25 thru_hole circle (at 12.7 -7.06) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 26 thru_hole circle (at 12.7 -4.52) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 27 thru_hole circle (at 12.7 -1.98) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 28 thru_hole circle (at 12.7 0.56) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 29 thru_hole circle (at 12.7 3.1) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 30 thru_hole circle (at 12.7 5.64) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 31 thru_hole circle (at 12.7 8.18) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 32 thru_hole circle (at 12.7 10.72) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 33 thru_hole circle (at 12.7 13.26) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 34 thru_hole circle (at 12.7 15.8) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 35 thru_hole circle (at 12.7 18.34) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 36 thru_hole circle (at 12.7 20.88) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 37 thru_hole circle (at 12.7 23.42) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (pad 38 thru_hole circle (at 12.7 25.96) (size 1.56 1.56) (drill 1.04) (layers *.Cu *.Mask)) + (model ${KIPRJMOD}/kicad-stuff/ESP32-DEVKITC-32D--3DModel-STEP-56544.STEP + (offset (xyz 0 -3 1.5)) + (scale (xyz 1 1 1)) + (rotate (xyz -90 0 0)) + ) +) diff --git a/battery_board/battery_board/kicad-stuff/ESP32/SR04M-2PinHeader_1x04_P2.54mm_Vertical.kicad_mod b/battery_board/battery_board/kicad-stuff/ESP32/SR04M-2PinHeader_1x04_P2.54mm_Vertical.kicad_mod new file mode 100644 index 0000000..010abe9 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/ESP32/SR04M-2PinHeader_1x04_P2.54mm_Vertical.kicad_mod @@ -0,0 +1,43 @@ +(module SR04M-2PinHeader_1x04_P2.54mm_Vertical (layer F.Cu) (tedit 5FC1448F) + (descr "Through hole straight pin header, 1x04, 2.54mm pitch, single row") + (tags "Through hole pin header THT 1x04 2.54mm single row") + (fp_text reference REF** (at 0 -2.33) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value SR04M-2PinHeader_1x04_P2.54mm_Vertical (at 0 9.95) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 1.8 -1.8) (end -1.8 -1.8) (layer F.CrtYd) (width 0.05)) + (fp_line (start 1.8 9.4) (end 1.8 -1.8) (layer F.CrtYd) (width 0.05)) + (fp_line (start -1.8 9.4) (end 1.8 9.4) (layer F.CrtYd) (width 0.05)) + (fp_line (start -1.8 -1.8) (end -1.8 9.4) (layer F.CrtYd) (width 0.05)) + (fp_line (start -1.33 -1.33) (end 0 -1.33) (layer F.SilkS) (width 0.12)) + (fp_line (start -1.33 0) (end -1.33 -1.33) (layer F.SilkS) (width 0.12)) + (fp_line (start -1.33 1.27) (end 1.33 1.27) (layer F.SilkS) (width 0.12)) + (fp_line (start 1.33 1.27) (end 1.33 8.95) (layer F.SilkS) (width 0.12)) + (fp_line (start -1.33 1.27) (end -1.33 8.95) (layer F.SilkS) (width 0.12)) + (fp_line (start -1.33 8.95) (end 1.33 8.95) (layer F.SilkS) (width 0.12)) + (fp_line (start -1.27 -0.635) (end -0.635 -1.27) (layer F.Fab) (width 0.1)) + (fp_line (start -1.27 8.89) (end -1.27 -0.635) (layer F.Fab) (width 0.1)) + (fp_line (start 1.27 8.89) (end -1.27 8.89) (layer F.Fab) (width 0.1)) + (fp_line (start 1.27 -1.27) (end 1.27 8.89) (layer F.Fab) (width 0.1)) + (fp_line (start -0.635 -1.27) (end 1.27 -1.27) (layer F.Fab) (width 0.1)) + (fp_line (start 0 -17.5) (end 10 -17.5) (layer F.SilkS) (width 0.12)) + (fp_line (start 10 -17.5) (end 10 23.5) (layer F.SilkS) (width 0.12)) + (fp_line (start 10 23.5) (end -10 23.5) (layer F.SilkS) (width 0.12)) + (fp_line (start -10 23.5) (end -10 -17.5) (layer F.SilkS) (width 0.12)) + (fp_line (start -10 -17.5) (end 0.5 -17.5) (layer F.SilkS) (width 0.12)) + (fp_poly (pts (xy 8.81 6.27) (xy 3.81 6.27) (xy 3.81 1.27) (xy 8.81 1.27)) (layer F.Fab) (width 0.1)) + (fp_text user %R (at 0 3.81 90) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 thru_hole rect (at 0 0) (size 1.7 1.7) (drill 1) (layers *.Cu *.Mask)) + (pad 2 thru_hole oval (at 0 2.54) (size 1.7 1.7) (drill 1) (layers *.Cu *.Mask)) + (pad 3 thru_hole oval (at 0 5.08) (size 1.7 1.7) (drill 1) (layers *.Cu *.Mask)) + (pad 4 thru_hole oval (at 0 7.62) (size 1.7 1.7) (drill 1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Connector_PinHeader_2.54mm.3dshapes/PinHeader_1x04_P2.54mm_Vertical.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/battery_board/battery_board/kicad-stuff/ESP32/how-to-import.htm b/battery_board/battery_board/kicad-stuff/ESP32/how-to-import.htm new file mode 100644 index 0000000..19e484d --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/ESP32/how-to-import.htm @@ -0,0 +1 @@ + Page Redirection If you are not redirected automatically, follow this link to the import guide. \ No newline at end of file diff --git a/battery_board/battery_board/kicad-stuff/LP38690DT-3.3.kicad_sym b/battery_board/battery_board/kicad-stuff/LP38690DT-3.3.kicad_sym new file mode 100644 index 0000000..a143d02 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/LP38690DT-3.3.kicad_sym @@ -0,0 +1,74 @@ +(kicad_symbol_lib (version 20220914) (generator kicad_symbol_editor) + (symbol "LP38690DT-3.3" (pin_names (offset 1.016)) (in_bom yes) (on_board yes) + (property "Reference" "U" (at -10.16 5.08 0) + (effects (font (size 1.27 1.27)) (justify left bottom)) + ) + (property "Value" "LP38690DT-3.3" (at -10.16 -7.62 0) + (effects (font (size 1.27 1.27)) (justify left bottom)) + ) + (property "Footprint" "DPAK457P991X255-3N" (at 0 0 0) + (effects (font (size 1.27 1.27)) (justify left bottom) hide) + ) + (property "Datasheet" "IPC-7351B" (at 0 0 0) + (effects (font (size 1.27 1.27)) (justify left bottom) hide) + ) + (property "Field4" "Texas Instruments" (at 0 0 0) + (effects (font (size 1.27 1.27)) (justify left bottom) hide) + ) + (property "Field5" "M" (at 0 0 0) + (effects (font (size 1.27 1.27)) (justify left bottom) hide) + ) + (property "Field6" "2.55mm" (at 0 0 0) + (effects (font (size 1.27 1.27)) (justify left bottom) hide) + ) + (property "ki_locked" "" (at 0 0 0) + (effects (font (size 1.27 1.27))) + ) + (symbol "LP38690DT-3.3_0_0" + (polyline + (pts + (xy -10.16 -5.08) + (xy 10.16 -5.08) + ) + (stroke (width 0.1524) (type solid)) + (fill (type none)) + ) + (polyline + (pts + (xy -10.16 5.08) + (xy -10.16 -5.08) + ) + (stroke (width 0.1524) (type solid)) + (fill (type none)) + ) + (polyline + (pts + (xy 10.16 -5.08) + (xy 10.16 5.08) + ) + (stroke (width 0.1524) (type solid)) + (fill (type none)) + ) + (polyline + (pts + (xy 10.16 5.08) + (xy -10.16 5.08) + ) + (stroke (width 0.1524) (type solid)) + (fill (type none)) + ) + (pin output line (at 15.24 2.54 180) (length 5.08) + (name "OUT" (effects (font (size 1.016 1.016)))) + (number "1" (effects (font (size 1.016 1.016)))) + ) + (pin input line (at -15.24 2.54 0) (length 5.08) + (name "IN" (effects (font (size 1.016 1.016)))) + (number "3" (effects (font (size 1.016 1.016)))) + ) + (pin power_in line (at 15.24 -2.54 180) (length 5.08) + (name "GND" (effects (font (size 1.016 1.016)))) + (number "4" (effects (font (size 1.016 1.016)))) + ) + ) + ) +) diff --git a/battery_board/battery_board/kicad-stuff/LP38690DT-3.3.lib b/battery_board/battery_board/kicad-stuff/LP38690DT-3.3.lib new file mode 100644 index 0000000..b9d542a --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/LP38690DT-3.3.lib @@ -0,0 +1,27 @@ +EESchema-LIBRARY Version 2.3 +#encoding utf-8 +#(c) SnapEDA 2016 (snapeda.com) +#This work is licensed under a Creative Commons Attribution-ShareAlike 4.0 International License (CC BY-SA) with Design Exception 1.0 +# +# LP38690DT-3.3 +# +DEF LP38690DT-3.3 U 0 40 Y Y 1 L N +F0 "U" -400 200 50 H V L BNN +F1 "LP38690DT-3.3" -400 -300 50 H V L BNN +F2 "DPAK457P991X255-3N" 0 0 50 H I L BNN +F3 "IPC-7351B" 0 0 50 H I L BNN +F4 "Texas Instruments" 0 0 50 H I L BNN +F5 "M" 0 0 50 H I L BNN +F6 "2.55mm" 0 0 50 H I L BNN +DRAW +P 2 0 0 6 -400 200 -400 -200 N +P 2 0 0 6 -400 -200 400 -200 N +P 2 0 0 6 400 -200 400 200 N +P 2 0 0 6 400 200 -400 200 N +X IN 3 -600 100 200 R 40 40 0 0 I +X OUT 1 600 100 200 L 40 40 0 0 O +X GND 4 600 -100 200 L 40 40 0 0 W +ENDDRAW +ENDDEF +# +# End Library \ No newline at end of file diff --git a/battery_board/battery_board/kicad-stuff/R_Shunt_Vishay_WSK2512_6332Metric_T1.19mm.kicad_mod b/battery_board/battery_board/kicad-stuff/R_Shunt_Vishay_WSK2512_6332Metric_T1.19mm.kicad_mod new file mode 100644 index 0000000..85408d6 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/R_Shunt_Vishay_WSK2512_6332Metric_T1.19mm.kicad_mod @@ -0,0 +1,63 @@ +(footprint "R_Shunt_Vishay_WSK2512_6332Metric_T1.19mm" (version 20221018) (generator pcbnew) + (layer "F.Cu") + (descr "Shunt Resistor SMD 2512 (6332 Metric), 2.6mm thick, Vishay WKS2512, Terminal length (T) 1.19mm, 5 to 200 milli Ohm (http://http://www.vishay.com/docs/30108/wsk.pdf)") + (tags "resistor shunt WSK2512") + (attr smd) + (fp_text reference "REF**" (at 0 -2.65) (layer "F.SilkS") + (effects (font (size 1 1) (thickness 0.15))) + (tstamp e64357ee-67ea-437d-842c-edd4e9b0e817) + ) + (fp_text value "R_Shunt_Vishay_WSK2512_6332Metric_T1.19mm" (at 0 2.65) (layer "F.Fab") + (effects (font (size 1 1) (thickness 0.15))) + (tstamp 6d43eee8-d677-4710-a5b6-ed0a393d7e86) + ) + (fp_text user "${REFERENCE}" (at 0 0) (layer "F.Fab") + (effects (font (size 1 1) (thickness 0.15))) + (tstamp 7af73258-6848-4c90-ada6-9916b21e0d54) + ) + (fp_line (start -2.5 1.7) (end 1.67 1.7) + (stroke (width 0.12) (type solid)) (layer "F.SilkS") (tstamp 686b0a9f-f303-4b9c-97bc-13b268071b2a)) + (fp_line (start -1.67 -1.7) (end 2.53 -1.7) + (stroke (width 0.12) (type solid)) (layer "F.SilkS") (tstamp 8ff3cd0c-2e69-49a7-948e-62e2af1cdeaf)) + (fp_line (start -4.38 -1.9) (end 4.38 -1.9) + (stroke (width 0.05) (type solid)) (layer "F.CrtYd") (tstamp 97453d6f-90a6-4d0b-9533-4b9de0e70d67)) + (fp_line (start -4.38 1.9) (end -4.38 -1.9) + (stroke (width 0.05) (type solid)) (layer "F.CrtYd") (tstamp 8d751a64-d963-4d3e-b652-c6367d221a4c)) + (fp_line (start 4.38 -1.9) (end 4.38 1.9) + (stroke (width 0.05) (type solid)) (layer "F.CrtYd") (tstamp 5fc8cbbe-390d-45f2-b9e2-001b3b36ad53)) + (fp_line (start 4.38 1.9) (end -4.38 1.9) + (stroke (width 0.05) (type solid)) (layer "F.CrtYd") (tstamp 85ea9322-734e-4f57-b7f4-e08d8559c109)) + (fp_line (start -3.175 -1.59) (end 3.175 -1.59) + (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp a616017c-8c30-4c24-8988-6ebc65a5a14c)) + (fp_line (start -3.175 0.32) (end -3.175 -1.59) + (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 007035a4-df14-4627-b9dd-16c0816e9fc4)) + (fp_line (start -3.175 0.32) (end -2.795 0.32) + (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 7a92ebc4-86fb-494b-8925-1512bf4598dd)) + (fp_line (start -3.175 0.94) (end -3.175 1.59) + (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 8d1ed9db-8b9e-4c9a-b026-a147d8ba5a89)) + (fp_line (start -3.175 0.94) (end -2.795 0.94) + (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 3238b0a3-1bbc-4ecd-9eca-d39a4563f46a)) + (fp_line (start -2.795 0.94) (end -2.795 0.32) + (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 56e7214e-7e65-4896-9919-6dfa6ad242a1)) + (fp_line (start 2.79 -0.94) (end 3.17 -0.94) + (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp bf2fd8b5-dc07-4d36-93f4-c05d760e4ae8)) + (fp_line (start 2.79 -0.32) (end 2.79 -0.94) + (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 2732ea3b-0a68-4014-9f1f-147b192cb827)) + (fp_line (start 2.79 -0.32) (end 3.17 -0.32) + (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 7597632e-0fab-4537-9ef5-3d955ee8fe04)) + (fp_line (start 3.175 -0.94) (end 3.175 -1.59) + (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp be78e59b-9296-4843-849b-9aeaddf3ec90)) + (fp_line (start 3.175 -0.32) (end 3.175 1.59) + (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp f0529fdf-6a96-4afa-ae66-3987676f8cc1)) + (fp_line (start 3.175 1.59) (end -3.175 1.59) + (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 5494f1f1-9934-4901-ae11-4f45356840a6)) + (pad "1" smd roundrect (at -2.985 0.635) (size 2.29 2.03) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.12) (tstamp 7d665233-6376-4fd3-9d23-184556b0630c)) + (pad "2" smd roundrect (at -3.43 -1.27) (size 1.4 0.76) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.12) (tstamp a060266a-0c38-4364-b2df-6f7cf4c69f0d)) + (pad "3" smd roundrect (at 3.43 -1.27) (size 1.4 0.76) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) (tstamp a1e31646-49e8-4836-bd67-1b6bed652414)) + (pad "4" smd roundrect (at 2.985 0.635) (size 2.29 2.03) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.12) (tstamp 3f532dd2-fd5a-4fe7-9636-aa84f769e3b2)) + (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_Shunt_Vishay_WSK2512_6332Metric_T1.19mm.wrl" + (offset (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/battery_board/battery_board/kicad-stuff/SOP65P640X120-14N.kicad_mod b/battery_board/battery_board/kicad-stuff/SOP65P640X120-14N.kicad_mod new file mode 100644 index 0000000..f126251 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/SOP65P640X120-14N.kicad_mod @@ -0,0 +1,37 @@ + +(footprint SOP65P640X120-14N (layer F.Cu) (tedit 65346025) + (descr "") + (attr smd) + (fp_text reference REF** (at -0.595 -3.435 0) (layer F.SilkS) + (effects (font (size 1.0 1.0) (thickness 0.15))) + ) + (fp_text value SOP65P640X120-14N (at 7.025 3.435 0) (layer F.Fab) + (effects (font (size 1.0 1.0) (thickness 0.15))) + ) + (pad 1 smd roundrect (roundrect_rratio 0.05) (at -2.87 -1.95) (size 1.57 0.41) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 2 smd roundrect (roundrect_rratio 0.05) (at -2.87 -1.3) (size 1.57 0.41) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 3 smd roundrect (roundrect_rratio 0.05) (at -2.87 -0.65) (size 1.57 0.41) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 4 smd roundrect (roundrect_rratio 0.05) (at -2.87 0.0) (size 1.57 0.41) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 5 smd roundrect (roundrect_rratio 0.05) (at -2.87 0.65) (size 1.57 0.41) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 6 smd roundrect (roundrect_rratio 0.05) (at -2.87 1.3) (size 1.57 0.41) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 7 smd roundrect (roundrect_rratio 0.05) (at -2.87 1.95) (size 1.57 0.41) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 8 smd roundrect (roundrect_rratio 0.05) (at 2.87 1.95) (size 1.57 0.41) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 9 smd roundrect (roundrect_rratio 0.05) (at 2.87 1.3) (size 1.57 0.41) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 10 smd roundrect (roundrect_rratio 0.05) (at 2.87 0.65) (size 1.57 0.41) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 11 smd roundrect (roundrect_rratio 0.05) (at 2.87 0.0) (size 1.57 0.41) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 12 smd roundrect (roundrect_rratio 0.05) (at 2.87 -0.65) (size 1.57 0.41) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 13 smd roundrect (roundrect_rratio 0.05) (at 2.87 -1.3) (size 1.57 0.41) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 14 smd roundrect (roundrect_rratio 0.05) (at 2.87 -1.95) (size 1.57 0.41) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (fp_circle (center -4.24 -2.26) (end -4.14 -2.26) (layer F.SilkS) (width 0.2)) + (fp_circle (center -4.24 -2.26) (end -4.14 -2.26) (layer F.Fab) (width 0.2)) + (fp_line (start -2.2 -2.5) (end 2.2 -2.5) (layer F.Fab) (width 0.127)) + (fp_line (start -2.2 2.5) (end 2.2 2.5) (layer F.Fab) (width 0.127)) + (fp_line (start -2.2 -2.5) (end 2.2 -2.5) (layer F.SilkS) (width 0.127)) + (fp_line (start -2.2 2.5) (end 2.2 2.5) (layer F.SilkS) (width 0.127)) + (fp_line (start -2.2 -2.5) (end -2.2 2.5) (layer F.Fab) (width 0.127)) + (fp_line (start 2.2 -2.5) (end 2.2 2.5) (layer F.Fab) (width 0.127)) + (fp_line (start -3.905 -2.75) (end 3.905 -2.75) (layer F.CrtYd) (width 0.05)) + (fp_line (start -3.905 2.75) (end 3.905 2.75) (layer F.CrtYd) (width 0.05)) + (fp_line (start -3.905 -2.75) (end -3.905 2.75) (layer F.CrtYd) (width 0.05)) + (fp_line (start 3.905 -2.75) (end 3.905 2.75) (layer F.CrtYd) (width 0.05)) +) \ No newline at end of file diff --git a/battery_board/battery_board/kicad-stuff/SSOP10.kicad_mod b/battery_board/battery_board/kicad-stuff/SSOP10.kicad_mod new file mode 100644 index 0000000..8e71fc4 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/SSOP10.kicad_mod @@ -0,0 +1,29 @@ + +(footprint SSOP10 (layer F.Cu) (tedit 652971AF) + (descr "") + (attr smd) + (fp_text reference REF** (at -3.2004 0.0 900) (layer F.SilkS) + (effects (font (size 0.64 0.64) (thickness 0.15))) + ) + (fp_text value SSOP10 (at 3.1496 -0.4064 900) (layer F.Fab) + (effects (font (size 0.64 0.64) (thickness 0.15))) + ) + (pad 2 smd rect (at -1.0 2.8) (size 0.6 1.75) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 9 smd rect (at -1.0 -2.8) (size 0.6 1.75) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 1 smd rect (at -2.0 2.8) (size 0.6 1.75) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 3 smd rect (at 0.0 2.8) (size 0.6 1.75) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 4 smd rect (at 1.0 2.8) (size 0.6 1.75) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 10 smd rect (at -2.0 -2.8) (size 0.6 1.75) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 8 smd rect (at 0.0 -2.8) (size 0.6 1.75) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 7 smd rect (at 1.0 -2.8) (size 0.6 1.75) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 5 smd rect (at 2.0 2.8) (size 0.6 1.75) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (pad 6 smd rect (at 2.0 -2.8) (size 0.6 1.75) (layers F.Cu F.Mask F.Paste) (solder_mask_margin 0.102)) + (fp_line (start 2.527 -1.9) (end 2.527 1.4) (layer F.Fab) (width 0.2032)) + (fp_line (start 2.527 1.4) (end 2.527 1.9) (layer F.Fab) (width 0.2032)) + (fp_line (start 2.527 1.9) (end -2.527 1.9) (layer F.Fab) (width 0.2032)) + (fp_line (start -2.527 1.9) (end -2.527 1.4) (layer F.Fab) (width 0.2032)) + (fp_line (start -2.527 1.4) (end -2.527 -1.9) (layer F.Fab) (width 0.2032)) + (fp_line (start -2.527 -1.9) (end 2.527 -1.9) (layer F.Fab) (width 0.2032)) + (fp_line (start 2.527 1.4) (end -2.527 1.4) (layer F.Fab) (width 0.2032)) + (fp_line (start -1.905 1.016) (end -1.905 -1.016) (layer F.SilkS) (width 0.3048)) +) \ No newline at end of file diff --git a/battery_board/battery_board/kicad-stuff/SX1308.kicad_sym b/battery_board/battery_board/kicad-stuff/SX1308.kicad_sym new file mode 100644 index 0000000..94ea5c3 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/SX1308.kicad_sym @@ -0,0 +1,104 @@ +(kicad_symbol_lib (version 20220914) (generator kicad_symbol_editor) + (symbol "SX1308" (pin_names (offset 1.016)) (in_bom yes) (on_board yes) + (property "Reference" "U" (at -17.78 20.32 0) + (effects (font (size 1.27 1.27)) (justify left bottom)) + ) + (property "Value" "SX1308" (at -17.8054 17.8054 0) + (effects (font (size 1.27 1.27)) (justify left bottom)) + ) + (property "Footprint" "SOT-23-6" (at 0 0 0) + (effects (font (size 1.27 1.27)) (justify left bottom) hide) + ) + (property "Datasheet" "" (at 0 0 0) + (effects (font (size 1.27 1.27)) (justify left bottom) hide) + ) + (property "ki_locked" "" (at 0 0 0) + (effects (font (size 1.27 1.27))) + ) + (symbol "SX1308_0_0" + (polyline + (pts + (xy -17.78 -7.62) + (xy -17.78 15.24) + ) + (stroke (width 0.254) (type solid)) + (fill (type none)) + ) + (polyline + (pts + (xy -17.78 15.24) + (xy 0 15.24) + ) + (stroke (width 0.254) (type solid)) + (fill (type none)) + ) + (polyline + (pts + (xy -13.7922 0.1778) + (xy -11.2522 0.1778) + ) + (stroke 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1.27) ) hide) + ) + (property + "LCSC Part" + "C720611" + (id 5) + (at 0 -16.51 0) + (effects (font (size 1.27 1.27) ) hide) + ) + (symbol "UX-144S-ACP5_0_1" + (rectangle + (start -7.62 8.89) + (end 7.62 -6.35) + (stroke (width 0) (type default) (color 0 0 0 0)) + (fill (type background)) + ) + (circle + (center -6.35 7.62) + (radius 0.38) + (stroke (width 0) (type default) (color 0 0 0 0)) + (fill (type none)) + ) + (pin unspecified line + (at 10.16 5.08 180) + (length 2.54) + (name "GND" (effects (font (size 1.27 1.27)))) + (number "9" (effects (font (size 1.27 1.27)))) + ) + (pin unspecified line + (at 10.16 2.54 180) + (length 2.54) + (name "GND" (effects (font (size 1.27 1.27)))) + (number "8" (effects (font (size 1.27 1.27)))) + ) + (pin unspecified line + (at 10.16 -0.00 180) + (length 2.54) + (name "GND" (effects (font (size 1.27 1.27)))) + (number "7" (effects (font (size 1.27 1.27)))) + ) + (pin unspecified line + (at 10.16 -2.54 180) + (length 2.54) + (name "GND" (effects (font (size 1.27 1.27)))) + (number "6" (effects (font (size 1.27 1.27)))) + ) + (pin unspecified line + (at -10.16 -3.81 0) + (length 2.54) + (name "GND" (effects (font (size 1.27 1.27)))) + (number "5" (effects (font (size 1.27 1.27)))) + ) + (pin unspecified line + (at -10.16 -1.27 0) + (length 2.54) + (name "ID" (effects (font (size 1.27 1.27)))) + (number "4" (effects (font (size 1.27 1.27)))) + ) + (pin unspecified line + (at -10.16 1.27 0) + (length 2.54) + (name "D+" (effects (font (size 1.27 1.27)))) + (number "3" (effects (font (size 1.27 1.27)))) + ) + (pin unspecified line + (at -10.16 3.81 0) + (length 2.54) + (name "D-" (effects (font (size 1.27 1.27)))) + (number "2" (effects (font (size 1.27 1.27)))) + ) + (pin unspecified line + (at -10.16 6.35 0) + (length 2.54) + (name "VBUS" (effects (font (size 1.27 1.27)))) + (number "1" (effects (font (size 1.27 1.27)))) + ) + ) + ) +) \ No newline at end of file diff --git a/battery_board/battery_board/kicad-stuff/easyeda2kicad.pretty/MINI-USB-SMD_UX-144S-ACP5.kicad_mod b/battery_board/battery_board/kicad-stuff/easyeda2kicad.pretty/MINI-USB-SMD_UX-144S-ACP5.kicad_mod new file mode 100644 index 0000000..fd51c4b --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/easyeda2kicad.pretty/MINI-USB-SMD_UX-144S-ACP5.kicad_mod @@ -0,0 +1,256 @@ +(footprint "MINI-USB-SMD_UX-144S-ACP5" + (version 20240108) + (generator "pcbnew") + (generator_version "8.0") + (layer "F.Cu") + (property "Reference" "REF**" + (at 0 -6.85 0) + (layer "F.SilkS") + (uuid "e22138c6-3cb3-4e3c-ba92-a1710585cb5a") + (effects + (font + (size 1 1) + (thickness 0.15) + ) + ) + ) + (property "Value" "MINI-USB-SMD_UX-144S-ACP5" + (at 0 6.85 0) + (layer "F.Fab") + (uuid "858a2627-e471-4bfb-9d6c-fd1b80f75161") + (effects + (font + (size 1 1) + (thickness 0.15) + ) + ) + ) + (property "Footprint" "" + (at 0 0 0) + (layer "F.Fab") + (hide yes) + (uuid "e47c3973-5f77-49a7-9761-9ae10304f142") + (effects + (font + (size 1.27 1.27) + (thickness 0.15) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 0) + (layer "F.Fab") + (hide yes) + (uuid "26eeaf8e-5561-47b5-8bd4-deeb0ff6028a") + (effects + (font + (size 1.27 1.27) + (thickness 0.15) + ) + ) + ) + (property "Description" "" + (at 0 0 0) + (layer "F.Fab") + (hide yes) + (uuid "df698dc1-8038-47dd-b09b-19d65b3be886") + (effects + (font + (size 1.27 1.27) + (thickness 0.15) + ) + ) + ) + (attr smd) + (fp_line + (start -4.7 1.67) + (end -4.7 -1.47) + (stroke + (width 0.25) + (type solid) + ) + (layer "F.SilkS") + (uuid "03440d98-e390-4a02-b4b0-b92205207476") + ) + (fp_line + (start -4.7 5.84) + (end -4.7 4.03) + (stroke + (width 0.25) + (type solid) + ) + (layer "F.SilkS") + (uuid "dba5fb97-b84e-4a41-85a6-f4fdb2339977") + ) + (fp_line + (start -4.7 5.84) + (end 4.7 5.84) + (stroke + (width 0.25) + (type solid) + ) + (layer "F.SilkS") + (uuid "e9634972-07de-4463-b72c-20fdc7e82f51") + ) + (fp_line + (start -2.08 -3.56) + (end -3.22 -3.56) + (stroke + (width 0.25) + (type solid) + ) + (layer "F.SilkS") + (uuid "dc5e02c5-dbda-406e-be24-d4fd6d4d39b2") + ) + (fp_line + (start 3.22 -3.56) + (end 2.08 -3.56) + (stroke + (width 0.25) + (type solid) + ) + (layer "F.SilkS") + (uuid "e1775f8a-42ad-41b1-8e07-5553a0c1f786") + ) + (fp_line + (start 4.7 1.67) + (end 4.7 -1.47) + (stroke + (width 0.25) + (type solid) + ) + (layer "F.SilkS") + (uuid "b21655b3-f4bd-4a22-9260-c998017c187d") + ) + (fp_line + (start 4.7 5.84) + (end 4.7 4.03) + (stroke + (width 0.25) + (type solid) + ) + (layer "F.SilkS") + (uuid "b8716775-fa34-44c7-9a12-b008ee829381") + ) + (fp_circle + (center -2.2 -0.1) + (end -2.01 -0.1) + (stroke + (width 0.38) + (type solid) + ) + (fill none) + (layer "Cmts.User") + (uuid "de63054b-d560-446e-acd5-3d574530415b") + ) + (fp_circle + (center 2.2 -0.1) + (end 2.39 -0.1) + (stroke + (width 0.38) + (type solid) + ) + (fill none) + (layer "Cmts.User") + (uuid "81ac27ac-99bd-4e20-acf0-7bd310da8d42") + ) + (fp_circle + (center -4.67 -3.46) + (end -4.64 -3.46) + (stroke + (width 0.06) + (type solid) + ) + (fill none) + (layer "F.Fab") + (uuid "fd695e98-9e3b-4a37-8976-4cf48758b0bb") + ) + (fp_text user "${REFERENCE}" + (at 0 0 0) + (layer "F.Fab") + (uuid "ebb3e71d-8b4f-4e74-a06c-fa75e65fb5ea") + (effects + (font + (size 1 1) + (thickness 0.15) + ) + ) + ) + (pad "" smd circle + (at -2.2 -0.1) + (size 1 1) + (layers "F.Paste") + (uuid "bd4630f6-b596-42aa-a67b-d92affdad121") + ) + (pad "" smd circle + (at 2.2 -0.1) + (size 1 1) + (layers "F.Paste") + (uuid "5600899a-4eef-439b-b910-bd9b182b3af5") + ) + (pad "1" smd rect + (at -1.6 -2.85) + (size 0.5 1.7) + (layers "F.Cu" "F.Paste" "F.Mask") + (uuid "335fc2d7-32d6-4034-8537-3e4ecdbb698e") + ) + (pad "2" smd rect + (at -0.8 -2.85) + (size 0.5 1.7) + (layers "F.Cu" "F.Paste" "F.Mask") + (uuid "ad9d26c5-067e-4461-a7de-8849dc9b3d7a") + ) + (pad "3" smd rect + (at 0 -2.85) + (size 0.5 1.7) + (layers "F.Cu" "F.Paste" "F.Mask") + (uuid "07c2e01e-14f9-40a4-a86a-be138db1f386") + ) + (pad "4" smd rect + (at 0.8 -2.85) + (size 0.5 1.7) + (layers "F.Cu" "F.Paste" "F.Mask") + (uuid "d6db4c4a-622f-481f-9577-0021a75fe066") + ) + (pad "5" smd rect + (at 1.6 -2.85) + (size 0.5 1.7) + (layers "F.Cu" "F.Paste" "F.Mask") + (uuid "775ff58f-f278-4d45-878f-eb1e67ee5746") + ) + (pad "6" smd rect + (at -4.17 -2.65) + (size 1.45 1.9) + (layers "F.Cu" "F.Paste" "F.Mask") + (uuid "b5e05f8a-9ee3-4e04-b21c-09af79a7cad4") + ) + (pad "7" smd rect + (at -4.17 2.85) + (size 1.45 1.9) + (layers "F.Cu" "F.Paste" "F.Mask") + (uuid "3fd2e9c6-b2e3-46a8-9255-7cd472742419") + ) + (pad "8" smd rect + (at 4.17 2.85) + (size 1.45 1.9) + (layers "F.Cu" "F.Paste" "F.Mask") + (uuid "1d175ab4-356e-4f51-b58d-b305fd7c0af9") + ) + (pad "9" smd rect + (at 4.17 -2.65) + (size 1.45 1.9) + (layers "F.Cu" "F.Paste" "F.Mask") + (uuid "875b3383-2651-4a80-aa85-613ada3fbbba") + ) + (model "${KIPRJMOD}/kicad-stuff/easyeda2kicad.3dshapes/MINI-USB-SMD_UX-144S-ACP5.step" + (offset + (xyz 0 -1.25 2) + ) + (scale + (xyz 1 1 1) + ) + (rotate + (xyz 0 0 0) + ) + ) +) diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/.gitignore b/battery_board/battery_board/kicad-stuff/misc_footprints-master/.gitignore new file mode 100644 index 0000000..a9e50ba --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/.gitignore @@ -0,0 +1,13 @@ +# For PCBs designed using KiCAD: http://www.kicad-pcb.org/ + +# Temporary files +*.000 +*.bak +*.bck +*.kicad_pcb-bak + +# Netlist files (exported from Eeschema) +*.net + +# Autorouter files (exported from Pcbnew) +.dsn diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/LICENSE b/battery_board/battery_board/kicad-stuff/misc_footprints-master/LICENSE new file mode 100644 index 0000000..f595c94 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/LICENSE @@ -0,0 +1,21 @@ +The MIT License (MIT) + +Copyright (c) 2016 kubabu + +Permission is hereby granted, free of charge, to any person obtaining a copy +of this software and associated documentation files (the "Software"), to deal +in the Software without restriction, including without limitation the rights +to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +copies of the Software, and to permit persons to whom the Software is +furnished to do so, subject to the following conditions: + +The above copyright notice and this permission notice shall be included in all +copies or substantial portions of the Software. + +THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +SOFTWARE. diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/README.md b/battery_board/battery_board/kicad-stuff/misc_footprints-master/README.md new file mode 100644 index 0000000..635c678 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/README.md @@ -0,0 +1,12 @@ +# misc_footprints +Library of KiCad footprints with various parts +============================================== +Modules: +* TP4056 Li-Ion cell charger module with BMS: DW01 + 8205S for protection +* XL6009 DC-DC step-up (boost) voltage converter +* MT3608 DC-DC step-up (boost) voltage converter +* MP1584 DC-DC step-down (buck) voltage converter + +Parts: +* 18650 one-cell casket +* Nokia N95 battery connector diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/eaglize.py b/battery_board/battery_board/kicad-stuff/misc_footprints-master/eaglize.py new file mode 100644 index 0000000..d722e5a --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/eaglize.py @@ -0,0 +1,43 @@ +import os +import sys + +dir_path = None + +# Gerber files generated by Kicad are content- compatible with those +# made in EAGLE but naming convention is different, which can be problematic +# Renaming GERBERS to EAGLE convention eg. enables OSHPark to parse them + +# Remember to megre PTH and NPTH drillings to one .drl file + +EAGLE_counterparts = { + "-F.Cu.gbr": ".GTL", # Top Layer + "-B.Cu.gbr": ".GBL", # Bottom Layer + "-F.Mask.gbr": ".GTS", # Top Soldermask + "-B.Mask.gbr": ".GBS", # Bottom Soldermask + "-F.SilkS.gbr": ".GTO", # Top Silkscreen + "-B.SilkS.gbr": ".GBO", # Bottom Silkscreen + # "": ".G2L", + # "": ".G3L", + "-Edge.Cuts.gbr": ".GKO", # Board Outline + ".drl": ".XLN" # Drills +} + + +def eaglize_file(filename): + for k_format in EAGLE_counterparts.keys(): + if filename.endswith(k_format): + k = filename.rfind(k_format) + new_filename = filename[:k] + EAGLE_counterparts[k_format] + os.rename(filename, new_filename) + return new_filename + + +if __name__ == "__main__": + try: + dir_path = sys.argv[1] + except IndexError: + dir_path = '.' + +for root, dirs, files in os.walk(dir_path): + for file_name in files: + eaglize_file(file_name) diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/16850_cell_casket.kicad_mod b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/16850_cell_casket.kicad_mod new file mode 100644 index 0000000..7512d21 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/16850_cell_casket.kicad_mod @@ -0,0 +1,37 @@ +(module 16850_cell_casket (layer F.Cu) (tedit 55D20D10) + (fp_text reference REF** (at 38.7 -6.45) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 16850_cell_casket (at 19.812 -11.684) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 49.5 -3) (end 44.5 0) (layer F.SilkS) (width 0.15)) + (fp_line (start 49.5 -3) (end 55.5 0) (layer F.SilkS) (width 0.15)) + (fp_line (start 76.5 -3.5) (end 76.5 3.5) (layer F.SilkS) (width 0.15)) + (fp_line (start 76.5 3.5) (end 1.5 3.5) (layer F.SilkS) (width 0.15)) + (fp_line (start 1.5 3.5) (end 1.5 -3.5) (layer F.SilkS) (width 0.15)) + (fp_line (start 1.5 -3.5) (end 76.5 -3.5) (layer F.SilkS) (width 0.15)) + (fp_line (start 55.5 0) (end 49.5 3) (layer F.SilkS) (width 0.15)) + (fp_line (start 49.5 3) (end 44.5 0) (layer F.SilkS) (width 0.15)) + (fp_text user BLM (at 49.9 0.1) (layer F.SilkS) + (effects (font (size 3 2) (thickness 0.15))) + ) + (fp_text user 18650 (at 27.5 0) (layer F.SilkS) + (effects (font (size 2 2) (thickness 0.15))) + ) + (fp_line (start 60.5 0) (end 62.5 0) (layer F.SilkS) (width 0.15)) + (fp_circle (center 61.5 0) (end 63 -0.5) (layer F.SilkS) (width 0.15)) + (fp_line (start 18 -1) (end 18 1) (layer F.SilkS) (width 0.15)) + (fp_line (start 17 0) (end 19 0) (layer F.SilkS) (width 0.15)) + (fp_circle (center 18 0) (end 19 -1) (layer F.SilkS) (width 0.15)) + (fp_circle (center 67 0) (end 67 -2) (layer F.SilkS) (width 0.15)) + (fp_circle (center 11 0) (end 11 -2) (layer F.SilkS) (width 0.15)) + (fp_circle (center 67 0) (end 66.8 -1.5) (layer F.SilkS) (width 0.15)) + (fp_circle (center 11 0) (end 10.8 -1.5) (layer F.SilkS) (width 0.15)) + (fp_line (start 0 10.45) (end 0 -10.45) (layer F.SilkS) (width 0.15)) + (fp_line (start 78 10.45) (end 0 10.45) (layer F.SilkS) (width 0.15)) + (fp_line (start 78 -10.45) (end 78 10.45) (layer F.SilkS) (width 0.15)) + (fp_line (start 0 -10.45) (end 78 -10.45) (layer F.SilkS) (width 0.15)) + (pad 2 thru_hole rect (at 77.474 0) (size 1.524 1.524) (drill 0.762) (layers *.Cu *.Mask F.SilkS)) + (pad 1 thru_hole rect (at 0.504 0) (size 1.524 1.524) (drill 0.762) (layers *.Cu *.Mask F.SilkS)) +) diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/4056E_LiIon_loader.kicad_mod b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/4056E_LiIon_loader.kicad_mod new file mode 100644 index 0000000..11646d3 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/4056E_LiIon_loader.kicad_mod @@ -0,0 +1,48 @@ +(module 4056E_LiIon_loader (layer F.Cu) (tedit 569E29C6) + (fp_text reference M1 (at -1.266 1.13) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 4056E_Loader_prot (at 0.66 -3.46) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -13.29 8.5) (end 12.7 8.5) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.3 -8.5) (end 12.7 -8.5) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.77 3.36) (end -13.77 -3.19) (layer F.SilkS) (width 0.15)) + (fp_text user microUSB (at -9.438 0.086 180) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -13.756 3.388) (end -13.248 3.388) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.248 3.388) (end -12.994 2.88) (layer F.SilkS) (width 0.15)) + (fp_line (start -12.994 2.88) (end -12.74 2.88) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.756 -3.216) (end -13.248 -3.216) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.248 -3.216) (end -12.994 -2.708) (layer F.SilkS) (width 0.15)) + (fp_line (start -12.994 -2.708) (end -8.168 -2.708) (layer F.SilkS) (width 0.15)) + (fp_line (start -8.168 -2.708) (end -8.168 2.88) (layer F.SilkS) (width 0.15)) + (fp_line (start -8.168 2.88) (end -12.74 2.88) (layer F.SilkS) (width 0.15)) + (fp_text user B- (at 10.674 1.29) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user B+ (at 10.674 -2.012) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user OUT- (at 7.19 6.556) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user OUT+ (at 6.87 -6.348) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user IN- (at -6.9 6.76) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user IN+ (at -7.43 -6.13) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -13.296 8.5) (end -13.296 -8.5) (layer F.SilkS) (width 0.15)) + (fp_line (start 12.706 -8.5) (end 12.706 8.5) (layer F.SilkS) (width 0.15)) + (pad 1 thru_hole rect (at -11 -6.5) (size 3 3) (drill 1.25) (layers *.Cu *.Mask F.SilkS)) + (pad 2 thru_hole rect (at -11 6.5) (size 3 3) (drill 1.25) (layers *.Cu *.Mask F.SilkS)) + (pad 6 thru_hole rect (at 11 7) (size 2.5 2.5) (drill 1.25) (layers *.Cu *.Mask F.SilkS)) + (pad 5 thru_hole rect (at 11 -7) (size 2.5 2.5) (drill 1.25) (layers *.Cu *.Mask F.SilkS)) + (pad 3 thru_hole rect (at 11 -3.75) (size 2.5 2.5) (drill 1.25) (layers *.Cu *.Mask F.SilkS)) + (pad 4 thru_hole rect (at 11 3.75) (size 2.5 2.5) (drill 1.25) (layers *.Cu *.Mask F.SilkS)) +) diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/4056E_LiIon_loader_SMT.kicad_mod b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/4056E_LiIon_loader_SMT.kicad_mod new file mode 100644 index 0000000..e06379a --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/4056E_LiIon_loader_SMT.kicad_mod @@ -0,0 +1,48 @@ +(module 4056E_LiIon_loader_SMT (layer F.Cu) (tedit 569E2953) + (fp_text reference M1 (at -1.266 1.13) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 4056E_Loader_prot (at 0.66 -3.46) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -13.29 8.5) (end 12.7 8.5) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.3 -8.5) (end 12.7 -8.5) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.87 3.26) (end -13.87 -3.29) (layer F.SilkS) (width 0.15)) + (fp_text user microUSB (at -9.538 -0.014 180) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -13.856 3.288) (end -13.348 3.288) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.348 3.288) (end -13.094 2.78) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.094 2.78) (end -12.84 2.78) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.856 -3.316) (end -13.348 -3.316) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.348 -3.316) (end -13.094 -2.808) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.094 -2.808) (end -8.268 -2.808) (layer F.SilkS) (width 0.15)) + (fp_line (start -8.268 -2.808) (end -8.268 2.78) (layer F.SilkS) (width 0.15)) + (fp_line (start -8.268 2.78) (end -12.84 2.78) (layer F.SilkS) (width 0.15)) + (fp_text user B- (at 10.674 1.29) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user B+ (at 10.674 -2.012) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user OUT- (at 7.19 6.556) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user OUT+ (at 6.87 -6.348) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user IN- (at -6.9 6.76) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user IN+ (at -7.43 -6.13) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -13.296 8.5) (end -13.296 -8.5) (layer F.SilkS) (width 0.15)) + (fp_line (start 12.706 -8.5) (end 12.706 8.5) (layer F.SilkS) (width 0.15)) + (pad 1 smd rect (at -11 -6.75) (size 3 3) (layers F.Cu F.Paste F.Mask)) + (pad 2 smd rect (at -11 6.75) (size 3 3) (layers F.Cu F.Paste F.Mask)) + (pad 6 smd rect (at 11 7) (size 3 2.5) (layers F.Cu F.Paste F.Mask)) + (pad 5 smd rect (at 11 -7) (size 3 2.5) (layers F.Cu F.Paste F.Mask)) + (pad 3 smd rect (at 11 -3.75) (size 3 2.5) (layers F.Cu F.Paste F.Mask)) + (pad 4 smd rect (at 11 3.75) (size 3 2.5) (layers F.Cu F.Paste F.Mask)) +) diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/4056E_LiIon_loader_prot.kicad_mod b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/4056E_LiIon_loader_prot.kicad_mod new file mode 100644 index 0000000..33dc1b9 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/4056E_LiIon_loader_prot.kicad_mod @@ -0,0 +1,48 @@ +(module 4056E_LiIon_loader_prot (layer F.Cu) (tedit 55D73003) + (fp_text reference M1 (at -1.266 1.13) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 4056E_Loader_prot (at 0.66 -3.46) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -13.29 8.27) (end 12.7 8.27) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.3 -8.88) (end 12.7 -8.87) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.87 2.96) (end -13.87 -3.59) (layer F.SilkS) (width 0.15)) + (fp_text user microUSB (at -9.538 -0.314 180) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -13.856 2.988) (end -13.348 2.988) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.348 2.988) (end -13.094 2.48) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.094 2.48) (end -12.84 2.48) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.856 -3.616) (end -13.348 -3.616) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.348 -3.616) (end -13.094 -3.108) (layer F.SilkS) (width 0.15)) + (fp_line (start -13.094 -3.108) (end -8.268 -3.108) (layer F.SilkS) (width 0.15)) + (fp_line (start -8.268 -3.108) (end -8.268 2.48) (layer F.SilkS) (width 0.15)) + (fp_line (start -8.268 2.48) (end -12.84 2.48) (layer F.SilkS) (width 0.15)) + (fp_text user B- (at 10.674 1.29) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user B+ (at 10.674 -2.012) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user OUT- (at 7.19 6.556) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user OUT+ (at 6.87 -6.348) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user IN- (at -6.9 6.76) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user IN+ (at -7.43 -6.13) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -13.296 8.275) (end -13.296 -8.87) (layer F.SilkS) (width 0.15)) + (fp_line (start 12.706 -8.87) (end 12.706 8.275) (layer F.SilkS) (width 0.15)) + (pad 1 thru_hole rect (at -10.76 -6.51) (size 2.1 2.1) (drill 1) (layers *.Cu *.Mask F.SilkS)) + (pad 2 thru_hole rect (at -10.76 6.37) (size 2.1 2.1) (drill 1) (layers *.Cu *.Mask F.SilkS)) + (pad 6 thru_hole rect (at 10.7 6.37) (size 2.1 2.1) (drill 1.2) (layers *.Cu *.Mask F.SilkS)) + (pad 5 thru_hole rect (at 10.7 -6.33) (size 2.1 2.1) (drill 1.2) (layers *.Cu *.Mask F.SilkS)) + (pad 3 thru_hole rect (at 10.7 -3.79) (size 2.1 2.1) (drill 1.2) (layers *.Cu *.Mask F.SilkS)) + (pad 4 thru_hole rect (at 10.7 3.83) (size 2.1 2.1) (drill 0.762) (layers *.Cu *.Mask F.SilkS)) +) diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/BatteryHolder_Keystone_1042_1x18650.kicad_mod b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/BatteryHolder_Keystone_1042_1x18650.kicad_mod new file mode 100644 index 0000000..0188721 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/BatteryHolder_Keystone_1042_1x18650.kicad_mod @@ -0,0 +1,51 @@ +(module BatteryHolder_Keystone_1042_1x18650 (layer F.Cu) (tedit 5F8201AB) + (descr "Battery holder for 18650 cylindrical cells http://www.keyelco.com/product.cfm/product_id/918") + (tags "18650 Keystone 1042 Li-ion") + (attr smd) + (fp_text reference REF** (at 0 -11.5) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value BatteryHolder_Keystone_1042_1x18650 (at 0 11.3) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -42.5 -4.75) (end -42.5 -7.25) (layer F.SilkS) (width 0.12)) + (fp_line (start -43.75 -6) (end -41.25 -6) (layer F.SilkS) (width 0.12)) + (fp_line (start -39.03 3.68) (end -43.5 3.68) (layer F.CrtYd) (width 0.05)) + (fp_line (start -43.5 3.68) (end -43.5 -3.68) (layer F.CrtYd) (width 0.05)) + (fp_line (start -43.5 -3.68) (end -39.03 -3.68) (layer F.CrtYd) (width 0.05)) + (fp_line (start 43.5 -3.68) (end 39.03 -3.68) (layer F.CrtYd) (width 0.05)) + (fp_line (start 39.03 3.68) (end 43.5 3.68) (layer F.CrtYd) (width 0.05)) + (fp_line (start -39.03 -10.83) (end -39.03 -3.68) (layer F.CrtYd) (width 0.05)) + (fp_line (start -39.03 10.83) (end -39.03 3.68) (layer F.CrtYd) (width 0.05)) + (fp_line (start 39.03 -10.83) (end 39.03 -3.68) (layer F.CrtYd) (width 0.05)) + (fp_line (start -39.03 -10.83) (end 39.03 -10.83) (layer F.CrtYd) (width 0.05)) + (fp_line (start -39.03 10.83) (end 39.03 10.83) (layer F.CrtYd) (width 0.05)) + (fp_line (start 38.53 -10.33) (end 38.53 10.33) (layer F.Fab) (width 0.1)) + (fp_line (start -33.3675 -10.33) (end 38.53 -10.33) (layer F.Fab) (width 0.1)) + (fp_line (start 43.75 -6) (end 41.25 -6) (layer F.SilkS) (width 0.12)) + (fp_line (start -38.53 -5.1675) (end -38.53 10.33) (layer F.Fab) (width 0.1)) + (fp_line (start -38.53 10.33) (end 38.53 10.33) (layer F.Fab) (width 0.1)) + (fp_line (start 38.64 -3.44) (end 38.64 -10.42) (layer F.SilkS) (width 0.12)) + (fp_line (start 38.64 -10.44) (end -38.64 -10.44) (layer F.SilkS) (width 0.12)) + (fp_line (start -38.64 -10.44) (end -38.64 -3.44) (layer F.SilkS) (width 0.12)) + (fp_line (start 38.64 3.44) (end 38.64 10.44) (layer F.SilkS) (width 0.12)) + (fp_line (start 38.64 10.44) (end -38.64 10.44) (layer F.SilkS) (width 0.12)) + (fp_line (start -38.64 10.44) (end -38.64 3.44) (layer F.SilkS) (width 0.12)) + (fp_text user %R (at 0 0) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 39.03 10.83) (end 39.03 3.68) (layer F.CrtYd) (width 0.05)) + (fp_line (start 43.5 3.68) (end 43.5 -3.68) (layer F.CrtYd) (width 0.05)) + (fp_line (start -38.64 -3.44) (end -43 -3.44) (layer F.SilkS) (width 0.12)) + (fp_line (start -33.3675 -10.33) (end -38.53 -5.1675) (layer F.Fab) (width 0.1)) + (pad "" np_thru_hole circle (at -35.93 -8) (size 2.39 2.39) (drill 2.39) (layers *.Cu *.Mask)) + (pad "" np_thru_hole circle (at -27.6 8) (size 3.45 3.45) (drill 3.45) (layers *.Cu *.Mask)) + (pad "" np_thru_hole circle (at 27.6 -8) (size 3.45 3.45) (drill 3.45) (layers *.Cu *.Mask)) + (pad 2 thru_hole rect (at 39.33 0) (size 7.34 6.35) (drill 2) (layers *.Cu *.Mask)) + (pad 1 thru_hole rect (at -39.33 0) (size 7.34 6.35) (drill 2) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Battery.3dshapes/BatteryHolder_Keystone_1042_1x18650.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/MP1584_buck_module.kicad_mod b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/MP1584_buck_module.kicad_mod new file mode 100644 index 0000000..98f3748 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/MP1584_buck_module.kicad_mod @@ -0,0 +1,89 @@ +(module MP1584_buck_module (layer F.Cu) (tedit 55D1F7A1) + (fp_text reference REF** (at 5.08 0.762) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value MP1584_buck_module (at 0.635 9.144) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.302 4.318) (end 1.016 6.096) (layer F.SilkS) (width 0.15)) + (fp_line (start -6.096 4.318) (end 3.302 4.318) (layer F.SilkS) (width 0.15)) + (fp_line (start 3.302 4.318) (end 1.016 2.54) (layer F.SilkS) (width 0.15)) + (fp_line (start -1.524 -1.778) (end -1.016 -1.778) (layer F.SilkS) (width 0.15)) + (fp_line (start -1.016 -1.778) (end -1.016 2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -1.016 2.286) (end -1.524 2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -1.524 2.286) (end -1.524 2.794) (layer F.SilkS) (width 0.15)) + (fp_line (start -1.524 2.794) (end -1.778 2.794) (layer F.SilkS) (width 0.15)) + (fp_line (start -1.778 2.794) (end -1.778 2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -1.778 2.286) (end -2.794 2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -2.794 2.286) (end -2.794 2.794) (layer F.SilkS) (width 0.15)) + (fp_line (start -2.794 2.794) (end -3.048 2.794) (layer F.SilkS) (width 0.15)) + (fp_line (start -3.048 2.794) (end -3.048 2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -3.048 2.286) (end -4.064 2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -4.064 2.286) (end -4.064 2.794) (layer F.SilkS) (width 0.15)) + (fp_line (start -4.064 2.794) (end -4.318 2.794) (layer F.SilkS) (width 0.15)) + (fp_line (start -4.318 2.794) (end -4.318 2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -4.318 2.286) (end -5.334 2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -5.334 2.286) (end -5.334 2.794) (layer F.SilkS) (width 0.15)) + (fp_line (start -5.334 2.794) (end -5.588 2.794) (layer F.SilkS) (width 0.15)) + (fp_line (start -5.588 2.794) (end -5.588 2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -5.588 2.286) (end -6.096 2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -6.096 2.286) (end -6.096 2.032) (layer F.SilkS) (width 0.15)) + (fp_line (start -2.794 -1.778) (end -1.778 -1.778) (layer F.SilkS) (width 0.15)) + (fp_line (start -4.064 -1.778) (end -3.048 -1.778) (layer F.SilkS) (width 0.15)) + (fp_line (start -5.334 -1.778) (end -4.318 -1.778) (layer F.SilkS) (width 0.15)) + (fp_line (start -1.778 -1.778) (end -1.778 -2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -1.778 -2.286) (end -1.524 -2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -3.048 -1.778) (end -3.048 -2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -3.048 -2.286) (end -2.794 -2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -4.318 -1.778) (end -4.318 -2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -4.318 -2.286) (end -4.064 -2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -6.096 2.032) (end -6.096 -1.778) (layer F.SilkS) (width 0.15)) + (fp_line (start -6.096 -1.778) (end -5.842 -1.778) (layer F.SilkS) (width 0.15)) + (fp_line (start -5.842 -1.778) (end -5.588 -1.778) (layer F.SilkS) (width 0.15)) + (fp_line (start -5.588 -1.778) (end -5.588 -2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -5.588 -2.286) (end -5.334 -2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -1.524 -1.778) (end -1.524 -2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -2.794 -2.286) (end -2.794 -1.778) (layer F.SilkS) (width 0.15)) + (fp_line (start -4.064 -1.778) (end -4.064 -2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -5.334 -1.778) (end -5.334 -2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start 10.033 0.508) (end 8.509 0.508) (layer F.SilkS) (width 0.15)) + (fp_line (start 8.509 0.508) (end 9.271 0.508) (layer F.SilkS) (width 0.15)) + (fp_line (start 9.271 0.508) (end 9.271 2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start 9.271 -2.286) (end 9.271 -0.508) (layer F.SilkS) (width 0.15)) + (fp_line (start 9.271 -0.508) (end 8.509 -0.508) (layer F.SilkS) (width 0.15)) + (fp_line (start 8.509 -0.508) (end 10.033 -0.508) (layer F.SilkS) (width 0.15)) + (fp_line (start -2.159 -7.62) (end -2.159 -5.334) (layer F.SilkS) (width 0.15)) + (fp_line (start -4.191 -7.62) (end -4.191 -5.334) (layer F.SilkS) (width 0.15)) + (fp_line (start -4.191 -5.334) (end -2.159 -6.604) (layer F.SilkS) (width 0.15)) + (fp_line (start -2.159 -6.604) (end -4.191 -7.62) (layer F.SilkS) (width 0.15)) + (fp_line (start 6.223 -6.604) (end 1.397 -6.604) (layer F.SilkS) (width 0.15)) + (fp_line (start 1.397 -6.604) (end 1.397 -0.508) (layer F.SilkS) (width 0.15)) + (fp_line (start 1.397 -0.508) (end 6.985 -0.508) (layer F.SilkS) (width 0.15)) + (fp_line (start 6.985 -0.508) (end 6.985 -6.604) (layer F.SilkS) (width 0.15)) + (fp_line (start 6.985 -6.604) (end 6.223 -6.604) (layer F.SilkS) (width 0.15)) + (fp_line (start 6.223 -7.62) (end 7.239 -7.62) (layer F.SilkS) (width 0.15)) + (fp_circle (center 6.731 -7.62) (end 7.239 -7.874) (layer F.SilkS) (width 0.15)) + (fp_line (start 6.731 7.112) (end 6.731 8.128) (layer F.SilkS) (width 0.15)) + (fp_line (start 6.223 7.62) (end 7.239 7.62) (layer F.SilkS) (width 0.15)) + (fp_circle (center 6.731 7.62) (end 7.239 7.874) (layer F.SilkS) (width 0.15)) + (fp_line (start 7.493 8.382) (end 7.493 2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start 7.493 2.286) (end 11.049 2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start 11.049 -2.286) (end 7.493 -2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start 7.493 -2.286) (end 7.493 -8.382) (layer F.SilkS) (width 0.15)) + (fp_line (start -11.049 2.286) (end -7.493 2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -7.493 2.286) (end -7.493 8.382) (layer F.SilkS) (width 0.15)) + (fp_line (start -7.493 -8.382) (end -7.493 -2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -7.493 -2.286) (end -11.049 -2.286) (layer F.SilkS) (width 0.15)) + (fp_line (start -11.049 -8.382) (end 11.049 -8.382) (layer F.SilkS) (width 0.15)) + (fp_line (start 11.049 -8.382) (end 11.049 8.382) (layer F.SilkS) (width 0.15)) + (fp_line (start 11.049 8.382) (end -11.049 8.382) (layer F.SilkS) (width 0.15)) + (fp_line (start -11.049 8.382) (end -11.049 -8.382) (layer F.SilkS) (width 0.15)) + (pad 2 thru_hole circle (at -9.271 -6.604) (size 1.524 1.524) (drill 0.7) (layers *.Cu *.Mask F.SilkS)) + (pad 1 thru_hole rect (at -9.271 6.604) (size 1.524 1.524) (drill 0.7) (layers *.Cu *.Mask F.SilkS)) + (pad 3 thru_hole circle (at 9.271 -6.604) (size 1.524 1.524) (drill 0.7) (layers *.Cu *.Mask F.SilkS)) + (pad 4 thru_hole rect (at 9.271 6.604) (size 1.524 1.524) (drill 0.7) (layers *.Cu *.Mask F.SilkS)) + (pad 3 thru_hole rect (at 9.271 -4.064) (size 1.524 1.524) (drill 0.7) (layers *.Cu *.Mask F.SilkS)) + (pad 2 thru_hole rect (at -9.271 -4.064) (size 1.524 1.524) (drill 0.7) (layers *.Cu *.Mask F.SilkS)) + (pad 1 thru_hole circle (at -9.271 4.064) (size 1.524 1.524) (drill 0.7) (layers *.Cu *.Mask F.SilkS)) + (pad 4 thru_hole circle (at 9.271 4.064) (size 1.524 1.524) (drill 0.7) (layers *.Cu *.Mask F.SilkS)) +) diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/MT3608_module.kicad_mod b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/MT3608_module.kicad_mod new file mode 100644 index 0000000..a2f9952 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/MT3608_module.kicad_mod @@ -0,0 +1,36 @@ +(module MT3608_module (layer F.Cu) (tedit 569D6CFB) + (fp_text reference M2 (at 0.25 6 180) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value DC_DC_boost_module (at 0 -1 180) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user VOUT- (at -16 6.5) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user VIN+ (at 14 -6.5) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user VIN- (at 14 6.5) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user VOUT+ (at -16 -6.5) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -8 -7) (end -8 -4) (layer F.SilkS) (width 0.15)) + (fp_line (start -4.5 -7) (end -4.5 -4) (layer F.SilkS) (width 0.15)) + (fp_line (start -4.5 -4) (end -8 -5.5) (layer F.SilkS) (width 0.15)) + (fp_line (start -8 -5.5) (end -4.5 -7) (layer F.SilkS) (width 0.15)) + (fp_arc (start -17 -6) (end -19.5 -6) (angle 90) (layer F.SilkS) (width 0.15)) + (fp_arc (start 14 -6) (end 14 -8.5) (angle 90) (layer F.SilkS) (width 0.15)) + (fp_arc (start 14 6) (end 16.5 6) (angle 90) (layer F.SilkS) (width 0.15)) + (fp_arc (start -17 6) (end -17 8.5) (angle 90) (layer F.SilkS) (width 0.15)) + (fp_line (start -17 8.5) (end 14 8.5) (layer F.SilkS) (width 0.15)) + (fp_line (start 14 -8.5) (end -17 -8.5) (layer F.SilkS) (width 0.15)) + (fp_line (start 16.5 6) (end 16.5 -6) (layer F.SilkS) (width 0.15)) + (fp_line (start -19.5 -6) (end -19.5 6) (layer F.SilkS) (width 0.15)) + (pad 1 thru_hole rect (at 14 -3.2 180) (size 5 3.5) (drill 1.25) (layers *.Cu *.Mask F.SilkS)) + (pad 2 thru_hole rect (at 14 3.25 180) (size 5 3.5) (drill 1.25) (layers *.Cu *.Mask F.SilkS)) + (pad 3 thru_hole rect (at -17 3.25 180) (size 5 3.5) (drill 1.25) (layers *.Cu *.Mask F.SilkS)) + (pad 4 thru_hole rect (at -17 -3.25 180) (size 5 3.5) (drill 1.25) (layers *.Cu *.Mask F.SilkS)) +) diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/MT3608_module_SMT.kicad_mod b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/MT3608_module_SMT.kicad_mod new file mode 100644 index 0000000..49d030d --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/MT3608_module_SMT.kicad_mod @@ -0,0 +1,39 @@ +(module MT3608_module_SMT (layer F.Cu) (tedit 569D6C5F) + (fp_text reference M2 (at 0.25 6 180) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value DC_DC_boost_module (at 0 -1 180) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user VOUT- (at -16 6.5) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user VIN+ (at 14 -6.5) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user VIN- (at 14 6.5) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user VOUT+ (at -16 -6.5) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -8 -7) (end -8 -4) (layer F.SilkS) (width 0.15)) + (fp_line (start -4.5 -7) (end -4.5 -4) (layer F.SilkS) (width 0.15)) + (fp_line (start -4.5 -4) (end -8 -5.5) (layer F.SilkS) (width 0.15)) + (fp_line (start -8 -5.5) (end -4.5 -7) (layer F.SilkS) (width 0.15)) + (fp_arc (start -17 -6) (end -19.5 -6) (angle 90) (layer F.SilkS) (width 0.15)) + (fp_arc (start 14 -6) (end 14 -8.5) (angle 90) (layer F.SilkS) (width 0.15)) + (fp_arc (start 14 6) (end 16.5 6) (angle 90) (layer F.SilkS) (width 0.15)) + (fp_arc (start -17 6) (end -17 8.5) (angle 90) (layer F.SilkS) (width 0.15)) + (fp_line (start -17 8.5) (end 14 8.5) (layer F.SilkS) (width 0.15)) + (fp_line (start 14 -8.5) (end -17 -8.5) (layer F.SilkS) (width 0.15)) + (fp_line (start 16.5 6) (end 16.5 -6) (layer F.SilkS) (width 0.15)) + (fp_line (start -19.5 -6) (end -19.5 6) (layer F.SilkS) (width 0.15)) + (pad "" thru_hole circle (at -7.75 5) (size 2.1 2.1) (drill 2) (layers *.Cu *.Mask F.SilkS)) + (pad "" thru_hole circle (at -5.5 2.5) (size 2.1 2.1) (drill 2) (layers *.Cu *.Mask F.SilkS)) + (pad "" thru_hole circle (at -10.5 2.5) (size 2.1 2.1) (drill 2) (layers *.Cu *.Mask F.SilkS)) + (pad 1 smd rect (at 14 -3.2 180) (size 5 3.5) (layers F.Cu F.Paste F.Mask)) + (pad 2 smd rect (at 14 3.25 180) (size 5 3.5) (layers F.Cu F.Paste F.Mask)) + (pad 3 smd rect (at -17 3.25 180) (size 5 3.5) (layers F.Cu F.Paste F.Mask)) + (pad 4 smd rect (at -17 -3.25 180) (size 5 3.5) (layers F.Cu F.Paste F.Mask)) +) diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/N95_battery_connector.kicad_mod b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/N95_battery_connector.kicad_mod new file mode 100644 index 0000000..44286fd --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/N95_battery_connector.kicad_mod @@ -0,0 +1,14 @@ +(module N95_battery_connector (layer F.Cu) (tedit 569FD4EC) + (fp_text reference CON** (at -0.5 6) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value N95_battery_connector (at 0.5 -6) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 2.5 -4.5) (end -3 -4.5) (layer F.SilkS) (width 0.15)) + (fp_line (start -3 -4.5) (end -3 4.5) (layer F.SilkS) (width 0.15)) + (fp_line (start -3 4.5) (end 2.5 4.5) (layer F.SilkS) (width 0.15)) + (pad 2 smd rect (at 0 0) (size 5.5 1.5) (layers F.Cu F.Paste F.Mask)) + (pad 3 smd rect (at 0 -3.5) (size 5.5 1.5) (layers F.Cu F.Paste F.Mask)) + (pad 1 smd rect (at 0 3.5) (size 5.5 1.5) (layers F.Cu F.Paste F.Mask)) +) diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/SOT-23-6.kicad_mod b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/SOT-23-6.kicad_mod new file mode 100644 index 0000000..fbd7931 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/SOT-23-6.kicad_mod @@ -0,0 +1,21 @@ + +(module SOT-23-6 (layer F.Cu) (tedit 5FBEB024) + (descr "") + (fp_text reference REF** (at 0.0762369 -0.0794385 900) (layer F.SilkS) + (effects (font (size 0.600290551181 0.600290551181) (thickness 0.015))) + ) + (fp_text value SOT-23-6 (at 0 0) (layer F.Fab) + (effects (font (size 0.787401574803 0.787401574803) (thickness 0.015))) + ) + (fp_line (start 0.7 -1.5) (end 0.7 1.5) (layer F.SilkS) (width 0.1524)) + (fp_line (start 0.7 1.5) (end -0.7 1.5) (layer F.SilkS) (width 0.1524)) + (fp_line (start -0.7 1.5) (end -0.7 -1.5) (layer F.SilkS) (width 0.1524)) + (fp_line (start -0.7 -1.5) (end 0.7 -1.5) (layer F.SilkS) (width 0.1524)) + (fp_circle (center -1.2 -1.7) (end -0.9764 -1.7) (layer F.SilkS) (width 0.1524)) + (pad 2 smd rect (at -1.35 0.0) (size 1.0 0.55) (layers F.Cu F.Mask F.Paste)) + (pad 1 smd rect (at -1.35 -0.95) (size 1.0 0.55) (layers F.Cu F.Mask F.Paste)) + (pad 3 smd rect (at -1.35 0.95) (size 1.0 0.55) (layers F.Cu F.Mask F.Paste)) + (pad 4 smd rect (at 1.35 0.95) (size 1.0 0.55) (layers F.Cu F.Mask F.Paste)) + (pad 6 smd rect (at 1.35 -0.95) (size 1.0 0.55) (layers F.Cu F.Mask F.Paste)) + (pad 5 smd rect (at 1.35 0.0) (size 1.0 0.55) (layers F.Cu F.Mask F.Paste)) +) \ No newline at end of file diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/SOT95P280X135-6N.kicad_mod b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/SOT95P280X135-6N.kicad_mod new file mode 100644 index 0000000..739b853 --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/SOT95P280X135-6N.kicad_mod @@ -0,0 +1,30 @@ + +(module SOT95P280X135-6N (layer F.Cu) (tedit 5FAC25EE) + (descr "SOT2-23-6
") + (fp_text reference REF** (at 0.0 0.0 0) (layer F.SilkS) + (effects (font (size 1.0 1.0) (thickness 0.015))) + ) + (fp_text value SOT95P280X135-6N (at 0.0 0.0 0) (layer F.Fab) + (effects (font (size 1.0 1.0) (thickness 0.015))) + ) + (fp_line (start -2.125 -1.835) (end 2.125 -1.835) (layer F.Fab) (width 0.05)) + (fp_line (start 2.125 -1.835) (end 2.125 1.835) (layer F.Fab) (width 0.05)) + (fp_line (start 2.125 1.835) (end -2.125 1.835) (layer F.Fab) (width 0.05)) + (fp_line (start -2.125 1.835) (end -2.125 -1.835) (layer F.Fab) (width 0.05)) + (fp_line (start -0.8 -1.46) (end 0.8 -1.46) (layer F.Fab) (width 0.1)) + (fp_line (start 0.8 -1.46) (end 0.8 1.46) (layer F.Fab) (width 0.1)) + (fp_line (start 0.8 1.46) (end -0.8 1.46) (layer F.Fab) (width 0.1)) + (fp_line (start -0.8 1.46) (end -0.8 -1.46) (layer F.Fab) (width 0.1)) + (fp_line (start -0.8 -0.51) (end 0.15 -1.46) (layer F.Fab) (width 0.1)) + (fp_line (start -0.275 -1.46) (end 0.275 -1.46) (layer F.SilkS) (width 0.2)) + (fp_line (start 0.275 -1.46) (end 0.275 1.46) (layer F.SilkS) (width 0.2)) + (fp_line (start 0.275 1.46) (end -0.275 1.46) (layer F.SilkS) (width 0.2)) + (fp_line (start -0.275 1.46) (end -0.275 -1.46) (layer F.SilkS) (width 0.2)) + (fp_line (start -1.875 -1.6) (end -0.625 -1.6) (layer F.SilkS) (width 0.2)) + (pad 1 smd rect (at -1.25 -0.95) (size 1.25 0.6) (layers F.Cu F.Mask F.Paste)) + (pad 2 smd rect (at -1.25 0.0) (size 1.25 0.6) (layers F.Cu F.Mask F.Paste)) + (pad 3 smd rect (at -1.25 0.95) (size 1.25 0.6) (layers F.Cu F.Mask F.Paste)) + (pad 4 smd rect (at 1.25 0.95) (size 1.25 0.6) (layers F.Cu F.Mask F.Paste)) + (pad 5 smd rect (at 1.25 0.0) (size 1.25 0.6) (layers F.Cu F.Mask F.Paste)) + (pad 6 smd rect (at 1.25 -0.95) (size 1.25 0.6) (layers F.Cu F.Mask F.Paste)) +) \ No newline at end of file diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/XL6009_module.kicad_mod b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/XL6009_module.kicad_mod new file mode 100644 index 0000000..044cf2b --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/XL6009_module.kicad_mod @@ -0,0 +1,55 @@ +(module XL6009_module (layer F.Cu) (tedit 56419D18) + (fp_text reference M2 (at -38.375 -16.125) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value DC_DC_boost_module (at -22.9 -7.075) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_circle (center -6.604 -2.54) (end -5.842 -0.508) (layer F.SilkS) (width 0.15)) + (fp_circle (center -6.604 -2.54) (end -6.604 -1.016) (layer F.SilkS) (width 0.15)) + (fp_circle (center -36.576 -18.542) (end -37.084 -20.574) (layer F.SilkS) (width 0.15)) + (fp_circle (center -36.576 -18.542) (end -36.576 -20.066) (layer F.SilkS) (width 0.15)) + (fp_line (start -11.176 -19.05) (end -11.176 -14.986) (layer F.SilkS) (width 0.15)) + (fp_line (start -15.24 -19.05) (end -15.24 -14.986) (layer F.SilkS) (width 0.15)) + (fp_line (start -15.24 -14.986) (end -11.176 -17.018) (layer F.SilkS) (width 0.15)) + (fp_line (start -11.176 -17.018) (end -15.24 -19.05) (layer F.SilkS) (width 0.15)) + (fp_line (start -30.988 -17.526) (end -29.972 -18.542) (layer F.SilkS) (width 0.15)) + (fp_circle (center -30.48 -18.034) (end -29.972 -18.542) (layer F.SilkS) (width 0.15)) + (fp_line (start -31.496 -19.558) (end -31.496 -16.002) (layer F.SilkS) (width 0.15)) + (fp_line (start -31.496 -16.002) (end -30.988 -16.002) (layer F.SilkS) (width 0.15)) + (fp_line (start -30.988 -16.002) (end -30.988 -16.51) (layer F.SilkS) (width 0.15)) + (fp_line (start -30.988 -16.51) (end -22.86 -16.51) (layer F.SilkS) (width 0.15)) + (fp_line (start -22.86 -16.51) (end -22.86 -16.002) (layer F.SilkS) (width 0.15)) + (fp_line (start -22.86 -16.002) (end -22.352 -16.002) (layer F.SilkS) (width 0.15)) + (fp_line (start -22.352 -16.002) (end -22.352 -19.558) (layer F.SilkS) (width 0.15)) + (fp_line (start -22.352 -19.558) (end -31.496 -19.558) (layer F.SilkS) (width 0.15)) + (fp_line (start -41.148 -7.874) (end -35.052 -7.874) (layer F.SilkS) (width 0.15)) + (fp_line (start -35.052 -7.874) (end -35.052 -12.446) (layer F.SilkS) (width 0.15)) + (fp_line (start -35.052 -12.446) (end -36.576 -13.97) (layer F.SilkS) (width 0.15)) + (fp_line (start -36.576 -13.97) (end -39.624 -13.97) (layer F.SilkS) (width 0.15)) + (fp_line (start -39.624 -13.97) (end -41.148 -12.446) (layer F.SilkS) (width 0.15)) + (fp_line (start -41.148 -12.446) (end -41.148 -7.874) (layer F.SilkS) (width 0.15)) + (fp_line (start -0.508 -12.446) (end -0.508 -6.858) (layer F.SilkS) (width 0.15)) + (fp_line (start -0.508 -6.858) (end -7.62 -6.858) (layer F.SilkS) (width 0.15)) + (fp_line (start -7.62 -6.858) (end -7.62 -12.446) (layer F.SilkS) (width 0.15)) + (fp_line (start -7.62 -12.446) (end -5.588 -13.97) (layer F.SilkS) (width 0.15)) + (fp_line (start -5.588 -13.97) (end -2.54 -13.97) (layer F.SilkS) (width 0.15)) + (fp_line (start -2.54 -13.97) (end -0.508 -12.446) (layer F.SilkS) (width 0.15)) + (fp_line (start -30.988 -0.762) (end -33.02 -0.762) (layer F.SilkS) (width 0.15)) + (fp_line (start -33.02 -0.762) (end -34.036 -0.762) (layer F.SilkS) (width 0.15)) + (fp_line (start -34.036 -0.762) (end -34.036 -11.938) (layer F.SilkS) (width 0.15)) + (fp_line (start -34.036 -11.938) (end -22.86 -11.938) (layer F.SilkS) (width 0.15)) + (fp_line (start -22.86 -11.938) (end -22.86 -10.414) (layer F.SilkS) (width 0.15)) + (fp_line (start -22.86 -10.922) (end -22.86 -0.762) (layer F.SilkS) (width 0.15)) + (fp_line (start -22.86 -0.762) (end -30.988 -0.762) (layer F.SilkS) (width 0.15)) + (fp_circle (center -38.1 -10.922) (end -35.56 -12.446) (layer F.SilkS) (width 0.15)) + (fp_circle (center -4.064 -10.414) (end -1.016 -11.938) (layer F.SilkS) (width 0.15)) + (fp_line (start 0 0) (end -43.18 0) (layer F.SilkS) (width 0.15)) + (fp_line (start -43.18 0) (end -43.18 -21.082) (layer F.SilkS) (width 0.15)) + (fp_line (start 0 0) (end 0 -21.082) (layer F.SilkS) (width 0.15)) + (fp_line (start -43.18 -21.082) (end 0 -21.082) (layer F.SilkS) (width 0.15)) + (pad 1 thru_hole rect (at -41.3258 -19.1516) (size 1.524 1.524) (drill 1) (layers *.Cu *.Mask F.SilkS)) + (pad 2 thru_hole rect (at -41.3258 -1.9812) (size 1.524 1.524) (drill 1) (layers *.Cu *.Mask F.SilkS)) + (pad 3 thru_hole rect (at -1.8542 -1.9812) (size 1.524 1.524) (drill 1) (layers *.Cu *.Mask F.SilkS)) + (pad 4 thru_hole rect (at -1.8542 -19.1262) (size 1.524 1.524) (drill 1) (layers *.Cu *.Mask F.SilkS)) +) diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/XL6009_module_SMT.kicad_mod b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/XL6009_module_SMT.kicad_mod new file mode 100644 index 0000000..7845dad --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/XL6009_module_SMT.kicad_mod @@ -0,0 +1,58 @@ +(module XL6009_module_SMT (layer F.Cu) (tedit 569E2A66) + (fp_text reference M2 (at -38.375 -16.125) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value DC_DC_boost_module (at -22.9 -7.075) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_circle (center -6.604 -2.54) (end -5.842 -0.508) (layer F.SilkS) (width 0.15)) + (fp_circle (center -6.604 -2.54) (end -6.604 -1.016) (layer F.SilkS) (width 0.15)) + (fp_circle (center -36.576 -18.542) (end -37.084 -20.574) (layer F.SilkS) (width 0.15)) + (fp_circle (center -36.576 -18.542) (end -36.576 -20.066) (layer F.SilkS) (width 0.15)) + (fp_line (start -11.176 -19.05) (end -11.176 -14.986) (layer F.SilkS) (width 0.15)) + (fp_line (start -15.24 -19.05) (end -15.24 -14.986) (layer F.SilkS) (width 0.15)) + (fp_line (start -15.24 -14.986) (end -11.176 -17.018) (layer F.SilkS) (width 0.15)) + (fp_line (start -11.176 -17.018) (end -15.24 -19.05) (layer F.SilkS) (width 0.15)) + (fp_line (start -30.988 -17.526) (end -29.972 -18.542) (layer F.SilkS) (width 0.15)) + (fp_circle (center -30.48 -18.034) (end -29.972 -18.542) (layer F.SilkS) (width 0.15)) + (fp_line (start -31.496 -19.558) (end -31.496 -16.002) (layer F.SilkS) (width 0.15)) + (fp_line (start -31.496 -16.002) (end -30.988 -16.002) (layer F.SilkS) (width 0.15)) + (fp_line (start -30.988 -16.002) (end -30.988 -16.51) (layer F.SilkS) (width 0.15)) + (fp_line (start -30.988 -16.51) (end -22.86 -16.51) (layer F.SilkS) (width 0.15)) + (fp_line (start -22.86 -16.51) (end -22.86 -16.002) (layer F.SilkS) (width 0.15)) + (fp_line (start -22.86 -16.002) (end -22.352 -16.002) (layer F.SilkS) (width 0.15)) + (fp_line (start -22.352 -16.002) (end -22.352 -19.558) (layer F.SilkS) (width 0.15)) + (fp_line (start -22.352 -19.558) (end -31.496 -19.558) (layer F.SilkS) (width 0.15)) + (fp_line (start -41.148 -7.874) (end -35.052 -7.874) (layer F.SilkS) (width 0.15)) + (fp_line (start -35.052 -7.874) (end -35.052 -12.446) (layer F.SilkS) (width 0.15)) + (fp_line (start -35.052 -12.446) (end -36.576 -13.97) (layer F.SilkS) (width 0.15)) + (fp_line (start -36.576 -13.97) (end -39.624 -13.97) (layer F.SilkS) (width 0.15)) + (fp_line (start -39.624 -13.97) (end -41.148 -12.446) (layer F.SilkS) (width 0.15)) + (fp_line (start -41.148 -12.446) (end -41.148 -7.874) (layer F.SilkS) (width 0.15)) + (fp_line (start -0.508 -12.446) (end -0.508 -6.858) (layer F.SilkS) (width 0.15)) + (fp_line (start -0.508 -6.858) (end -7.62 -6.858) (layer F.SilkS) (width 0.15)) + (fp_line (start -7.62 -6.858) (end -7.62 -12.446) (layer F.SilkS) (width 0.15)) + (fp_line (start -7.62 -12.446) (end -5.588 -13.97) (layer F.SilkS) (width 0.15)) + (fp_line (start -5.588 -13.97) (end -2.54 -13.97) (layer F.SilkS) (width 0.15)) + (fp_line (start -2.54 -13.97) (end -0.508 -12.446) (layer F.SilkS) (width 0.15)) + (fp_line (start -30.988 -0.762) (end -33.02 -0.762) (layer F.SilkS) (width 0.15)) + (fp_line (start -33.02 -0.762) (end -34.036 -0.762) (layer F.SilkS) (width 0.15)) + (fp_line (start -34.036 -0.762) (end -34.036 -11.938) (layer F.SilkS) (width 0.15)) + (fp_line (start -34.036 -11.938) (end -22.86 -11.938) (layer F.SilkS) (width 0.15)) + (fp_line (start -22.86 -11.938) (end -22.86 -10.414) (layer F.SilkS) (width 0.15)) + (fp_line (start -22.86 -10.922) (end -22.86 -0.762) (layer F.SilkS) (width 0.15)) + (fp_line (start -22.86 -0.762) (end -30.988 -0.762) (layer F.SilkS) (width 0.15)) + (fp_circle (center -38.1 -10.922) (end -35.56 -12.446) (layer F.SilkS) (width 0.15)) + (fp_circle (center -4.064 -10.414) (end -1.016 -11.938) (layer F.SilkS) (width 0.15)) + (fp_line (start 0 0) (end -43.18 0) (layer F.SilkS) (width 0.15)) + (fp_line (start -43.18 0) (end -43.18 -21.082) (layer F.SilkS) (width 0.15)) + (fp_line (start 0 0) (end 0 -21.082) (layer F.SilkS) (width 0.15)) + (fp_line (start -43.18 -21.082) (end 0 -21.082) (layer F.SilkS) (width 0.15)) + (pad "" thru_hole circle (at -25.2 -18) (size 1.5 1.5) (drill 1.25) (layers *.Cu *.Mask F.SilkS)) + (pad "" thru_hole circle (at -27.8 -18) (size 1.5 1.5) (drill 1.25) (layers *.Cu *.Mask F.SilkS)) + (pad 1 smd rect (at -41.3258 -19.1516) (size 3.8 4) (layers F.Cu F.Paste F.Mask)) + (pad 2 smd rect (at -41.3258 -1.9812) (size 3.8 4) (layers F.Cu F.Paste F.Mask)) + (pad 3 smd rect (at -1.8542 -1.9812) (size 3.8 4) (layers F.Cu F.Paste F.Mask)) + (pad 4 smd rect (at -1.8542 -19.1262) (size 3.8 4) (layers F.Cu F.Paste F.Mask)) + (pad "" thru_hole circle (at -30.3 -18) (size 1.5 1.5) (drill 1.25) (layers *.Cu *.Mask F.SilkS)) +) diff --git a/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/ds2438az&plus_.kicad_mod b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/ds2438az&plus_.kicad_mod new file mode 100644 index 0000000..eaf00bc --- /dev/null +++ b/battery_board/battery_board/kicad-stuff/misc_footprints-master/misc_footprints.pretty/ds2438az&plus_.kicad_mod @@ -0,0 +1,94 @@ +(module 21-0041B_8_MXM (layer F.Cu) + (fp_text reference REF** (at 0 0) (layer F.SilkS) + (effects (font (size 1 1) (thickness .15))) + ) + (fp_text value 21-0041B_8_MXM (at 0 0) (layer F.SilkS) + (effects (font (size 1 1) (thickness .15))) + ) + (fp_text user "Copyright 2016 Accelerated Designs. All rights reserved." (at 0 0) (layer Cmts.User) + (effects (font (size .127 .127) (thickness .002))) + ) + (fp_text user "*" (at -2.97815 -3.5814) (layer F.SilkS) + (effects (font (size 1 1) (thickness .15))) + ) + (fp_text user "*" (at -1.6129 -2.4257) (layer F.Fab) + (effects (font (size 1 1) (thickness .15))) + ) + (fp_text user "0.05in/1.27mm" (at -5.77215 -1.27) (layer Dwgs.User) + (effects (font (size 1 1) (thickness .15))) + ) + (fp_text user "0.021in/0.533mm" (at 5.77215 -1.905) (layer Dwgs.User) + (effects (font (size 1 1) (thickness .15))) + ) + (fp_text user "0.214in/5.448mm" (at 0 -4.9149) (layer Dwgs.User) + (effects (font (size 1 1) (thickness .15))) + ) + (fp_text user "0.058in/1.46mm" (at -2.72415 4.9149) (layer Dwgs.User) + (effects (font (size 1 1) (thickness .15))) + ) + (fp_text user "*" (at -2.97815 -3.5814) (layer F.SilkS) + (effects (font (size 1 1) (thickness .15))) + ) + (fp_text user "*" (at -1.6129 -2.4257) (layer F.Fab) + (effects (font (size 1 1) (thickness .15))) + ) + (fp_line (start -1.9939 -1.6637) (end -1.9939 -2.1463) (layer F.Fab) (width .1524)) + (fp_line (start -1.9939 -2.1463) (end -3.0988 -2.1463) (layer F.Fab) (width .1524)) + (fp_line (start -3.0988 -2.1463) (end -3.0988 -1.6637) (layer F.Fab) (width .1524)) + (fp_line (start -3.0988 -1.6637) (end -1.9939 -1.6637) (layer F.Fab) (width .1524)) + (fp_line (start -1.9939 -.3937) (end -1.9939 -.8763) (layer F.Fab) (width .1524)) + (fp_line (start -1.9939 -.8763) (end -3.0988 -.8763) (layer F.Fab) (width .1524)) + (fp_line (start -3.0988 -.8763) (end -3.0988 -.3937) (layer F.Fab) (width .1524)) + (fp_line (start -3.0988 -.3937) (end -1.9939 -.3937) (layer F.Fab) (width .1524)) + (fp_line (start -1.9939 .8763) (end -1.9939 .3937) (layer F.Fab) (width .1524)) + (fp_line (start -1.9939 .3937) (end -3.0988 .3937) (layer F.Fab) (width .1524)) + (fp_line (start -3.0988 .3937) (end -3.0988 .8763) (layer F.Fab) (width .1524)) + (fp_line (start -3.0988 .8763) (end -1.9939 .8763) (layer F.Fab) (width .1524)) + (fp_line (start -1.9939 2.1463) (end -1.9939 1.6637) (layer F.Fab) (width .1524)) + (fp_line (start -1.9939 1.6637) (end -3.0988 1.6637) (layer F.Fab) (width .1524)) + (fp_line (start -3.0988 1.6637) (end -3.0988 2.1463) (layer F.Fab) (width .1524)) + (fp_line (start -3.0988 2.1463) (end -1.9939 2.1463) (layer F.Fab) (width .1524)) + (fp_line (start 1.9939 1.6637) (end 1.9939 2.1463) (layer F.Fab) (width .1524)) + (fp_line (start 1.9939 2.1463) (end 3.0988 2.1463) (layer F.Fab) (width .1524)) + (fp_line (start 3.0988 2.1463) (end 3.0988 1.6637) (layer F.Fab) (width .1524)) + (fp_line (start 3.0988 1.6637) (end 1.9939 1.6637) (layer F.Fab) (width .1524)) + (fp_line (start 1.9939 .3937) (end 1.9939 .8763) (layer F.Fab) (width .1524)) + (fp_line (start 1.9939 .8763) (end 3.0988 .8763) (layer F.Fab) (width .1524)) + (fp_line (start 3.0988 .8763) (end 3.0988 .3937) (layer F.Fab) (width .1524)) + (fp_line (start 3.0988 .3937) (end 1.9939 .3937) (layer F.Fab) (width .1524)) + (fp_line (start 1.9939 -.8763) (end 1.9939 -.3937) (layer F.Fab) (width .1524)) + (fp_line (start 1.9939 -.3937) (end 3.0988 -.3937) (layer F.Fab) (width .1524)) + (fp_line (start 3.0988 -.3937) (end 3.0988 -.8763) (layer F.Fab) (width .1524)) + (fp_line (start 3.0988 -.8763) (end 1.9939 -.8763) (layer F.Fab) (width .1524)) + (fp_line (start 1.9939 -2.1463) (end 1.9939 -1.6637) (layer F.Fab) (width .1524)) + (fp_line (start 1.9939 -1.6637) (end 3.0988 -1.6637) (layer F.Fab) (width .1524)) + (fp_line (start 3.0988 -1.6637) (end 3.0988 -2.1463) (layer F.Fab) (width .1524)) + (fp_line (start 3.0988 -2.1463) (end 1.9939 -2.1463) (layer F.Fab) (width .1524)) + (fp_line (start -2.1209 2.6289) (end 2.1209 2.6289) (layer F.SilkS) (width .1524)) + (fp_line (start 2.1209 -2.6289) (end -2.1209 -2.6289) (layer F.SilkS) (width .1524)) + (fp_line (start -1.9939 2.5019) (end 1.9939 2.5019) (layer F.Fab) (width .1524)) + (fp_line (start 1.9939 2.5019) (end 1.9939 -2.5019) (layer F.Fab) (width .1524)) + (fp_line (start 1.9939 -2.5019) (end -1.9939 -2.5019) (layer F.Fab) (width .1524)) + (fp_line (start -1.9939 -2.5019) (end -1.9939 2.5019) (layer F.Fab) (width .1524)) + (fp_line (start -3.7084 2.4257) (end -3.7084 -2.4257) (layer F.CrtYd) (width .1524)) + (fp_line (start -3.7084 -2.4257) (end -2.2479 -2.4257) (layer F.CrtYd) (width .1524)) + (fp_line (start -2.2479 -2.4257) (end -2.2479 -2.7559) (layer F.CrtYd) (width .1524)) + (fp_line (start -2.2479 -2.7559) (end 2.2479 -2.7559) (layer F.CrtYd) (width .1524)) + (fp_line (start 2.2479 -2.7559) (end 2.2479 -2.4257) (layer F.CrtYd) (width .1524)) + (fp_line (start 2.2479 -2.4257) (end 3.7084 -2.4257) (layer F.CrtYd) (width .1524)) + (fp_line (start 3.7084 -2.4257) (end 3.7084 2.4257) (layer F.CrtYd) (width .1524)) + (fp_line (start 3.7084 2.4257) (end 2.2479 2.4257) (layer F.CrtYd) (width .1524)) + (fp_line (start 2.2479 2.4257) (end 2.2479 2.7559) (layer F.CrtYd) (width .1524)) + (fp_line (start 2.2479 2.7559) (end -2.2479 2.7559) (layer F.CrtYd) (width .1524)) + (fp_line (start -2.2479 2.7559) (end -2.2479 2.4257) (layer F.CrtYd) (width .1524)) + (fp_line (start -2.2479 2.4257) (end -3.7084 2.4257) (layer F.CrtYd) (width .1524)) + (fp_arc (start 0 -2.5019) (end .3048 -2.5019) (angle 180)(layer F.Fab) (width .1524)) + (pad 1 smd rect (at -2.72415 -1.905) (size 1.4605 .5334) (layers F.Cu F.Paste F.Mask)) + (pad 2 smd rect (at -2.72415 -.635) (size 1.4605 .5334) (layers F.Cu F.Paste F.Mask)) + (pad 3 smd rect (at -2.72415 .635) (size 1.4605 .5334) (layers F.Cu F.Paste F.Mask)) + (pad 4 smd rect (at -2.72415 1.905) (size 1.4605 .5334) (layers F.Cu F.Paste F.Mask)) + (pad 5 smd rect (at 2.72415 1.905) (size 1.4605 .5334) (layers F.Cu F.Paste F.Mask)) + (pad 6 smd rect (at 2.72415 .635) (size 1.4605 .5334) (layers F.Cu F.Paste F.Mask)) + (pad 7 smd rect (at 2.72415 -.635) (size 1.4605 .5334) (layers F.Cu F.Paste F.Mask)) + (pad 8 smd rect (at 2.72415 -1.905) (size 1.4605 .5334) (layers F.Cu F.Paste F.Mask)) +) diff --git a/battery_board/battery_board/sym-lib-table b/battery_board/battery_board/sym-lib-table new file mode 100644 index 0000000..6ef8d02 --- /dev/null +++ b/battery_board/battery_board/sym-lib-table @@ -0,0 +1,4 @@ +(sym_lib_table + (version 7) + (lib (name "easyeda2kicad")(type "KiCad")(uri "${KIPRJMOD}/kicad-stuff/easyeda2kicad.kicad_sym")(options "")(descr "")) +) diff --git a/board/PlantCtrlESP32.kicad_pcb b/board/PlantCtrlESP32.kicad_pcb index 20e0d72..87f2e6a 100644 --- a/board/PlantCtrlESP32.kicad_pcb +++ b/board/PlantCtrlESP32.kicad_pcb @@ -242,106 +242,108 @@ (net 104 "Net-(P_FAULT1-K)") (net 105 "CD_Probe") (net 106 "SENSORS_ON") - (net 107 "unconnected-(U3-QG-Pad6)") - (net 108 "unconnected-(U3-QH-Pad7)") - (net 109 "Net-(CD1-K)") - (net 110 "Net-(SIGNAL1-K)") - (net 111 "MS4") - (net 112 "MS1") - (net 113 "MS0") - (net 114 "MS3") - (net 115 "MS2") - (net 116 "unconnected-(U2-DIS-Pad7)") - (net 117 "IsDay") - (net 118 "S_VIN") - (net 119 "5K_VBAT") - (net 120 "Net-(U1-QH')") - (net 121 "Net-(U3-QH')") - (net 122 "/Light_In") - (net 123 "Net-(U5-BST)") - (net 124 "Net-(Q2-G)") - (net 125 "Net-(Q2-D)") - (net 126 "Net-(Q_PWR1-G)") - (net 127 "Net-(Q_PWR1-D)") - (net 128 "LED_ENABLE") - (net 129 "Net-(I2C3-A)") - (net 130 "Net-(R24-Pad2)") - (net 131 "Net-(U5-FB)") - (net 132 "/Light+") - (net 133 "Net-(U6-VG)") - (net 134 "Net-(C19-Pad1)") - (net 135 "Net-(D98-K)") - (net 136 "Net-(D98-A)") - (net 137 "Net-(D100-K)") - (net 138 "Net-(L3-Pad2)") - (net 139 "Net-(Q6-G)") - (net 140 "Net-(U6-MPPT)") - (net 141 "Net-(U6-COM)") - (net 142 "Net-(U6-BAT)") - (net 143 "Net-(U6-FB)") - (net 144 "Net-(U6-CSP)") - (net 145 "/3_3IN") - (net 146 "/Light_cool") - (net 147 "/3_3V_cool") - (net 148 "Net-(Q3-S)") - (net 149 "Net-(U34-VCAP)") - (net 150 "Net-(Q3-G)") - (net 151 "Net-(J3-Pin_1)") - (net 152 "ENABLE_TANK") - (net 153 "Net-(Q15-B)") - (net 154 "Net-(Q17-B)") - (net 155 "Net-(Q18-B)") - (net 156 "Net-(Q19-B)") - (net 157 "Net-(Q20-B)") - (net 158 "Net-(Q21-B)") - (net 159 "Net-(Q22-B)") - (net 160 "Net-(Q23-B)") - (net 161 "Net-(Q24-B)") - (net 162 "Net-(Q25-B)") - (net 163 "Net-(Q26-B)") - (net 164 "Net-(Q27-B)") - (net 165 "Net-(Q28-B)") - (net 166 "Net-(Q29-B)") - (net 167 "Net-(Q30-B)") - (net 168 "unconnected-(U37-IO8-Pad10)") - (net 169 "Net-(D11-A)") - (net 170 "Net-(JP1-C)") - (net 171 "unconnected-(U37-NC-Pad22)") - (net 172 "USB_D-") - (net 173 "unconnected-(U37-IO4-Pad4)") - (net 174 "USB_D+") - (net 175 "BOOT_SEL") - (net 176 "WARN_LED") - (net 177 "Net-(Q15-C)") - (net 178 "Net-(Q16-C)") - (net 179 "Net-(Q17-C)") - (net 180 "Net-(Q18-C)") - (net 181 "Net-(Q19-C)") - (net 182 "Net-(Q20-C)") - (net 183 "Net-(Q21-C)") - (net 184 "Net-(Q22-C)") - (net 185 "Net-(Q23-C)") - (net 186 "Net-(Q24-C)") - (net 187 "Net-(Q25-C)") - (net 188 "Net-(Q26-C)") - (net 189 "Net-(Q27-C)") - (net 190 "Net-(Q28-C)") - (net 191 "Net-(Q29-C)") - (net 192 "Net-(Q30-C)") - (net 193 "Net-(Q16-B)") - (net 194 "FAULT1") - (net 195 "FAULT2") - (net 196 "FAULT3") - (net 197 "FAULT4") - (net 198 "FAULT5") - (net 199 "FAULT6") - (net 200 "FAULT7") - (net 201 "FAULT8") - (net 202 "OE") - (net 203 "unconnected-(USB1-VBUS-Pad1)") - (net 204 "unconnected-(USB1-ID-Pad4)") - (net 205 "SQW") - (net 206 "32K") + (net 107 "Net-(CD1-K)") + (net 108 "Net-(SIGNAL1-K)") + (net 109 "MS4") + (net 110 "MS1") + (net 111 "MS0") + (net 112 "MS3") + (net 113 "MS2") + (net 114 "unconnected-(U2-DIS-Pad7)") + (net 115 "IsDay") + (net 116 "S_VIN") + (net 117 "5K_VBAT") + (net 118 "Net-(U1-QH')") + (net 119 "Net-(U3-QH')") + (net 120 "/Light_In") + (net 121 "Net-(U5-BST)") + (net 122 "Net-(Q2-G)") + (net 123 "Net-(Q2-D)") + (net 124 "Net-(Q_PWR1-G)") + (net 125 "Net-(Q_PWR1-D)") + (net 126 "LED_ENABLE") + (net 127 "Net-(I2C3-A)") + (net 128 "Net-(R24-Pad2)") + (net 129 "Net-(U5-FB)") + (net 130 "/Light+") + (net 131 "Net-(U6-VG)") + (net 132 "Net-(C19-Pad1)") + (net 133 "Net-(D98-K)") + (net 134 "Net-(D98-A)") + (net 135 "Net-(D100-K)") + (net 136 "Net-(L3-Pad2)") + (net 137 "Net-(Q6-G)") + (net 138 "Net-(U6-MPPT)") + (net 139 "Net-(U6-COM)") + (net 140 "Net-(U6-BAT)") + (net 141 "Net-(U6-FB)") + (net 142 "Net-(U6-CSP)") + (net 143 "/3_3IN") + (net 144 "/Light_cool") + (net 145 "/3_3V_cool") + (net 146 "Net-(Q3-S)") + (net 147 "Net-(U34-VCAP)") + (net 148 "Net-(Q3-G)") + (net 149 "Net-(J3-Pin_1)") + (net 150 "ENABLE_TANK") + (net 151 "Net-(Q15-B)") + (net 152 "Net-(Q17-B)") + (net 153 "Net-(Q18-B)") + (net 154 "Net-(Q19-B)") + (net 155 "Net-(Q20-B)") + (net 156 "Net-(Q21-B)") + (net 157 "Net-(Q22-B)") + (net 158 "Net-(Q23-B)") + (net 159 "Net-(Q24-B)") + (net 160 "Net-(Q25-B)") + (net 161 "Net-(Q26-B)") + (net 162 "Net-(Q27-B)") + (net 163 "Net-(Q28-B)") + (net 164 "Net-(Q29-B)") + (net 165 "Net-(Q30-B)") + (net 166 "unconnected-(U37-IO8-Pad10)") + (net 167 "Net-(D11-A)") + (net 168 "Net-(JP1-C)") + (net 169 "unconnected-(U37-NC-Pad22)") + (net 170 "USB_D-") + (net 171 "unconnected-(U37-IO4-Pad4)") + (net 172 "USB_D+") + (net 173 "BOOT_SEL") + (net 174 "WARN_LED") + (net 175 "Net-(Q15-C)") + (net 176 "Net-(Q16-C)") + (net 177 "Net-(Q17-C)") + (net 178 "Net-(Q18-C)") + (net 179 "Net-(Q19-C)") + (net 180 "Net-(Q20-C)") + (net 181 "Net-(Q21-C)") + (net 182 "Net-(Q22-C)") + (net 183 "Net-(Q23-C)") + (net 184 "Net-(Q24-C)") + (net 185 "Net-(Q25-C)") + (net 186 "Net-(Q26-C)") + (net 187 "Net-(Q27-C)") + (net 188 "Net-(Q28-C)") + (net 189 "Net-(Q29-C)") + (net 190 "Net-(Q30-C)") + (net 191 "Net-(Q16-B)") + (net 192 "FAULT1") + (net 193 "FAULT2") + (net 194 "FAULT3") + (net 195 "FAULT4") + (net 196 "FAULT5") + (net 197 "FAULT6") + (net 198 "FAULT7") + (net 199 "FAULT8") + (net 200 "OE") + (net 201 "unconnected-(U8-I{slash}O2-Pad4)") + (net 202 "unconnected-(USB1-ID-Pad4)") + (net 203 "SQW") + (net 204 "32K") + (net 205 "USB_BUS") + (net 206 "unconnected-(U8-I{slash}O1-Pad6)") + (net 207 "Net-(U3-QH)") + (net 208 "Net-(U3-QG)") (footprint "Connector_JST:JST_PH_B2B-PH-SM4-TB_1x02-1MP_P2.00mm_Vertical" (layer "F.Cu") (uuid "00d610c6-fcab-430e-b26c-741f6cc5d0ce") @@ -1751,7 +1753,7 @@ (drill 1.8) (layers "*.Cu" "*.Mask") (remove_unused_layers no) - (net 118 "S_VIN") + (net 116 "S_VIN") (pinfunction "Pin_2") (pintype "passive") (uuid "b3f2eb93-d2e0-4c1d-86fb-4388d436a4e0") @@ -2000,7 +2002,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 118 "S_VIN") + (net 116 "S_VIN") (pinfunction "A") (pintype "passive") (uuid "5225bf31-35e5-43d5-ab7f-6f07c9612ac9") @@ -2227,16 +2229,16 @@ (at -1.6 -2.85 180) (size 0.5 1.7) (layers "F.Cu" "F.Paste" "F.Mask") - (net 203 "unconnected-(USB1-VBUS-Pad1)") + (net 205 "USB_BUS") (pinfunction "VBUS") - (pintype "unspecified+no_connect") + (pintype "unspecified") (uuid "2cd0b40c-dfc7-4471-a94a-3ef02fd8479d") ) (pad "2" smd rect (at -0.8 -2.85 180) (size 0.5 1.7) (layers "F.Cu" "F.Paste" "F.Mask") - (net 172 "USB_D-") + (net 170 "USB_D-") (pinfunction "D-") (pintype "unspecified") (uuid "f83b96bf-64b7-4a33-931d-75815eb85d27") @@ -2245,7 +2247,7 @@ (at 0 -2.85 180) (size 0.5 1.7) (layers "F.Cu" "F.Paste" "F.Mask") - (net 174 "USB_D+") + (net 172 "USB_D+") (pinfunction "D+") (pintype "unspecified") (uuid "a85d649a-0be4-436c-b725-69c413d56fbf") @@ -2254,7 +2256,7 @@ (at 0.8 -2.85 180) (size 0.5 1.7) (layers "F.Cu" "F.Paste" "F.Mask") - (net 204 "unconnected-(USB1-ID-Pad4)") + (net 202 "unconnected-(USB1-ID-Pad4)") (pinfunction "ID") (pintype "unspecified+no_connect") (uuid "dbfc992e-20df-4749-9060-ac018ffb689c") @@ -2863,7 +2865,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 186 "Net-(Q24-C)") + (net 184 "Net-(Q24-C)") (pinfunction "K") (pintype "passive") (uuid "1c94f40f-4214-42e7-8328-da4f7c87f9bc") @@ -3122,7 +3124,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 194 "FAULT1") + (net 192 "FAULT1") (pinfunction "A") (pintype "passive") (uuid "8e215597-ecaf-428b-88a3-1e9b509430da") @@ -3371,7 +3373,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 196 "FAULT3") + (net 194 "FAULT3") (pinfunction "A") (pintype "passive") (uuid "83ee218c-d482-41a8-8813-7e26a7a07b6d") @@ -3610,7 +3612,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 182 "Net-(Q20-C)") + (net 180 "Net-(Q20-C)") (pinfunction "K") (pintype "passive") (uuid "13b61f02-7d27-42bc-ad82-39d03340715a") @@ -4255,7 +4257,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 189 "Net-(Q27-C)") + (net 187 "Net-(Q27-C)") (pinfunction "K") (pintype "passive") (uuid "6ffa92b0-ecff-4590-aeed-da1f6d795db4") @@ -4870,7 +4872,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 190 "Net-(Q28-C)") + (net 188 "Net-(Q28-C)") (pinfunction "K") (pintype "passive") (uuid "df5f5051-7543-4a39-ace7-870eee99ea0f") @@ -5515,7 +5517,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 109 "Net-(CD1-K)") + (net 107 "Net-(CD1-K)") (pinfunction "K") (pintype "passive") (uuid "d95136c0-64b4-41af-b372-9891129b2977") @@ -7578,7 +7580,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 191 "Net-(Q29-C)") + (net 189 "Net-(Q29-C)") (pinfunction "K") (pintype "passive") (uuid "bd80cd53-783b-4491-9bbe-19cfb48b8d65") @@ -7827,7 +7829,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 183 "Net-(Q21-C)") + (net 181 "Net-(Q21-C)") (pinfunction "K") (pintype "passive") (uuid "7f89a1e3-0735-4c7c-ad56-780ed1c4e258") @@ -8862,7 +8864,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 176 "WARN_LED") + (net 174 "WARN_LED") (pinfunction "A") (pintype "passive") (uuid "a2486274-3918-40c1-a2d6-112bcd27f226") @@ -10314,7 +10316,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 185 "Net-(Q23-C)") + (net 183 "Net-(Q23-C)") (pinfunction "K") (pintype "passive") (uuid "a6327e87-dd4a-4fc1-834b-a5bb3ea6ce6d") @@ -10572,7 +10574,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 119 "5K_VBAT") + (net 117 "5K_VBAT") (pinfunction "A") (pintype "passive") (uuid "e25bfdf5-4d62-496a-ba58-891f042edf7f") @@ -10873,7 +10875,7 @@ (drill 1) (layers "*.Cu" "*.Mask") (remove_unused_layers no) - (net 205 "SQW") + (net 203 "SQW") (pinfunction "Pin_5") (pintype "passive+no_connect") (uuid "5ab595e7-b517-43db-a2de-fcf76bdcbc08") @@ -10884,7 +10886,7 @@ (drill 1) (layers "*.Cu" "*.Mask") (remove_unused_layers no) - (net 206 "32K") + (net 204 "32K") (pinfunction "Pin_6") (pintype "passive+no_connect") (uuid "b0ce68eb-73a1-403d-9ccc-7f1428db2664") @@ -11123,7 +11125,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 187 "Net-(Q25-C)") + (net 185 "Net-(Q25-C)") (pinfunction "K") (pintype "passive") (uuid "7181392d-efbd-4ad7-87b1-f4b58544700c") @@ -11382,7 +11384,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 197 "FAULT4") + (net 195 "FAULT4") (pinfunction "A") (pintype "passive") (uuid "cfd34e2c-5761-4bad-abca-0470c0d0a303") @@ -12423,7 +12425,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 199 "FAULT6") + (net 197 "FAULT6") (pinfunction "A") (pintype "passive") (uuid "9fe35b94-2669-4e1b-ae94-29dfbd436f2b") @@ -14043,7 +14045,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 119 "5K_VBAT") + (net 117 "5K_VBAT") (pinfunction "A") (pintype "passive") (uuid "abf29eae-1fd7-4ca9-a146-7e2f84f17607") @@ -14282,7 +14284,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 177 "Net-(Q15-C)") + (net 175 "Net-(Q15-C)") (pinfunction "K") (pintype "passive") (uuid "06838dd2-126c-43a7-9ad5-b251cf6e877f") @@ -14531,7 +14533,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 188 "Net-(Q26-C)") + (net 186 "Net-(Q26-C)") (pinfunction "K") (pintype "passive") (uuid "5566e5a9-ec76-4611-accf-133b2551c30d") @@ -14726,7 +14728,7 @@ (at 0 0 180) (size 2 2) (layers "F.Cu" "F.Mask") - (net 128 "LED_ENABLE") + (net 126 "LED_ENABLE") (pinfunction "1") (pintype "passive") (uuid "9356643e-0428-41ea-a90c-66537c7e60ce") @@ -15332,7 +15334,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 119 "5K_VBAT") + (net 117 "5K_VBAT") (pinfunction "A") (pintype "passive") (uuid "e20a71f4-c126-42bc-b12e-f9b02dfa01f9") @@ -16309,7 +16311,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 135 "Net-(D98-K)") + (net 133 "Net-(D98-K)") (pinfunction "K") (pintype "passive") (uuid "8ae0f798-f7c3-438d-836e-6ca79fc326ca") @@ -16319,7 +16321,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 136 "Net-(D98-A)") + (net 134 "Net-(D98-A)") (pinfunction "A") (pintype "passive") (uuid "fd62de6e-91c9-4b6e-be5d-d9e8d7484f9a") @@ -16567,7 +16569,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 119 "5K_VBAT") + (net 117 "5K_VBAT") (pinfunction "A") (pintype "passive") (uuid "809bd0af-6015-4eab-983e-479dfb140c0b") @@ -18313,7 +18315,7 @@ (drill 0.8) (layers "*.Cu" "*.Mask") (remove_unused_layers no) - (net 148 "Net-(Q3-S)") + (net 146 "Net-(Q3-S)") (pintype "passive") (uuid "c778a662-162e-42f4-b718-3d49d2ea9677") ) @@ -18339,6 +18341,180 @@ ) ) ) + (footprint "TestPoint:TestPoint_Pad_2.0x2.0mm" + (layer "F.Cu") + (uuid "8d99d3d6-8962-43ae-bf5f-b1fbb003db0e") + (at 203.48 74.87) + (descr "SMD rectangular pad as test Point, square 2.0mm side length") + (tags "test point SMD pad rectangle square") + (property "Reference" "TP2" + (at 0 -1.998 0) + (layer "F.SilkS") + (hide yes) + (uuid "f23075ef-2584-4439-b2a9-df5af4491eb9") + (effects + (font + (size 1 1) + (thickness 0.15) + ) + ) + ) + (property "Value" "TestPoint" + (at 0 2.05 0) + (layer "F.Fab") + (uuid "b7c08b4b-fb4e-4f3f-b145-7d3d5c9d7459") + (effects + (font + (size 1 1) + (thickness 0.15) + ) + ) + ) + (property "Footprint" "TestPoint:TestPoint_Pad_2.0x2.0mm" + (at 0 0 0) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "8e364640-d0fd-4aa5-b222-e76a67c9872b") + (effects + (font + (size 1.27 1.27) + (thickness 0.15) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 0) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "5df53c28-15c8-4764-a3b9-0c259ae8d34a") + (effects + (font + (size 1.27 1.27) + (thickness 0.15) + ) + ) + ) + (property "Description" "test point" + (at 0 0 0) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "57f8dad9-04a7-4f54-8614-f7e24d7546b8") + (effects + (font + (size 1.27 1.27) + (thickness 0.15) + ) + ) + ) + (property ki_fp_filters "Pin* Test*") + (path "/53763cb0-69f2-4bd5-a22b-4fae3a399243") + (sheetname "Root") + (sheetfile "PlantCtrlESP32.kicad_sch") + (attr exclude_from_pos_files) + (fp_line + (start -1.2 -1.2) + (end 1.2 -1.2) + (stroke + (width 0.12) + (type solid) + ) + (layer "F.SilkS") + (uuid "d2594890-47da-43ea-825f-dc8f01b918b5") + ) + (fp_line + (start -1.2 1.2) + (end -1.2 -1.2) + (stroke + (width 0.12) + (type solid) + ) + (layer "F.SilkS") + (uuid "4fc34bbd-2e22-439d-a0fa-614580a3834a") + ) + (fp_line + (start 1.2 -1.2) + (end 1.2 1.2) + (stroke + (width 0.12) + (type solid) + ) + (layer "F.SilkS") + (uuid "acd40f50-99a3-43cf-abb0-3b79eea3d6f4") + ) + (fp_line + (start 1.2 1.2) + (end -1.2 1.2) + (stroke + (width 0.12) + (type solid) + ) + (layer "F.SilkS") + (uuid "17f19c6f-67f3-4d26-950e-62cf6c1a6543") + ) + (fp_line + (start -1.5 -1.5) + (end -1.5 1.5) + (stroke + (width 0.05) + (type solid) + ) + (layer "F.CrtYd") + (uuid "c92c4c5c-329b-40c9-bb4b-a4a4fbb941f6") + ) + (fp_line + (start -1.5 -1.5) + (end 1.5 -1.5) + (stroke + (width 0.05) + (type solid) + ) + (layer "F.CrtYd") + (uuid "514f2149-f698-4c6d-a27e-59a782e25cc3") + ) + (fp_line + (start 1.5 1.5) + (end -1.5 1.5) + (stroke + (width 0.05) + (type solid) + ) + (layer "F.CrtYd") + (uuid "034b8f2f-73ca-4783-a4ae-b718c839c2d2") + ) + (fp_line + (start 1.5 1.5) + (end 1.5 -1.5) + (stroke + (width 0.05) + (type solid) + ) + (layer "F.CrtYd") + (uuid "673572a0-ad0f-4355-9a1a-faffa85a392a") + ) + (fp_text user "${REFERENCE}" + (at 0 -2 0) + (layer "F.Fab") + (uuid "b5f51d7e-c259-4122-a58f-790659b0a9df") + (effects + (font + (size 1 1) + (thickness 0.15) + ) + ) + ) + (pad "1" smd rect + (at 0 0) + (size 2 2) + (layers "F.Cu" "F.Mask") + (net 208 "Net-(U3-QG)") + (pinfunction "1") + (pintype "passive") + (uuid "5cb580fd-3d1a-47a2-8016-f9ab1c5ad845") + ) + ) (footprint "LED_SMD:LED_0805_2012Metric" (layer "F.Cu") (uuid "8e3ac4f6-1a62-4c8e-b277-35d7fb0245c5") @@ -18561,7 +18737,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 184 "Net-(Q22-C)") + (net 182 "Net-(Q22-C)") (pinfunction "K") (pintype "passive") (uuid "c0a07c60-7311-4fa8-a920-8bd0de5534c7") @@ -20574,7 +20750,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 119 "5K_VBAT") + (net 117 "5K_VBAT") (pinfunction "A") (pintype "passive") (uuid "5366fa89-c1c6-4516-bc37-8ef3f43ad45f") @@ -20823,7 +20999,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 198 "FAULT5") + (net 196 "FAULT5") (pinfunction "A") (pintype "passive") (uuid "01f413b4-9869-4d6e-ab89-99643d0b7757") @@ -21246,7 +21422,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 195 "FAULT2") + (net 193 "FAULT2") (pinfunction "A") (pintype "passive") (uuid "8eda3784-ac39-4915-bbba-f238b0b7125d") @@ -21890,7 +22066,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 129 "Net-(I2C3-A)") + (net 127 "Net-(I2C3-A)") (pinfunction "A") (pintype "passive") (uuid "fcbf47bd-9b75-4eb3-aa10-10faecea5356") @@ -22259,7 +22435,7 @@ (drill 1) (layers "*.Cu" "*.Mask") (remove_unused_layers no) - (net 132 "/Light+") + (net 130 "/Light+") (pinfunction "Pin_2") (pintype "passive") (uuid "819edc35-9c1a-4dfc-9501-689321374371") @@ -22551,7 +22727,7 @@ (drill 0.8) (layers "*.Cu" "*.Mask") (remove_unused_layers no) - (net 130 "Net-(R24-Pad2)") + (net 128 "Net-(R24-Pad2)") (pinfunction "3") (pintype "passive") (uuid "3a6f1246-e9a8-44a2-b177-5e8add136b0c") @@ -22799,7 +22975,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 119 "5K_VBAT") + (net 117 "5K_VBAT") (pinfunction "A") (pintype "passive") (uuid "7df3e11f-90b4-413a-96bc-3240a2155c4f") @@ -23038,7 +23214,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 181 "Net-(Q19-C)") + (net 179 "Net-(Q19-C)") (pinfunction "K") (pintype "passive") (uuid "dd6690d3-1d26-40d3-895e-fb5a05b1c459") @@ -23287,7 +23463,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 179 "Net-(Q17-C)") + (net 177 "Net-(Q17-C)") (pinfunction "K") (pintype "passive") (uuid "1dd53f00-1545-4799-9b05-67acd7c491ec") @@ -23911,7 +24087,7 @@ (size 1 5.5) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 151 "Net-(J3-Pin_1)") + (net 149 "Net-(J3-Pin_1)") (pinfunction "Pin_1") (pintype "passive") (uuid "5dfa7aa8-9f11-4f1a-bbe3-98c82f605fe1") @@ -25291,7 +25467,7 @@ (drill 0.8) (layers "*.Cu" "*.Mask") (remove_unused_layers no) - (net 118 "S_VIN") + (net 116 "S_VIN") (pintype "passive") (uuid "1874d0cb-635d-4f4d-ad42-248a61f53274") ) @@ -25485,7 +25661,7 @@ (at 0 0) (size 2 2) (layers "F.Cu" "F.Mask") - (net 117 "IsDay") + (net 115 "IsDay") (pinfunction "1") (pintype "passive") (uuid "d2ef2dbc-4fd7-459a-b8d4-465e42e621dc") @@ -26002,7 +26178,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 201 "FAULT8") + (net 199 "FAULT8") (pinfunction "A") (pintype "passive") (uuid "0dd4161b-2f49-4c7a-bd7c-7d3bece9d659") @@ -26620,7 +26796,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 169 "Net-(D11-A)") + (net 167 "Net-(D11-A)") (pinfunction "A") (pintype "passive") (uuid "1f6098e3-d445-4e2b-bd84-01c4563365d4") @@ -27633,7 +27809,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 119 "5K_VBAT") + (net 117 "5K_VBAT") (pinfunction "A") (pintype "passive") (uuid "1b6d4335-4693-45ed-9937-9791b98c353a") @@ -27881,7 +28057,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 119 "5K_VBAT") + (net 117 "5K_VBAT") (pinfunction "A") (pintype "passive") (uuid "1359a526-380b-4420-a405-b352eb010ed3") @@ -28516,7 +28692,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 180 "Net-(Q18-C)") + (net 178 "Net-(Q18-C)") (pinfunction "K") (pintype "passive") (uuid "1bca40a9-22b0-407d-9d17-abc2f180749f") @@ -28765,7 +28941,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 110 "Net-(SIGNAL1-K)") + (net 108 "Net-(SIGNAL1-K)") (pinfunction "K") (pintype "passive") (uuid "6e3e2749-c882-474e-a74a-f38e3106743b") @@ -29014,7 +29190,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 192 "Net-(Q30-C)") + (net 190 "Net-(Q30-C)") (pinfunction "K") (pintype "passive") (uuid "0a02c803-c759-43ec-8612-22d55f2ec764") @@ -29659,7 +29835,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 178 "Net-(Q16-C)") + (net 176 "Net-(Q16-C)") (pinfunction "K") (pintype "passive") (uuid "0cb10d28-9b79-4a19-98c0-7a7ea4958053") @@ -29686,6 +29862,180 @@ ) ) ) + (footprint "TestPoint:TestPoint_Pad_2.0x2.0mm" + (layer "F.Cu") + (uuid "e569de31-a2cf-4e21-8c20-59acc3fbcbec") + (at 203.48 78) + (descr "SMD rectangular pad as test Point, square 2.0mm side length") + (tags "test point SMD pad rectangle square") + (property "Reference" "TP1" + (at 0 -1.998 0) + (layer "F.SilkS") + (hide yes) + (uuid "49418305-804e-4123-8859-fc5f15b177cb") + (effects + (font + (size 1 1) + (thickness 0.15) + ) + ) + ) + (property "Value" "TestPoint" + (at 0 2.05 0) + (layer "F.Fab") + (uuid "9bb8946b-5eaa-4ec3-9cd3-6971aad90658") + (effects + (font + (size 1 1) + (thickness 0.15) + ) + ) + ) + (property "Footprint" "TestPoint:TestPoint_Pad_2.0x2.0mm" + (at 0 0 0) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "1a2bb803-df2a-460e-a383-dab117e8a780") + (effects + (font + (size 1.27 1.27) + (thickness 0.15) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 0) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "67f5fd57-513c-46f2-a993-eddd284803d1") + (effects + (font + (size 1.27 1.27) + (thickness 0.15) + ) + ) + ) + (property "Description" "test point" + (at 0 0 0) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "2fdea13d-20c7-4511-9a46-6959a68bca8d") + (effects + (font + (size 1.27 1.27) + (thickness 0.15) + ) + ) + ) + (property ki_fp_filters "Pin* Test*") + (path "/cde457c6-2c04-4c7c-8c8b-5127e019c9ba") + (sheetname "Root") + (sheetfile "PlantCtrlESP32.kicad_sch") + (attr exclude_from_pos_files) + (fp_line + (start -1.2 -1.2) + (end 1.2 -1.2) + (stroke + (width 0.12) + (type solid) + ) + (layer "F.SilkS") + (uuid "b7babc35-ec4a-4161-a2a6-b8aed3528a71") + ) + (fp_line + (start -1.2 1.2) + (end -1.2 -1.2) + (stroke + (width 0.12) + (type solid) + ) + (layer "F.SilkS") + (uuid "a6e847bf-f705-4c6e-bae9-90978df0d00f") + ) + (fp_line + (start 1.2 -1.2) + (end 1.2 1.2) + (stroke + (width 0.12) + (type solid) + ) + (layer "F.SilkS") + (uuid "360af62f-18c7-43ae-aefd-fc0fb2259f88") + ) + (fp_line + (start 1.2 1.2) + (end -1.2 1.2) + (stroke + (width 0.12) + (type solid) + ) + (layer "F.SilkS") + (uuid "43423332-8b8d-449e-bc4e-1d87d6b4ec44") + ) + (fp_line + (start -1.5 -1.5) + (end -1.5 1.5) + (stroke + (width 0.05) + (type solid) + ) + (layer "F.CrtYd") + (uuid "d2b4cff5-0a7a-46f3-8ec8-76d7afa37ecc") + ) + (fp_line + (start -1.5 -1.5) + (end 1.5 -1.5) + (stroke + (width 0.05) + (type solid) + ) + (layer "F.CrtYd") + (uuid "9c546b97-698a-4784-88c1-8fb05298bdca") + ) + (fp_line + (start 1.5 1.5) + (end -1.5 1.5) + (stroke + (width 0.05) + (type solid) + ) + (layer "F.CrtYd") + (uuid "de08257f-71a1-48e4-899b-4eceb8d033b0") + ) + (fp_line + (start 1.5 1.5) + (end 1.5 -1.5) + (stroke + (width 0.05) + (type solid) + ) + (layer "F.CrtYd") + (uuid "fefc975c-f08e-46c7-aa40-53ae2440b4d6") + ) + (fp_text user "${REFERENCE}" + (at 0 -2 0) + (layer "F.Fab") + (uuid "bb778f27-91ba-4c34-b6b3-34ef13fc1913") + (effects + (font + (size 1 1) + (thickness 0.15) + ) + ) + ) + (pad "1" smd rect + (at 0 0) + (size 2 2) + (layers "F.Cu" "F.Mask") + (net 207 "Net-(U3-QH)") + (pinfunction "1") + (pintype "passive") + (uuid "6ad29741-e066-47a2-aba5-c2440212bc31") + ) + ) (footprint "LED_SMD:LED_0805_2012Metric" (layer "F.Cu") (uuid "f1a35a98-da86-4453-b53d-290b86203b65") @@ -29918,7 +30268,7 @@ (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 200 "FAULT7") + (net 198 "FAULT7") (pinfunction "A") (pintype "passive") (uuid "9a416a51-0803-4a1f-821e-f17ceffa3a2c") @@ -30574,7 +30924,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 153 "Net-(Q15-B)") + (net 151 "Net-(Q15-B)") (pinfunction "B") (pintype "input") (uuid "8792c6a0-56b4-4001-9933-441a934e06f8") @@ -30594,7 +30944,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 177 "Net-(Q15-C)") + (net 175 "Net-(Q15-C)") (pinfunction "C") (pintype "passive") (uuid "8f61b044-54c0-415f-906f-235159116992") @@ -30828,7 +31178,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 166 "Net-(Q29-B)") + (net 164 "Net-(Q29-B)") (pintype "passive") (uuid "8dc33fb4-91d6-4783-b95e-d5aaeba03041") ) @@ -31061,7 +31411,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 161 "Net-(Q24-B)") + (net 159 "Net-(Q24-B)") (pintype "passive") (uuid "2bbd93bf-e5af-42f7-8342-d21778d531d2") ) @@ -31929,7 +32279,7 @@ (size 1.25 2.65) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.2) - (net 146 "/Light_cool") + (net 144 "/Light_cool") (pinfunction "1") (pintype "passive") (uuid "9f2067b3-5798-4ca1-952e-455c46c17c3f") @@ -31939,7 +32289,7 @@ (size 1.25 2.65) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.2) - (net 132 "/Light+") + (net 130 "/Light+") (pinfunction "2") (pintype "passive") (uuid "5d45b334-2768-4dce-8b2f-d27eebdcc4c8") @@ -32173,7 +32523,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 156 "Net-(Q19-B)") + (net 154 "Net-(Q19-B)") (pintype "passive") (uuid "5d51fa37-c9ff-42f0-863a-242394dec41e") ) @@ -32549,7 +32899,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 155 "Net-(Q18-B)") + (net 153 "Net-(Q18-B)") (pinfunction "B") (pintype "input") (uuid "463c772e-e868-43d4-90c9-16071fd1e92d") @@ -32569,7 +32919,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 180 "Net-(Q18-C)") + (net 178 "Net-(Q18-C)") (pinfunction "C") (pintype "passive") (uuid "f08e3112-68cf-41e4-90b8-d7fb0b77f2d8") @@ -32605,7 +32955,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -33072,16 +33422,16 @@ ) ) ) - (footprint "PCM_Capacitor_SMD_Handsoldering_AKL:C_0805_2012Metric_Pad1.18x1.45mm" + (footprint "PCM_Capacitor_SMD_Handsoldering_AKL:C_0603_1608Metric_Pad1.08x0.95mm" (layer "B.Cu") (uuid "09779997-73ab-47a1-be33-1a64939f0440") (at 190.98 47.07 -90) - (descr "Capacitor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf, https://docs.google.com/spreadsheets/d/1BsfQQcO9C6DZCsRaXUlFlo91Tg2WpOkGARC1WS5S8t0/edit?usp=sharing), Alternate KiCad Library") + (descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), Alternate KiCad Library") (tags "capacitor handsolder") (property "Reference" "C6" - (at -0.03 -1.75 -90) + (at 0 1.43 90) (layer "B.SilkS") - (uuid "d0c61dbd-2447-4444-a7e8-46cb341a025b") + (uuid "330c479a-ba8e-4bac-8da6-03c614335fc6") (effects (font (size 1 1) @@ -33090,11 +33440,11 @@ (justify mirror) ) ) - (property "Value" "100nF" - (at 0 -1.68 -90) + (property "Value" "100nf" + (at 0 -1.43 90) (layer "B.Fab") (hide yes) - (uuid "79261526-1b4d-4d5f-9453-6b0fbdb0c5d5") + (uuid "ef6dbb6b-d907-4d09-a87b-0bbebd343ad2") (effects (font (size 1 1) @@ -33103,12 +33453,11 @@ (justify mirror) ) ) - (property "Footprint" "PCM_Capacitor_SMD_Handsoldering_AKL:C_0805_2012Metric_Pad1.18x1.45mm" + (property "Footprint" "PCM_Capacitor_SMD_Handsoldering_AKL:C_0603_1608Metric_Pad1.08x0.95mm" (at 0 0 90) - (unlocked yes) (layer "B.Fab") (hide yes) - (uuid "58e9d26c-23e4-4a54-955f-41423a2cd530") + (uuid "80915908-1911-4e21-af48-8531b13a2213") (effects (font (size 1.27 1.27) @@ -33119,10 +33468,9 @@ ) (property "Datasheet" "" (at 0 0 90) - (unlocked yes) (layer "B.Fab") (hide yes) - (uuid "f0a654bd-32c7-4979-9c79-8cfeda937472") + (uuid "1d60224f-d5ec-4f86-b0f5-531654a7229c") (effects (font (size 1.27 1.27) @@ -33133,10 +33481,9 @@ ) (property "Description" "" (at 0 0 90) - (unlocked yes) (layer "B.Fab") (hide yes) - (uuid "11f5ca82-ee13-4d75-b272-b5b20cf2ad73") + (uuid "f7595302-bc74-4d78-95ac-52c04d6b61c2") (effects (font (size 1.27 1.27) @@ -33164,198 +33511,158 @@ (sheetfile "PlantCtrlESP32.kicad_sch") (attr smd dnp) (fp_line - (start -1.6 1) - (end 1.6 1) + (start -1.4 0.8) + (end 1.4 0.799999) (stroke (width 0.12) (type solid) ) (layer "B.SilkS") - (uuid "581677e6-398e-4eb8-a91c-fdb0f922c585") + (uuid "008dbb29-cee0-4d8c-b13a-16162d23bb3a") ) (fp_line - (start 0.127 0.3175) - (end 0.127 -0.3175) + (start 1.4 -0.800001) + (end -1.4 -0.800002) (stroke (width 0.12) (type solid) ) (layer "B.SilkS") - (uuid "5c7cc937-fde6-40cb-92c8-55405b71a286") - ) - (fp_line - (start -0.1905 0) - (end -0.127 0) - (stroke - (width 0.12) - (type solid) - ) - (layer "B.SilkS") - (uuid "49aa1627-9dc1-46cc-b929-628ce3d73159") - ) - (fp_line - (start 0.1905 0) - (end 0.127 0) - (stroke - (width 0.12) - (type solid) - ) - (layer "B.SilkS") - (uuid "9ec674c8-6400-4d32-a09b-a41fba446b13") - ) - (fp_line - (start -0.127 -0.3175) - (end -0.127 0.3175) - (stroke - (width 0.12) - (type solid) - ) - (layer "B.SilkS") - (uuid "f71aca6b-60c6-4d19-96e6-ebf2a52403e6") - ) - (fp_line - (start 1.6 -1) - (end -1.6 -1) - (stroke - (width 0.12) - (type solid) - ) - (layer "B.SilkS") - (uuid "3a96ce75-f889-4b96-8d4b-ea7510f40713") + (uuid "92ee6f5e-67d9-4cc1-b9c1-a96e6d103c5c") ) (fp_arc - (start -1.6 1) - (mid -1.980894 0) - (end -1.6 -1) + (start -1.4 0.8) + (mid -1.719939 -0.000001) + (end -1.4 -0.800002) (stroke (width 0.12) (type solid) ) (layer "B.SilkS") - (uuid "913a7aae-27d5-43ae-b22a-89682aa9f7c3") + (uuid "ae44122d-e5fe-4f14-9880-b87f20425e2c") ) (fp_arc - (start 1.6 -1) - (mid 1.980894 0) - (end 1.6 1) + (start 1.4 -0.800001) + (mid 1.719939 0) + (end 1.4 0.800001) (stroke (width 0.12) (type solid) ) (layer "B.SilkS") - (uuid "61a099a2-972b-468b-bb88-ba1d7045d5ae") + (uuid "2d51b4c5-4d00-4f2f-887d-7ba3be5e2ea0") ) (fp_line - (start -1.88 0.98) - (end -1.88 -0.98) + (start -1.65 0.73) + (end -1.65 -0.73) (stroke (width 0.05) (type solid) ) (layer "B.CrtYd") - (uuid "d3a4f94b-8263-4df0-98db-5fe06f8a885d") + (uuid "116af3f9-5b28-4bb9-ac8b-e0c54b018fad") ) (fp_line - (start 1.88 0.98) - (end -1.88 0.98) + (start 1.65 0.73) + (end -1.65 0.73) (stroke (width 0.05) (type solid) ) (layer "B.CrtYd") - (uuid "e1e8e270-fee3-4656-8f71-2030046c5c3c") + (uuid "62c28a23-b503-4fdd-adf9-c3a7ff8c7038") ) (fp_line - (start -1.88 -0.98) - (end 1.88 -0.98) + (start -1.65 -0.73) + (end 1.65 -0.73) (stroke (width 0.05) (type solid) ) (layer "B.CrtYd") - (uuid "9d06ff8a-3fa8-48b1-b79a-f7c6ca4ac97e") + (uuid "18f1e5fb-6abc-4aa8-b3ac-d4e47a0164fe") ) (fp_line - (start 1.88 -0.98) - (end 1.88 0.98) + (start 1.65 -0.73) + (end 1.65 0.73) (stroke (width 0.05) (type solid) ) (layer "B.CrtYd") - (uuid "3b4dea1c-9682-4569-908e-70c29b08e06e") + (uuid "cb7cf158-421f-4992-807c-a908224375c1") ) (fp_line - (start -1 0.625) - (end -1 -0.625) + (start -0.8 0.4) + (end -0.8 -0.4) (stroke (width 0.1) (type solid) ) (layer "B.Fab") - (uuid "f1719593-2208-4a38-ae4f-a66bd5c0fdab") + (uuid "31e56f95-7fb3-4d29-868a-8be64a401895") ) (fp_line - (start 1 0.625) - (end -1 0.625) + (start 0.8 0.4) + (end -0.8 0.4) (stroke (width 0.1) (type solid) ) (layer "B.Fab") - (uuid "f8c13cd7-c620-4625-b856-798d6b41e516") + (uuid "ff316355-3723-4293-8d96-4b16e20e5250") ) (fp_line - (start -1 -0.625) - (end 1 -0.625) + (start -0.8 -0.4) + (end 0.8 -0.4) (stroke (width 0.1) (type solid) ) (layer "B.Fab") - (uuid "47e9dae6-8f6c-4166-a1f5-9bf5e8c85677") + (uuid "a8ead9e2-2131-43b5-8a1c-b4889b94e58b") ) (fp_line - (start 1 -0.625) - (end 1 0.625) + (start 0.8 -0.4) + (end 0.8 0.4) (stroke (width 0.1) (type solid) ) (layer "B.Fab") - (uuid "c60a4491-856d-4f9d-a1b4-5f171e574237") + (uuid "99763888-ef8b-4d50-9d0d-a3ff296d06fc") ) (fp_text user "${REFERENCE}" - (at 0 0 -90) + (at 0 0 90) (layer "B.Fab") - (uuid "a3bbc32f-f1ad-462b-90a4-56b06a618b95") + (uuid "b7523883-ecd5-4d47-b647-1defbe4fd022") (effects (font - (size 0.5 0.5) - (thickness 0.08) + (size 0.4 0.4) + (thickness 0.06) ) (justify mirror) ) ) (pad "1" smd roundrect - (at -1.0375 0 270) - (size 1.175 1.45) + (at -0.8625 0 270) + (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") - (roundrect_rratio 0.212766) + (roundrect_rratio 0.25) (net 3 "GND") (pintype "passive") - (uuid "6b742ef5-3bb8-4dfe-9a7c-c8f2c288f484") + (uuid "8e95a546-8bac-4bef-bdd1-0e1001d80167") ) (pad "2" smd roundrect - (at 1.0375 0 270) - (size 1.175 1.45) + (at 0.8625 0 270) + (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") - (roundrect_rratio 0.212766) + (roundrect_rratio 0.25) (net 1 "EN") (pintype "passive") - (uuid "15b66e1a-44ed-4bf1-83e3-4f701a0f76c7") + (uuid "37f51edf-796a-43a1-bbea-a07b72016728") ) - (model "${KICAD6_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0805_2012Metric.wrl" + (model "${KICAD6_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0603_1608Metric.wrl" (offset (xyz 0 0 0) ) @@ -33386,7 +33693,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 180) (layer "B.Fab") (hide yes) @@ -33643,7 +33950,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -33856,7 +34163,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 183 "Net-(Q21-C)") + (net 181 "Net-(Q21-C)") (pintype "passive") (uuid "312a9d96-40a1-4101-82ae-f29ab234e95c") ) @@ -34195,7 +34502,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -34961,7 +35268,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -35633,7 +35940,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 141 "Net-(U6-COM)") + (net 139 "Net-(U6-COM)") (pintype "passive") (uuid "0f2b4467-ca00-40ef-a338-850d73e38df6") ) @@ -35642,7 +35949,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 134 "Net-(C19-Pad1)") + (net 132 "Net-(C19-Pad1)") (pintype "passive") (uuid "6a99d196-f8a1-4617-b3bd-624f994cb729") ) @@ -36388,7 +36695,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 156 "Net-(Q19-B)") + (net 154 "Net-(Q19-B)") (pintype "passive") (uuid "688df548-961e-4a58-a630-6dec27730382") ) @@ -36764,7 +37071,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 157 "Net-(Q20-B)") + (net 155 "Net-(Q20-B)") (pinfunction "B") (pintype "input") (uuid "87c9c959-7ca7-4ff6-967b-b5d780e12e4d") @@ -36784,7 +37091,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 182 "Net-(Q20-C)") + (net 180 "Net-(Q20-C)") (pinfunction "C") (pintype "passive") (uuid "9fc03e50-98fc-4236-b6aa-5e64cf2c3b5e") @@ -37048,7 +37355,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 111 "MS4") + (net 109 "MS4") (pinfunction "QB") (pintype "tri_state") (uuid "46bbddb8-bf2c-45fc-94ea-a29986e374f6") @@ -37058,7 +37365,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 115 "MS2") + (net 113 "MS2") (pinfunction "QC") (pintype "tri_state") (uuid "0f6d64a3-eec5-433b-9bd2-9292ed3801fd") @@ -37068,7 +37375,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 114 "MS3") + (net 112 "MS3") (pinfunction "QD") (pintype "tri_state") (uuid "8ffadec2-77cf-48a1-af48-536f9de38137") @@ -37088,7 +37395,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 112 "MS1") + (net 110 "MS1") (pinfunction "QF") (pintype "tri_state") (uuid "f1d9e40d-c67e-45d1-a19d-d3b4fe30f66d") @@ -37098,9 +37405,9 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 107 "unconnected-(U3-QG-Pad6)") + (net 208 "Net-(U3-QG)") (pinfunction "QG") - (pintype "tri_state+no_connect") + (pintype "tri_state") (uuid "add97ead-3b08-46e0-9e5b-331d6e8a6c7c") ) (pad "7" smd roundrect @@ -37108,9 +37415,9 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 108 "unconnected-(U3-QH-Pad7)") + (net 207 "Net-(U3-QH)") (pinfunction "QH") - (pintype "tri_state+no_connect") + (pintype "tri_state") (uuid "b45d8178-87d4-479a-b413-50f3beffed19") ) (pad "8" smd roundrect @@ -37128,7 +37435,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 121 "Net-(U3-QH')") + (net 119 "Net-(U3-QH')") (pinfunction "QH'") (pintype "output") (uuid "bad20cdf-68ec-4dc1-ab76-951722036eec") @@ -37168,7 +37475,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 202 "OE") + (net 200 "OE") (pinfunction "~{OE}") (pintype "input") (uuid "c139a860-4d26-4c91-ad02-205279e27b89") @@ -37178,7 +37485,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 120 "Net-(U1-QH')") + (net 118 "Net-(U1-QH')") (pinfunction "SER") (pintype "input") (uuid "0fc3423a-12a5-4904-865b-41867d9e26cd") @@ -37188,7 +37495,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 113 "MS0") + (net 111 "MS0") (pinfunction "QA") (pintype "tri_state") (uuid "ae362b06-a7a5-4c81-9591-320c676d711f") @@ -37772,7 +38079,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 120 "Net-(U1-QH')") + (net 118 "Net-(U1-QH')") (pinfunction "QH'") (pintype "output") (uuid "7c86037d-0f7d-441a-b205-ed0d923e7bd0") @@ -37812,7 +38119,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 202 "OE") + (net 200 "OE") (pinfunction "~{OE}") (pintype "input") (uuid "48ca7483-426a-492b-b07e-e2fb6b519d15") @@ -38808,7 +39115,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 166 "Net-(Q29-B)") + (net 164 "Net-(Q29-B)") (pinfunction "B") (pintype "input") (uuid "dc706d65-86b3-4bdb-a88c-7680922fed2a") @@ -38828,7 +39135,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 191 "Net-(Q29-C)") + (net 189 "Net-(Q29-C)") (pinfunction "C") (pintype "passive") (uuid "909d8776-44e9-4502-9d56-9cab1cf19798") @@ -39373,7 +39680,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -39586,7 +39893,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 190 "Net-(Q28-C)") + (net 188 "Net-(Q28-C)") (pintype "passive") (uuid "5c9e718b-d663-4ced-8068-9ef78d4e764e") ) @@ -39928,7 +40235,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 150 "Net-(Q3-G)") + (net 148 "Net-(Q3-G)") (pinfunction "G") (pintype "input") (uuid "d771e769-992b-462a-a4b2-492522965066") @@ -39938,7 +40245,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 148 "Net-(Q3-S)") + (net 146 "Net-(Q3-S)") (pinfunction "S") (pintype "passive") (uuid "9fdcb4bf-bdfd-4cf8-9c5f-a8636bd3f057") @@ -40182,7 +40489,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 159 "Net-(Q22-B)") + (net 157 "Net-(Q22-B)") (pintype "passive") (uuid "b4690335-e82e-4870-aac7-3cdc37a3d438") ) @@ -40970,7 +41277,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -41183,7 +41490,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 192 "Net-(Q30-C)") + (net 190 "Net-(Q30-C)") (pintype "passive") (uuid "d6907184-104d-4ff5-b3dd-d3c108e64c27") ) @@ -41227,7 +41534,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -41440,7 +41747,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 191 "Net-(Q29-C)") + (net 189 "Net-(Q29-C)") (pintype "passive") (uuid "a1774f06-3e40-4e2a-9c94-0c73c6b1a736") ) @@ -42839,7 +43146,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 145 "/3_3IN") + (net 143 "/3_3IN") (pintype "passive") (uuid "23e316b6-6fff-4a65-ad1f-194d283b32e7") ) @@ -43059,7 +43366,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 124 "Net-(Q2-G)") + (net 122 "Net-(Q2-G)") (pintype "passive") (uuid "4097383f-ad36-4b4e-ad74-f5a49b951c1b") ) @@ -43068,7 +43375,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 128 "LED_ENABLE") + (net 126 "LED_ENABLE") (pintype "passive") (uuid "9497dbfe-ebc5-477f-a5e8-92bf8fcbc83d") ) @@ -43876,7 +44183,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 119 "5K_VBAT") + (net 117 "5K_VBAT") (pintype "passive") (uuid "17d25e9e-32cb-4ff7-a564-aa113105b1b5") ) @@ -44252,7 +44559,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 165 "Net-(Q28-B)") + (net 163 "Net-(Q28-B)") (pinfunction "B") (pintype "input") (uuid "18675587-c4e6-416f-8334-49bea112e589") @@ -44272,7 +44579,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 190 "Net-(Q28-C)") + (net 188 "Net-(Q28-C)") (pinfunction "C") (pintype "passive") (uuid "aea7d737-e563-48c4-be91-77f1d1f4c421") @@ -44853,7 +45160,7 @@ (size 1.325 1.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.188679) - (net 145 "/3_3IN") + (net 143 "/3_3IN") (pintype "passive") (uuid "37c2621d-6695-475e-8fc0-4b74f22022ac") ) @@ -45380,7 +45687,7 @@ (size 1.25 2.65) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.2) - (net 147 "/3_3V_cool") + (net 145 "/3_3V_cool") (pinfunction "1") (pintype "passive") (uuid "5f6245fa-0a8a-4f8b-9ece-a7fcbd6e38e1") @@ -45692,7 +45999,7 @@ (size 2.29 2.03) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.12) - (net 138 "Net-(L3-Pad2)") + (net 136 "Net-(L3-Pad2)") (pinfunction "1") (pintype "passive") (uuid "4948becc-0a9c-48bd-91aa-dc67085bbc25") @@ -45702,7 +46009,7 @@ (size 1.4 0.76) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.12) - (net 144 "Net-(U6-CSP)") + (net 142 "Net-(U6-CSP)") (pinfunction "2") (pintype "passive") (uuid "3a1f9660-ba2e-4053-a0f7-a1d5af5c5658") @@ -45712,7 +46019,7 @@ (size 1.4 0.76) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 142 "Net-(U6-BAT)") + (net 140 "Net-(U6-BAT)") (pinfunction "3") (pintype "passive") (uuid "60786f77-fa6f-4712-b7ca-4ebeaf91d565") @@ -45722,7 +46029,7 @@ (size 2.29 2.03) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.12) - (net 148 "Net-(Q3-S)") + (net 146 "Net-(Q3-S)") (pinfunction "4") (pintype "passive") (uuid "3270eaed-5a66-4f23-a5f4-9cf706170150") @@ -46173,7 +46480,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 142 "Net-(U6-BAT)") + (net 140 "Net-(U6-BAT)") (pintype "passive") (uuid "ea92f702-8624-4498-b1f0-c6644decbf2b") ) @@ -46182,7 +46489,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 143 "Net-(U6-FB)") + (net 141 "Net-(U6-FB)") (pintype "passive") (uuid "3cd4d8ba-5f59-4475-865d-151962e8a3b7") ) @@ -46445,7 +46752,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 201 "FAULT8") + (net 199 "FAULT8") (pinfunction "QB") (pintype "tri_state") (uuid "8a548339-b984-482e-9147-d4357bf62f31") @@ -46455,7 +46762,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 200 "FAULT7") + (net 198 "FAULT7") (pinfunction "QC") (pintype "tri_state") (uuid "da9fd88c-318b-4284-9b39-e3d902c36849") @@ -46465,7 +46772,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 199 "FAULT6") + (net 197 "FAULT6") (pinfunction "QD") (pintype "tri_state") (uuid "a9c33521-e53f-4ee6-a6df-e666380c03f4") @@ -46475,7 +46782,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 198 "FAULT5") + (net 196 "FAULT5") (pinfunction "QE") (pintype "tri_state") (uuid "6f37d359-cb0d-47bf-909c-bf59041bfd0b") @@ -46485,7 +46792,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 197 "FAULT4") + (net 195 "FAULT4") (pinfunction "QF") (pintype "tri_state") (uuid "2c1f5e59-cd32-4d6e-b5f6-01548f6f7435") @@ -46495,7 +46802,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 194 "FAULT1") + (net 192 "FAULT1") (pinfunction "QG") (pintype "tri_state") (uuid "f8f21adb-07cc-41b7-ab7d-04d7f5b551c7") @@ -46505,7 +46812,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 195 "FAULT2") + (net 193 "FAULT2") (pinfunction "QH") (pintype "tri_state") (uuid "0fba116f-15da-44b4-9ff6-016e5e1ea688") @@ -46565,7 +46872,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 202 "OE") + (net 200 "OE") (pinfunction "~{OE}") (pintype "input") (uuid "649a4a27-f5ac-433e-a3c6-61de099494ca") @@ -46575,7 +46882,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 121 "Net-(U3-QH')") + (net 119 "Net-(U3-QH')") (pinfunction "SER") (pintype "input") (uuid "ed570af7-0547-4937-ab84-bc40a21852fc") @@ -46585,7 +46892,7 @@ (size 2 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 196 "FAULT3") + (net 194 "FAULT3") (pinfunction "QA") (pintype "tri_state") (uuid "8fd276f7-29bd-42d1-998a-998fe3dabec8") @@ -46631,7 +46938,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -46844,7 +47151,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 184 "Net-(Q22-C)") + (net 182 "Net-(Q22-C)") (pintype "passive") (uuid "a8155e9b-6846-401d-9db6-92906302465f") ) @@ -47440,7 +47747,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 165 "Net-(Q28-B)") + (net 163 "Net-(Q28-B)") (pintype "passive") (uuid "f98c523b-674a-4932-8d10-7a584eee3656") ) @@ -47957,7 +48264,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 167 "Net-(Q30-B)") + (net 165 "Net-(Q30-B)") (pintype "passive") (uuid "209684a7-8f2e-4b34-ba7b-2638daa6199e") ) @@ -48562,7 +48869,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 164 "Net-(Q27-B)") + (net 162 "Net-(Q27-B)") (pinfunction "B") (pintype "input") (uuid "d94c7585-ab1e-4e91-be61-3bbd9fdd5275") @@ -48582,7 +48889,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 189 "Net-(Q27-C)") + (net 187 "Net-(Q27-C)") (pinfunction "C") (pintype "passive") (uuid "e3117d4f-da87-4702-85ff-464ca621388e") @@ -48599,6 +48906,309 @@ ) ) ) + (footprint "Package_TO_SOT_SMD:SOT-23-6" + (layer "B.Cu") + (uuid "405063a6-66f2-41ec-bde7-8bd4a6332d4c") + (at 182.67 43.0375 90) + (descr "SOT, 6 Pin (https://www.jedec.org/sites/default/files/docs/Mo-178c.PDF variant AB), generated with kicad-footprint-generator ipc_gullwing_generator.py") + (tags "SOT TO_SOT_SMD") + (property "Reference" "U8" + (at 0 2.4 90) + (layer "B.SilkS") + (uuid "2645edfc-d5ba-4729-add9-602aa33e0c9a") + (effects + (font + (size 1 1) + (thickness 0.15) + ) + (justify mirror) + ) + ) + (property "Value" "USBLC6-2SC6" + (at 0 -2.4 90) + (layer "B.Fab") + (uuid "b4c53300-89ec-45a0-bd1d-be0a97577ddd") + (effects + (font + (size 1 1) + (thickness 0.15) + ) + (justify mirror) + ) + ) + (property "Footprint" "Package_TO_SOT_SMD:SOT-23-6" + (at 0 0 -90) + (unlocked yes) + (layer "B.Fab") + (hide yes) + (uuid "59d26104-c141-470b-a363-3889f93cb3e4") + (effects + (font + (size 1.27 1.27) + (thickness 0.15) + ) + (justify mirror) + ) + ) + (property "Datasheet" "https://www.st.com/resource/en/datasheet/usblc6-2.pdf" + (at 0 0 -90) + (unlocked yes) + (layer "B.Fab") + (hide yes) + (uuid "aa03bb81-0e57-4cb7-a244-7c546ae2fb85") + (effects + (font + (size 1.27 1.27) + (thickness 0.15) + ) + (justify mirror) + ) + ) + (property "Description" "Very low capacitance ESD protection diode, 2 data-line, SOT-23-6" + (at 0 0 -90) + (unlocked yes) + (layer "B.Fab") + (hide yes) + (uuid "195c7438-5952-4e35-8743-b6e420478c09") + (effects + (font + (size 1.27 1.27) + (thickness 0.15) + ) + (justify mirror) + ) + ) + (property ki_fp_filters "SOT?23*") + (path "/f7926f69-e32e-47e6-b64b-89bf25789c10") + (sheetname "Root") + (sheetfile "PlantCtrlESP32.kicad_sch") + (attr smd) + (fp_line + (start 0.8 -1.56) + (end 0 -1.56) + (stroke + (width 0.12) + (type solid) + ) + (layer "B.SilkS") + (uuid "a210cff4-928f-4000-9fbd-b499cccf4184") + ) + (fp_line + (start -0.8 -1.56) + (end 0 -1.56) + (stroke + (width 0.12) + (type solid) + ) + (layer "B.SilkS") + (uuid "cb30a35a-30b1-42a8-913b-c5520af63953") + ) + (fp_line + (start 0.8 1.56) + (end 0 1.56) + (stroke + (width 0.12) + (type solid) + ) + (layer "B.SilkS") + (uuid "84bcb88d-f04d-4f43-a1a6-973d34992eb9") + ) + (fp_line + (start -0.8 1.56) + (end 0 1.56) + (stroke + (width 0.12) + (type solid) + ) + (layer "B.SilkS") + (uuid "4b4c9a48-f81d-4660-b92c-fb1b8b6b3ed6") + ) + (fp_poly + (pts + (xy -1.3 1.51) (xy -1.54 1.84) (xy -1.06 1.84) (xy -1.3 1.51) + ) + (stroke + (width 0.12) + (type solid) + ) + (fill solid) + (layer "B.SilkS") + (uuid "cd46bd17-11fb-4cf7-9004-a5daf3ec5e02") + ) + (fp_line + (start 2.05 -1.7) + (end -2.05 -1.7) + (stroke + (width 0.05) + (type solid) + ) + (layer "B.CrtYd") + (uuid "c003c52b-0dc3-41f7-b55d-23e615f6b583") + ) + (fp_line + (start -2.05 -1.7) + (end -2.05 1.7) + (stroke + (width 0.05) + (type solid) + ) + (layer "B.CrtYd") + (uuid "7fec4aa9-369b-4e5d-8d52-d6fd854c2fe5") + ) + (fp_line + (start 2.05 1.7) + (end 2.05 -1.7) + (stroke + (width 0.05) + (type solid) + ) + (layer "B.CrtYd") + (uuid "bb774bb2-3aec-418c-94fe-406e4aad81b3") + ) + (fp_line + (start -2.05 1.7) + (end 2.05 1.7) + (stroke + (width 0.05) + (type solid) + ) + (layer "B.CrtYd") + (uuid "c72911c6-ebf8-4653-8a5e-1158f75318c5") + ) + (fp_line + (start 0.8 -1.45) + (end 0.8 1.45) + (stroke + (width 0.1) + (type solid) + ) + (layer "B.Fab") + (uuid "9a5c208c-333b-45ce-b7cb-8b627ec07eae") + ) + (fp_line + (start -0.8 -1.45) + (end 0.8 -1.45) + (stroke + (width 0.1) + (type solid) + ) + (layer "B.Fab") + (uuid "d7fb0024-98b0-47da-9f1b-36cde9f36254") + ) + (fp_line + (start -0.8 1.05) + (end -0.8 -1.45) + (stroke + (width 0.1) + (type solid) + ) + (layer "B.Fab") + (uuid "7760db62-d5ce-4d8b-885b-39ed5163df0b") + ) + (fp_line + (start 0.8 1.45) + (end -0.4 1.45) + (stroke + (width 0.1) + (type solid) + ) + (layer "B.Fab") + (uuid "792f3304-3250-428c-ac28-bb06ac717ad7") + ) + (fp_line + (start -0.4 1.45) + (end -0.8 1.05) + (stroke + (width 0.1) + (type solid) + ) + (layer "B.Fab") + (uuid "c35028f4-4e5d-48c8-9ee4-5c335e221338") + ) + (fp_text user "${REFERENCE}" + (at 0 0 90) + (layer "B.Fab") + (uuid "ce30998b-0ec3-454a-bacf-5885784dd49e") + (effects + (font + (size 0.4 0.4) + (thickness 0.06) + ) + (justify mirror) + ) + ) + (pad "1" smd roundrect + (at -1.1375 0.95 90) + (size 1.325 0.6) + (layers "B.Cu" "B.Paste" "B.Mask") + (roundrect_rratio 0.25) + (net 172 "USB_D+") + (pinfunction "I/O1") + (pintype "passive") + (uuid "64c681d2-b3e8-4b2c-9d4e-4ba5bcf5e668") + ) + (pad "2" smd roundrect + (at -1.1375 0 90) + (size 1.325 0.6) + (layers "B.Cu" "B.Paste" "B.Mask") + (roundrect_rratio 0.25) + (net 3 "GND") + (pinfunction "GND") + (pintype "passive") + (uuid "0bdbace2-4be9-45e3-87a7-7c614f2661fa") + ) + (pad "3" smd roundrect + (at -1.1375 -0.95 90) + (size 1.325 0.6) + (layers "B.Cu" "B.Paste" "B.Mask") + (roundrect_rratio 0.25) + (net 170 "USB_D-") + (pinfunction "I/O2") + (pintype "passive") + (uuid "ae504e25-00b5-4345-b835-253a9b10180d") + ) + (pad "4" smd roundrect + (at 1.1375 -0.95 90) + (size 1.325 0.6) + (layers "B.Cu" "B.Paste" "B.Mask") + (roundrect_rratio 0.25) + (net 201 "unconnected-(U8-I{slash}O2-Pad4)") + (pinfunction "I/O2") + (pintype "passive+no_connect") + (uuid "97754c14-8b40-4dbe-9fe8-23f11a900f18") + ) + (pad "5" smd roundrect + (at 1.1375 0 90) + (size 1.325 0.6) + (layers "B.Cu" "B.Paste" "B.Mask") + (roundrect_rratio 0.25) + (net 205 "USB_BUS") + (pinfunction "VBUS") + (pintype "passive") + (uuid "ada0b77b-a64a-4032-8f91-940ba5527ef8") + ) + (pad "6" smd roundrect + (at 1.1375 0.95 90) + (size 1.325 0.6) + (layers "B.Cu" "B.Paste" "B.Mask") + (roundrect_rratio 0.25) + (net 206 "unconnected-(U8-I{slash}O1-Pad6)") + (pinfunction "I/O1") + (pintype "passive+no_connect") + (uuid "b5c6fae1-a941-4550-b3cc-8700bc937f99") + ) + (model "${KICAD8_3DMODEL_DIR}/Package_TO_SOT_SMD.3dshapes/SOT-23-6.wrl" + (offset + (xyz 0 0 0) + ) + (scale + (xyz 1 1 1) + ) + (rotate + (xyz 0 0 0) + ) + ) + ) (footprint "PCM_Capacitor_SMD_Handsoldering_AKL:C_0603_1608Metric_Pad1.08x0.95mm" (layer "B.Cu") (uuid "40e2c44d-15bf-4a0c-9b09-e4f83a3b49a7") @@ -48618,7 +49228,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 180) (layer "B.Fab") (hide yes) @@ -48831,7 +49441,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 118 "S_VIN") + (net 116 "S_VIN") (pintype "passive") (uuid "1bcb6d19-22cf-458e-9b42-8d7d4ccfa2cc") ) @@ -48840,7 +49450,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 133 "Net-(U6-VG)") + (net 131 "Net-(U6-VG)") (pintype "passive") (uuid "e23b28b6-a48d-4de5-8122-b45e4883c49b") ) @@ -49516,7 +50126,7 @@ (size 2.05 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 113 "MS0") + (net 111 "MS0") (pinfunction "S0") (pintype "input") (uuid "abb370e5-5a3b-4f00-b106-d117d86a5e32") @@ -49526,7 +50136,7 @@ (size 2.05 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 112 "MS1") + (net 110 "MS1") (pinfunction "S1") (pintype "input") (uuid "10a1b987-5d5a-4ff7-9554-c35ceae5d1b4") @@ -49546,7 +50156,7 @@ (size 2.05 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 114 "MS3") + (net 112 "MS3") (pinfunction "S3") (pintype "input") (uuid "7fbdfc79-7385-4d42-b15b-861081b2dcf0") @@ -49556,7 +50166,7 @@ (size 2.05 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 115 "MS2") + (net 113 "MS2") (pinfunction "S2") (pintype "input") (uuid "a9203435-504f-4ee4-87e9-fd4ef1719780") @@ -49566,7 +50176,7 @@ (size 2.05 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 111 "MS4") + (net 109 "MS4") (pinfunction "~{E}") (pintype "input") (uuid "2ecaf0b0-0e14-4cc1-b88b-ac45648737ab") @@ -50400,7 +51010,7 @@ (at 0 0 270) (size 1 1.5) (layers "B.Cu" "B.Mask") - (net 170 "Net-(JP1-C)") + (net 168 "Net-(JP1-C)") (pinfunction "C") (pintype "passive") (uuid "67ab92ff-b694-4224-a90e-d50a98bdbfed") @@ -51017,7 +51627,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -51239,7 +51849,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 170 "Net-(JP1-C)") + (net 168 "Net-(JP1-C)") (pintype "passive") (uuid "1373b18f-b970-4aad-9392-ed6316a3aa96") ) @@ -51857,7 +52467,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -52070,7 +52680,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 188 "Net-(Q26-C)") + (net 186 "Net-(Q26-C)") (pintype "passive") (uuid "a7e66be4-5cc3-4739-aa6a-1f47a94cd196") ) @@ -52455,7 +53065,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 193 "Net-(Q16-B)") + (net 191 "Net-(Q16-B)") (pinfunction "B") (pintype "input") (uuid "e3a3a3e7-ea4c-447f-8193-f648d7dec0c3") @@ -52475,7 +53085,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 178 "Net-(Q16-C)") + (net 176 "Net-(Q16-C)") (pinfunction "C") (pintype "passive") (uuid "b13a6613-ac72-4eb0-9879-e51450129e23") @@ -52989,7 +53599,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 164 "Net-(Q27-B)") + (net 162 "Net-(Q27-B)") (pintype "passive") (uuid "e32758d9-5f70-4dce-a3f2-c89692247080") ) @@ -53218,7 +53828,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 152 "ENABLE_TANK") + (net 150 "ENABLE_TANK") (pintype "passive") (uuid "b56f6411-3d1f-4867-a1ac-0c263137094e") ) @@ -53442,7 +54052,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 114 "MS3") + (net 112 "MS3") (pintype "passive") (uuid "3b5e6ade-957d-4d3b-9726-bec511147915") ) @@ -53684,7 +54294,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 193 "Net-(Q16-B)") + (net 191 "Net-(Q16-B)") (pintype "passive") (uuid "0398fafe-fb5c-46ee-ab61-1ac9ba432a43") ) @@ -54176,7 +54786,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 90) (layer "B.Fab") (hide yes) @@ -55372,7 +55982,7 @@ (size 2.05 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 113 "MS0") + (net 111 "MS0") (pinfunction "S0") (pintype "input") (uuid "5595c2b4-e0b3-4758-8068-e647544135be") @@ -55382,7 +55992,7 @@ (size 2.05 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 112 "MS1") + (net 110 "MS1") (pinfunction "S1") (pintype "input") (uuid "33bf3d2e-1318-46a9-a0c5-cb5bd434897e") @@ -55402,7 +56012,7 @@ (size 2.05 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 114 "MS3") + (net 112 "MS3") (pinfunction "S3") (pintype "input") (uuid "ec6e9e6b-3d3f-47f4-b404-458bd9f3fec9") @@ -55412,7 +56022,7 @@ (size 2.05 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 115 "MS2") + (net 113 "MS2") (pinfunction "S2") (pintype "input") (uuid "54bed00d-bf79-4eee-b7a1-6725c3a2fe3e") @@ -55422,7 +56032,7 @@ (size 2.05 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 111 "MS4") + (net 109 "MS4") (pinfunction "~{E}") (pintype "input") (uuid "eb190856-df59-4949-9dba-a688c018cce2") @@ -55746,7 +56356,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 193 "Net-(Q16-B)") + (net 191 "Net-(Q16-B)") (pintype "passive") (uuid "3301217f-7ee4-4e6e-ac6e-b0a287bf04bb") ) @@ -55970,7 +56580,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 202 "OE") + (net 200 "OE") (pintype "passive") (uuid "ef5fdae1-33fa-472a-b13a-30cb76a730d5") ) @@ -56442,7 +57052,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 159 "Net-(Q22-B)") + (net 157 "Net-(Q22-B)") (pintype "passive") (uuid "be8a23f6-852d-4a3c-9d76-84212e84cbde") ) @@ -56742,7 +57352,7 @@ (size 1.175 1.45) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.212766) - (net 132 "/Light+") + (net 130 "/Light+") (pintype "passive") (uuid "2394564f-8bed-43b3-912a-f7ee4367bfee") ) @@ -57280,7 +57890,7 @@ (at -1.905 3.5 270) (size 0.6 2.2) (layers "B.Cu" "B.Paste" "B.Mask") - (net 137 "Net-(D100-K)") + (net 135 "Net-(D100-K)") (pinfunction "D") (pintype "passive") (thermal_bridge_angle 45) @@ -57290,7 +57900,7 @@ (at -0.635 3.5 270) (size 0.6 2.2) (layers "B.Cu" "B.Paste" "B.Mask") - (net 137 "Net-(D100-K)") + (net 135 "Net-(D100-K)") (pinfunction "D") (pintype "passive") (thermal_bridge_angle 45) @@ -57300,7 +57910,7 @@ (at 0.635 3.5 270) (size 0.6 2.2) (layers "B.Cu" "B.Paste" "B.Mask") - (net 137 "Net-(D100-K)") + (net 135 "Net-(D100-K)") (pinfunction "D") (pintype "passive") (thermal_bridge_angle 45) @@ -57310,7 +57920,7 @@ (at 1.905 3.5 270) (size 0.6 2.2) (layers "B.Cu" "B.Paste" "B.Mask") - (net 137 "Net-(D100-K)") + (net 135 "Net-(D100-K)") (pinfunction "D") (pintype "passive") (thermal_bridge_angle 45) @@ -57320,7 +57930,7 @@ (at 1.905 -3.5 270) (size 0.6 2.2) (layers "B.Cu" "B.Paste" "B.Mask") - (net 139 "Net-(Q6-G)") + (net 137 "Net-(Q6-G)") (pinfunction "G") (pintype "input") (thermal_bridge_angle 45) @@ -57330,7 +57940,7 @@ (at -1.905 -3.5 270) (size 0.6 2.2) (layers "B.Cu" "B.Paste" "B.Mask") - (net 118 "S_VIN") + (net 116 "S_VIN") (pinfunction "S") (pintype "passive") (thermal_bridge_angle 45) @@ -57340,7 +57950,7 @@ (at -0.635 -3.5 270) (size 0.6 2.2) (layers "B.Cu" "B.Paste" "B.Mask") - (net 118 "S_VIN") + (net 116 "S_VIN") (pinfunction "S") (pintype "passive") (thermal_bridge_angle 45) @@ -57350,7 +57960,7 @@ (at 0.635 -3.5 270) (size 0.6 2.2) (layers "B.Cu" "B.Paste" "B.Mask") - (net 118 "S_VIN") + (net 116 "S_VIN") (pinfunction "S") (pintype "passive") (thermal_bridge_angle 45) @@ -57562,7 +58172,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 118 "S_VIN") + (net 116 "S_VIN") (pintype "passive") (uuid "10307ff5-5672-4d7e-a709-98dc2fc135b0") ) @@ -57571,7 +58181,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 136 "Net-(D98-A)") + (net 134 "Net-(D98-A)") (pintype "passive") (uuid "bdebb02a-ee30-4a5c-9d00-8345c3155c64") ) @@ -57890,7 +58500,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -58103,7 +58713,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 182 "Net-(Q20-C)") + (net 180 "Net-(Q20-C)") (pintype "passive") (uuid "6b1d6d4d-52e1-4e53-b5e4-49f12f123598") ) @@ -58842,7 +59452,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 161 "Net-(Q24-B)") + (net 159 "Net-(Q24-B)") (pinfunction "B") (pintype "input") (uuid "ef58b4c7-cdc2-4e43-b122-7c1d2c383bc2") @@ -58862,7 +59472,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 186 "Net-(Q24-C)") + (net 184 "Net-(Q24-C)") (pinfunction "C") (pintype "passive") (uuid "60e60cf4-0278-4a0a-810d-3590300e5b82") @@ -59313,7 +59923,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 143 "Net-(U6-FB)") + (net 141 "Net-(U6-FB)") (pintype "passive") (uuid "740dd46c-ad58-46a8-9f6f-eb3ce81933b1") ) @@ -59542,7 +60152,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 126 "Net-(Q_PWR1-G)") + (net 124 "Net-(Q_PWR1-G)") (pintype "passive") (uuid "225fce18-e6c7-4d72-82b0-07a46a0ecd07") ) @@ -60352,7 +60962,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 160 "Net-(Q23-B)") + (net 158 "Net-(Q23-B)") (pintype "passive") (uuid "bfbf0a87-5106-476e-98a0-bb584cdd8b5a") ) @@ -60387,7 +60997,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -60600,7 +61210,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 180 "Net-(Q18-C)") + (net 178 "Net-(Q18-C)") (pintype "passive") (uuid "4838825d-c0e9-4ddb-af2b-c8b1641ea9c1") ) @@ -61175,7 +61785,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 124 "Net-(Q2-G)") + (net 122 "Net-(Q2-G)") (pinfunction "G") (pintype "input") (uuid "9d835bbe-2632-4c9a-a4a3-3b463930db5b") @@ -61195,7 +61805,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 125 "Net-(Q2-D)") + (net 123 "Net-(Q2-D)") (pinfunction "D") (pintype "passive") (uuid "1e15d294-bed1-40ce-8f41-e0f78dd8f858") @@ -61709,7 +62319,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 154 "Net-(Q17-B)") + (net 152 "Net-(Q17-B)") (pintype "passive") (uuid "2c5df5eb-18b8-4039-ae1f-f1a03520c713") ) @@ -62225,7 +62835,7 @@ (size 1.325 1.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.188679) - (net 118 "S_VIN") + (net 116 "S_VIN") (pintype "passive") (uuid "217078c4-6ba3-4ba3-adde-d0f1ff8cf17f") ) @@ -62467,7 +63077,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 154 "Net-(Q17-B)") + (net 152 "Net-(Q17-B)") (pintype "passive") (uuid "c523e18a-97fd-443a-b419-29d48e6626be") ) @@ -62980,7 +63590,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 155 "Net-(Q18-B)") + (net 153 "Net-(Q18-B)") (pintype "passive") (uuid "8848e515-4b42-4e70-8c9d-bc67df6be0ca") ) @@ -63579,7 +64189,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -63792,7 +64402,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 186 "Net-(Q24-C)") + (net 184 "Net-(Q24-C)") (pintype "passive") (uuid "6c142fc9-0190-4b93-b847-18cb1b006694") ) @@ -64479,7 +65089,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 127 "Net-(Q_PWR1-D)") + (net 125 "Net-(Q_PWR1-D)") (pintype "passive") (uuid "b2369a57-16a1-4f1b-91c5-4324d2e053c2") ) @@ -64488,7 +65098,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 129 "Net-(I2C3-A)") + (net 127 "Net-(I2C3-A)") (pintype "passive") (uuid "35c1282f-f3f8-4148-bc3d-1a7db4ad255b") ) @@ -65075,7 +65685,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 110 "Net-(SIGNAL1-K)") + (net 108 "Net-(SIGNAL1-K)") (pintype "passive") (uuid "098b2015-576f-4f3f-9c86-c7103cb2518a") ) @@ -65682,7 +66292,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 160 "Net-(Q23-B)") + (net 158 "Net-(Q23-B)") (pinfunction "B") (pintype "input") (uuid "3769ac75-8209-4d1a-a25f-e9b943bc60b8") @@ -65702,7 +66312,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 185 "Net-(Q23-C)") + (net 183 "Net-(Q23-C)") (pinfunction "C") (pintype "passive") (uuid "b6fd0da1-71a0-4e62-8f78-593e00c2fc8a") @@ -65719,16 +66329,16 @@ ) ) ) - (footprint "PCM_Capacitor_SMD_Handsoldering_AKL:C_0805_2012Metric_Pad1.18x1.45mm" + (footprint "PCM_Capacitor_SMD_Handsoldering_AKL:C_0603_1608Metric_Pad1.08x0.95mm" (layer "B.Cu") (uuid "856720bd-b5c1-4728-8c51-64175257de5a") (at 174.555 73.37) - (descr "Capacitor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf, https://docs.google.com/spreadsheets/d/1BsfQQcO9C6DZCsRaXUlFlo91Tg2WpOkGARC1WS5S8t0/edit?usp=sharing), Alternate KiCad Library") + (descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), Alternate KiCad Library") (tags "capacitor handsolder") (property "Reference" "C4" - (at 0 1.68 0) + (at 0 1.43 180) (layer "B.SilkS") - (uuid "e3cd66f9-246f-44e8-83b0-38cd9e9db34e") + (uuid "0581e649-4bf8-4fe9-90b3-67ed15445b9d") (effects (font (size 1 1) @@ -65738,10 +66348,10 @@ ) ) (property "Value" "100nf" - (at 0 -1.68 0) + (at 0 -1.43 180) (layer "B.Fab") (hide yes) - (uuid "ce620023-c3e0-4719-a5f4-5dfdc0ab0c48") + (uuid "7fa495d3-cd96-4160-b1a8-81b3a8d22ea5") (effects (font (size 1 1) @@ -65750,12 +66360,11 @@ (justify mirror) ) ) - (property "Footprint" "PCM_Capacitor_SMD_Handsoldering_AKL:C_0805_2012Metric_Pad1.18x1.45mm" + (property "Footprint" "PCM_Capacitor_SMD_Handsoldering_AKL:C_0603_1608Metric_Pad1.08x0.95mm" (at 0 0 180) - (unlocked yes) (layer "B.Fab") (hide yes) - (uuid "c67b8692-9fb6-47b4-a9f0-4bec4162b99c") + (uuid 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(roundrect_rratio 0.212766) - (net 175 "BOOT_SEL") + (roundrect_rratio 0.25) + (net 173 "BOOT_SEL") (pintype "passive") - (uuid "ce9a4bf0-a2a2-40d2-94d4-37faac65aec3") + (uuid "381f5d08-c554-4e61-b158-5a409e07eaac") ) - (model "${KICAD6_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0805_2012Metric.wrl" + (model "${KICAD6_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0603_1608Metric.wrl" (offset (xyz 0 0 0) ) @@ -66515,7 +67082,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 160 "Net-(Q23-B)") + (net 158 "Net-(Q23-B)") (pintype "passive") (uuid "82b91caa-fa30-4f06-a0db-fe9df417580e") ) @@ -66911,7 +67478,7 @@ (size 2.05 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 113 "MS0") + (net 111 "MS0") (pinfunction "S0") (pintype "input") (uuid "9a1e1bed-4a30-4922-baff-f732c4684c20") @@ -66921,7 +67488,7 @@ (size 2.05 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 112 "MS1") + (net 110 "MS1") (pinfunction "S1") (pintype "input") (uuid "89d854fb-2f79-45b2-80e1-d5a7361cbaff") @@ -66941,7 +67508,7 @@ (size 2.05 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 114 "MS3") + (net 112 "MS3") (pinfunction "S3") (pintype "input") (uuid "5780a347-69fe-48b3-b37e-439e712b50af") @@ -66951,7 +67518,7 @@ (size 2.05 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 115 "MS2") + (net 113 "MS2") (pinfunction "S2") (pintype "input") (uuid "466fcc71-11e3-47ec-8ec0-ac05a75a0cb7") @@ -66961,7 +67528,7 @@ (size 2.05 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 111 "MS4") + (net 109 "MS4") (pinfunction "~{E}") (pintype "input") (uuid "70811ba2-0d62-472d-9046-046abe6813a0") @@ -67565,7 +68132,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 158 "Net-(Q21-B)") + (net 156 "Net-(Q21-B)") (pintype "passive") (uuid "2445adb2-c276-490e-b069-dfdef184a12a") ) @@ -67841,7 +68408,7 @@ (size 1.325 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 131 "Net-(U5-FB)") + (net 129 "Net-(U5-FB)") (pinfunction "FB") (pintype "input") (uuid "5af742f4-5813-4bde-9c53-001267b4cf04") @@ -67851,7 +68418,7 @@ (size 1.325 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 122 "/Light_In") + (net 120 "/Light_In") (pinfunction "EN") (pintype "input") (uuid "9cf6c690-f13b-4f77-bca4-201a1dd2fa63") @@ -67861,7 +68428,7 @@ (size 1.325 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 122 "/Light_In") + (net 120 "/Light_In") (pinfunction "IN") (pintype "power_in") (uuid "253725e0-f411-4076-ae91-31558b3a5757") @@ -67881,7 +68448,7 @@ (size 1.325 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 146 "/Light_cool") + (net 144 "/Light_cool") (pinfunction "SW") (pintype "output") (uuid "fdb834dd-b529-44e9-a799-6ef2dde41b32") @@ -67891,7 +68458,7 @@ (size 1.325 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 123 "Net-(U5-BST)") + (net 121 "Net-(U5-BST)") (pinfunction "BST") (pintype "passive") (uuid "7b49cbcc-6c98-4616-a4f5-ccfbc43f6ccf") @@ -68125,7 +68692,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 164 "Net-(Q27-B)") + (net 162 "Net-(Q27-B)") (pintype "passive") (uuid "07bf6930-fea3-4080-b399-54c73764da65") ) @@ -69139,7 +69706,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 159 "Net-(Q22-B)") + (net 157 "Net-(Q22-B)") (pinfunction "B") (pintype "input") (uuid "d400a562-4a58-44c3-955d-b59b33e61511") @@ -69159,7 +69726,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 184 "Net-(Q22-C)") + (net 182 "Net-(Q22-C)") (pinfunction "C") (pintype "passive") (uuid "9d9a8df7-156b-4406-afcc-77877cf4c7cc") @@ -70104,7 +70671,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 158 "Net-(Q21-B)") + (net 156 "Net-(Q21-B)") (pinfunction "B") (pintype "input") (uuid "486941fc-c617-4ee2-8e43-75fc91fb6d94") @@ -70124,7 +70691,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 183 "Net-(Q21-C)") + (net 181 "Net-(Q21-C)") (pinfunction "C") (pintype "passive") (uuid "8c26cf30-381a-435e-b216-49f87404aae9") @@ -70346,7 +70913,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 118 "S_VIN") + (net 116 "S_VIN") (pintype "passive") (uuid "116a4424-6c67-4b97-80e0-c0d6afb12ed2") ) @@ -70355,7 +70922,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 140 "Net-(U6-MPPT)") + (net 138 "Net-(U6-MPPT)") (pintype "passive") (uuid "5ef9eac0-ce9e-4710-9c15-44fc49e84a31") ) @@ -71334,7 +71901,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 158 "Net-(Q21-B)") + (net 156 "Net-(Q21-B)") (pintype "passive") (uuid "ce65d19d-7def-4395-b9bf-7b1fa7062430") ) @@ -71369,7 +71936,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -71582,7 +72149,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 185 "Net-(Q23-C)") + (net 183 "Net-(Q23-C)") (pintype "passive") (uuid "0ce2b5f3-807b-4d40-bc9f-5173f58474c2") ) @@ -71812,7 +72379,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 132 "/Light+") + (net 130 "/Light+") (pintype "passive") (uuid "9d103e5e-0a9c-42fe-8f0d-beb76cee235f") ) @@ -71821,7 +72388,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 131 "Net-(U5-FB)") + (net 129 "Net-(U5-FB)") (pintype "passive") (uuid "9f8d0bdc-c661-43a4-b128-5cef30b6500c") ) @@ -72490,7 +73057,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -72703,7 +73270,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 177 "Net-(Q15-C)") + (net 175 "Net-(Q15-C)") (pintype "passive") (uuid "a8bea467-8cb7-4efb-b52c-8f831af0ff62") ) @@ -73470,7 +74037,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 157 "Net-(Q20-B)") + (net 155 "Net-(Q20-B)") (pintype "passive") (uuid "1ceef834-90d7-4d97-96d0-2a4dbcec635c") ) @@ -73789,7 +74356,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -74002,7 +74569,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 178 "Net-(Q16-C)") + (net 176 "Net-(Q16-C)") (pintype "passive") (uuid "f7b632f7-bdfb-4724-992e-17edd6a000fe") ) @@ -74244,7 +74811,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 153 "Net-(Q15-B)") + (net 151 "Net-(Q15-B)") (pintype "passive") (uuid "3ab74258-6765-4e50-bba6-cd970d6e7918") ) @@ -74477,7 +75044,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 162 "Net-(Q25-B)") + (net 160 "Net-(Q25-B)") (pintype "passive") (uuid "8725f693-a1e4-49d4-a76d-19d3a16da04f") ) @@ -74698,7 +75265,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 131 "Net-(U5-FB)") + (net 129 "Net-(U5-FB)") (pintype "passive") (uuid "e3e16ed7-b7ac-4646-b2d9-e35a3775db0a") ) @@ -74707,7 +75274,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 130 "Net-(R24-Pad2)") + (net 128 "Net-(R24-Pad2)") (pintype "passive") (uuid "3e0f9c4e-2e6f-449f-a9f8-8157ecdf0a19") ) @@ -75037,7 +75604,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -76025,7 +76592,7 @@ (at -8.75 1.45 270) (size 1.5 0.9) (layers "B.Cu" "B.Paste" "B.Mask") - (net 173 "unconnected-(U37-IO4-Pad4)") + (net 171 "unconnected-(U37-IO4-Pad4)") (pinfunction "IO4") (pintype "bidirectional+no_connect") (solder_mask_margin 0.102) @@ -76045,7 +76612,7 @@ (at -8.75 -1.09 270) (size 1.5 0.9) (layers "B.Cu" "B.Paste" "B.Mask") - (net 176 "WARN_LED") + (net 174 "WARN_LED") (pinfunction "IO6") (pintype "bidirectional") (solder_mask_margin 0.102) @@ -76055,7 +76622,7 @@ (at -8.75 -2.36 270) (size 1.5 0.9) (layers "B.Cu" "B.Paste" "B.Mask") - (net 117 "IsDay") + (net 115 "IsDay") (pinfunction "IO7") (pintype "bidirectional") (solder_mask_margin 0.102) @@ -76085,7 +76652,7 @@ (at -8.75 -6.17 270) (size 1.5 0.9) (layers "B.Cu" "B.Paste" "B.Mask") - (net 168 "unconnected-(U37-IO8-Pad10)") + (net 166 "unconnected-(U37-IO8-Pad10)") (pinfunction "IO8") (pintype "bidirectional+no_connect") (solder_mask_margin 0.102) @@ -76095,7 +76662,7 @@ (at -8.75 -7.44 270) (size 1.5 0.9) (layers "B.Cu" "B.Paste" "B.Mask") - (net 128 "LED_ENABLE") + (net 126 "LED_ENABLE") (pinfunction "IO10") (pintype "bidirectional") (solder_mask_margin 0.102) @@ -76105,7 +76672,7 @@ (at -8.75 -8.71 270) (size 1.5 0.9) (layers "B.Cu" "B.Paste" "B.Mask") - (net 152 "ENABLE_TANK") + (net 150 "ENABLE_TANK") (pinfunction "IO11") (pintype "bidirectional") (solder_mask_margin 0.102) @@ -76115,7 +76682,7 @@ (at -8.75 -9.98 270) (size 1.5 0.9) (layers "B.Cu" "B.Paste" "B.Mask") - (net 172 "USB_D-") + (net 170 "USB_D-") (pinfunction "IO12") (pintype "bidirectional") (solder_mask_margin 0.102) @@ -76125,7 +76692,7 @@ (at -8.75 -11.25 270) (size 1.5 0.9) (layers "B.Cu" "B.Paste" "B.Mask") - (net 174 "USB_D+") + (net 172 "USB_D+") (pinfunction "IO13") (pintype "bidirectional") (solder_mask_margin 0.102) @@ -76135,7 +76702,7 @@ (at 8.75 -11.25 270) (size 1.5 0.9) (layers "B.Cu" "B.Paste" "B.Mask") - (net 175 "BOOT_SEL") + (net 173 "BOOT_SEL") (pinfunction "IO9") (pintype "bidirectional") (solder_mask_margin 0.102) @@ -76175,7 +76742,7 @@ (at 8.75 -6.17 270) (size 1.5 0.9) (layers "B.Cu" "B.Paste" "B.Mask") - (net 202 "OE") + (net 200 "OE") (pinfunction "IO21") (pintype "bidirectional") (solder_mask_margin 0.102) @@ -76205,7 +76772,7 @@ (at 8.75 -2.36 270) (size 1.5 0.9) (layers "B.Cu" "B.Paste" "B.Mask") - (net 171 "unconnected-(U37-NC-Pad22)") + (net 169 "unconnected-(U37-NC-Pad22)") (pinfunction "NC") (pintype "no_connect") (solder_mask_margin 0.102) @@ -76853,7 +77420,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 90) (layer "B.Fab") (hide yes) @@ -77066,7 +77633,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 134 "Net-(C19-Pad1)") + (net 132 "Net-(C19-Pad1)") (pintype "passive") (uuid "993a5020-66fa-4a04-8ac3-cc0f24a5f39d") ) @@ -77110,7 +77677,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -77323,7 +77890,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 181 "Net-(Q19-C)") + (net 179 "Net-(Q19-C)") (pintype "passive") (uuid "4f77b404-359c-45ba-8506-519477eb09f4") ) @@ -77565,7 +78132,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 163 "Net-(Q26-B)") + (net 161 "Net-(Q26-B)") (pintype "passive") (uuid "4eec8325-9432-4379-85a7-ccf876a5704d") ) @@ -77786,7 +78353,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 118 "S_VIN") + (net 116 "S_VIN") (pintype "passive") (uuid "b945fc4b-3090-4f3d-82aa-a95e5f5d3ea6") ) @@ -77795,7 +78362,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 169 "Net-(D11-A)") + (net 167 "Net-(D11-A)") (pintype "passive") (uuid "56c8a45e-797e-4a75-9c8e-61366f5775c4") ) @@ -78312,7 +78879,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 162 "Net-(Q25-B)") + (net 160 "Net-(Q25-B)") (pintype "passive") (uuid "e4766703-56fc-44e5-a0fb-94358f2d2c7a") ) @@ -79125,7 +79692,7 @@ (size 1.325 1.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.188679) - (net 122 "/Light_In") + (net 120 "/Light_In") (pintype "passive") (uuid "5c6a367c-7882-4e15-8877-a3da997971b3") ) @@ -80172,7 +80739,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 157 "Net-(Q20-B)") + (net 155 "Net-(Q20-B)") (pintype "passive") (uuid "3d9beb4b-c9c7-4b35-9e5d-96ac1c3d313e") ) @@ -80548,7 +81115,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 163 "Net-(Q26-B)") + (net 161 "Net-(Q26-B)") (pinfunction "B") (pintype "input") (uuid "b043827b-1d7e-42c9-a021-8e96ff5cf6e7") @@ -80568,7 +81135,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 188 "Net-(Q26-C)") + (net 186 "Net-(Q26-C)") (pinfunction "C") (pintype "passive") (uuid "78bf92de-644e-4065-a6c0-0ca8def14d21") @@ -80604,7 +81171,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -80817,7 +81384,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 189 "Net-(Q27-C)") + (net 187 "Net-(Q27-C)") (pintype "passive") (uuid "5f19f8ba-e1d2-4db0-836e-1fa30f948410") ) @@ -81156,7 +81723,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -81369,7 +81936,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 179 "Net-(Q17-C)") + (net 177 "Net-(Q17-C)") (pintype "passive") (uuid "1a5c1c7a-485f-4019-931f-4a5c00ea2bbc") ) @@ -81697,7 +82264,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 180) (layer "B.Fab") (hide yes) @@ -81909,7 +82476,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 148 "Net-(Q3-S)") + (net 146 "Net-(Q3-S)") (pintype "passive") (uuid "25a987d1-4998-4f22-acde-0fcdbb308b25") ) @@ -81918,7 +82485,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 149 "Net-(U34-VCAP)") + (net 147 "Net-(U34-VCAP)") (pintype "passive") (uuid "17025813-c64f-4060-a80e-a14eb9d8505d") ) @@ -82664,7 +83231,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 167 "Net-(Q30-B)") + (net 165 "Net-(Q30-B)") (pintype "passive") (uuid "86666b57-dc9b-44c2-a40d-ab5f055805ef") ) @@ -83123,7 +83690,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 140 "Net-(U6-MPPT)") + (net 138 "Net-(U6-MPPT)") (pintype "passive") (uuid "642ea9b1-de1f-46a7-ab78-3066c00f0f8a") ) @@ -83158,7 +83725,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -83384,7 +83951,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 123 "Net-(U5-BST)") + (net 121 "Net-(U5-BST)") (pintype "passive") (uuid "50cfb548-8ee5-42ac-b93f-b8c11f9aa002") ) @@ -83393,7 +83960,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 146 "/Light_cool") + (net 144 "/Light_cool") (pintype "passive") (uuid "6f498f3d-ad89-4c5c-a885-1727db328c60") ) @@ -83614,7 +84181,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 169 "Net-(D11-A)") + (net 167 "Net-(D11-A)") (pintype "passive") (uuid "b8ac2e9b-d1ee-4e97-9afe-285b11d590d7") ) @@ -83623,7 +84190,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 117 "IsDay") + (net 115 "IsDay") (pintype "passive") (uuid "2ea3a0e4-f2eb-4370-902f-53952bb11941") ) @@ -83957,7 +84524,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 126 "Net-(Q_PWR1-G)") + (net 124 "Net-(Q_PWR1-G)") (pinfunction "G") (pintype "input") (uuid "d6b9c277-8166-40eb-b95b-5f9c48d9db46") @@ -83977,7 +84544,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 127 "Net-(Q_PWR1-D)") + (net 125 "Net-(Q_PWR1-D)") (pinfunction "D") (pintype "passive") (uuid "d4f350d8-34c1-4e4a-94a6-90789810ddb2") @@ -84225,7 +84792,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 132 "/Light+") + (net 130 "/Light+") (pintype "passive") (uuid "1a151dfa-a6f2-4665-a2f2-6ea8f5eebc43") ) @@ -84234,7 +84801,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 131 "Net-(U5-FB)") + (net 129 "Net-(U5-FB)") (pintype "passive") (uuid "b315ad5a-9093-4b73-b879-ccb180310f4a") ) @@ -84304,7 +84871,7 @@ ) ) ) - (property "Description" "\n4A, Multi-Chemistry Battery Charger\nWith Photovoltaic Cell MPPT Function\n" + (property "Description" "4A, Multi-Chemistry Battery Charger\nWith Photovoltaic Cell MPPT Function" (at 237.58 53.97 0) (layer "F.Fab") (hide yes) @@ -84523,7 +85090,7 @@ (at -2 -2.8 270) (size 0.6 1.75) (layers "B.Cu" "B.Paste" "B.Mask") - (net 133 "Net-(U6-VG)") + (net 131 "Net-(U6-VG)") (pinfunction "VG") (pintype "bidirectional") (solder_mask_margin 0.102) @@ -84543,7 +85110,7 @@ (at 0 -2.8 270) (size 0.6 1.75) (layers "B.Cu" "B.Paste" "B.Mask") - (net 135 "Net-(D98-K)") + (net 133 "Net-(D98-K)") (pinfunction "~{CHRG}") (pintype "bidirectional") (solder_mask_margin 0.102) @@ -84553,7 +85120,7 @@ (at 1 -2.8 270) (size 0.6 1.75) (layers "B.Cu" "B.Paste" "B.Mask") - (net 140 "Net-(U6-MPPT)") + (net 138 "Net-(U6-MPPT)") (pinfunction "MPPT") (pintype "bidirectional") (solder_mask_margin 0.102) @@ -84563,7 +85130,7 @@ (at 2 -2.8 270) (size 0.6 1.75) (layers "B.Cu" "B.Paste" "B.Mask") - (net 141 "Net-(U6-COM)") + (net 139 "Net-(U6-COM)") (pinfunction "COM") (pintype "bidirectional") (solder_mask_margin 0.102) @@ -84573,7 +85140,7 @@ (at 2 2.8 270) (size 0.6 1.75) (layers "B.Cu" "B.Paste" "B.Mask") - (net 143 "Net-(U6-FB)") + (net 141 "Net-(U6-FB)") (pinfunction "FB") (pintype "bidirectional") (solder_mask_margin 0.102) @@ -84583,7 +85150,7 @@ (at 1 2.8 270) (size 0.6 1.75) (layers "B.Cu" "B.Paste" "B.Mask") - (net 142 "Net-(U6-BAT)") + (net 140 "Net-(U6-BAT)") (pinfunction "BAT") (pintype "bidirectional") (solder_mask_margin 0.102) @@ -84593,7 +85160,7 @@ (at 0 2.8 270) (size 0.6 1.75) (layers "B.Cu" "B.Paste" "B.Mask") - (net 144 "Net-(U6-CSP)") + (net 142 "Net-(U6-CSP)") (pinfunction "CSP") (pintype "bidirectional") (solder_mask_margin 0.102) @@ -84603,7 +85170,7 @@ (at -1 2.8 270) (size 0.6 1.75) (layers "B.Cu" "B.Paste" "B.Mask") - (net 118 "S_VIN") + (net 116 "S_VIN") (pinfunction "VCC") (pintype "bidirectional") (solder_mask_margin 0.102) @@ -84613,7 +85180,7 @@ (at -2 2.8 270) (size 0.6 1.75) (layers "B.Cu" "B.Paste" "B.Mask") - (net 139 "Net-(Q6-G)") + (net 137 "Net-(Q6-G)") (pinfunction "DRV") (pintype "bidirectional") (solder_mask_margin 0.102) @@ -85121,7 +85688,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 153 "Net-(Q15-B)") + (net 151 "Net-(Q15-B)") (pintype "passive") (uuid "287afaee-1e97-4f0e-b1c7-4c0a5e377489") ) @@ -85384,7 +85951,7 @@ (size 1.325 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 149 "Net-(U34-VCAP)") + (net 147 "Net-(U34-VCAP)") (pinfunction "VCAP") (pintype "passive") (uuid "1722f812-28c8-4fda-8cb6-d6bbadde2721") @@ -85404,7 +85971,7 @@ (size 1.325 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 148 "Net-(Q3-S)") + (net 146 "Net-(Q3-S)") (pinfunction "EN") (pintype "input") (uuid "8b42f4c3-6dca-4d39-b959-1182be617cfc") @@ -85424,7 +85991,7 @@ (size 1.325 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 150 "Net-(Q3-G)") + (net 148 "Net-(Q3-G)") (pinfunction "GATE") (pintype "output") (uuid "aa7606f1-7778-48d9-a8c2-9dcf2e118f85") @@ -85434,7 +86001,7 @@ (size 1.325 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 148 "Net-(Q3-S)") + (net 146 "Net-(Q3-S)") (pinfunction "ANODE") (pintype "power_in") (uuid "372621fc-82d7-42fd-86fa-a18010d21441") @@ -85669,7 +86236,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 127 "Net-(Q_PWR1-D)") + (net 125 "Net-(Q_PWR1-D)") (pintype "passive") (uuid "f67c225e-ef8a-435f-9ea4-0a1e4c617c5b") ) @@ -85678,7 +86245,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 122 "/Light_In") + (net 120 "/Light_In") (pintype "passive") (uuid "2d836de8-5ce2-47f8-b1c6-9494a1fb9466") ) @@ -86522,7 +87089,7 @@ (at -4.95 0 270) (size 2.9 5.4) (layers "B.Cu" "B.Paste" "B.Mask") - (net 137 "Net-(D100-K)") + (net 135 "Net-(D100-K)") (pinfunction "1") (pintype "passive") (uuid "62632501-46b6-47b0-b81c-b2f2c38dedd7") @@ -86531,7 +87098,7 @@ (at 4.95 0 270) (size 2.9 5.4) (layers "B.Cu" "B.Paste" "B.Mask") - (net 138 "Net-(L3-Pad2)") + (net 136 "Net-(L3-Pad2)") (pinfunction "2") (pintype "passive") (uuid "7eefa05f-be7b-40c0-8d04-8e54dd9d1333") @@ -86752,7 +87319,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 175 "BOOT_SEL") + (net 173 "BOOT_SEL") (pintype "passive") (uuid "5ce43b90-c7d8-43a7-825a-b5e9420a5bde") ) @@ -87063,7 +87630,7 @@ (size 1.6 1.9) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.15625) - (net 137 "Net-(D100-K)") + (net 135 "Net-(D100-K)") (pinfunction "K") (pintype "passive") (uuid "75f8fd14-dbd9-4258-8fda-45bb4f4f94f4") @@ -87343,7 +87910,7 @@ (size 1.475 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 151 "Net-(J3-Pin_1)") + (net 149 "Net-(J3-Pin_1)") (pintype "passive") (uuid "d18ea715-c31b-4eb0-8e65-7a44a2510868") ) @@ -87630,7 +88197,7 @@ (size 1.325 1.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.188679) - (net 148 "Net-(Q3-S)") + (net 146 "Net-(Q3-S)") (pintype "passive") (uuid "8792eb7b-18a2-4ac3-9829-251c3658a69f") ) @@ -87872,7 +88439,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 166 "Net-(Q29-B)") + (net 164 "Net-(Q29-B)") (pintype "passive") (uuid "800acfb9-73c5-420e-b057-cbce7db3edfa") ) @@ -88248,7 +88815,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 167 "Net-(Q30-B)") + (net 165 "Net-(Q30-B)") (pinfunction "B") (pintype "input") (uuid "00dead25-adf7-4aa1-9d92-d4a0af5905ca") @@ -88268,7 +88835,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 192 "Net-(Q30-C)") + (net 190 "Net-(Q30-C)") (pinfunction "C") (pintype "passive") (uuid "410cd7e6-846b-49a4-a7fa-23744a175dcc") @@ -88786,7 +89353,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 155 "Net-(Q18-B)") + (net 153 "Net-(Q18-B)") (pintype "passive") (uuid "77f956b8-1b79-47e9-b807-85f4490a24f8") ) @@ -89010,7 +89577,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 112 "MS1") + (net 110 "MS1") (pintype "passive") (uuid "381bd4cc-892f-4325-b1d5-170d89763464") ) @@ -89551,7 +90118,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 169 "Net-(D11-A)") + (net 167 "Net-(D11-A)") (pintype "passive") (uuid "ffc9ce2b-3c1e-41c6-972c-02a1fb765781") ) @@ -89595,7 +90162,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 180) (layer "B.Fab") (hide yes) @@ -89830,7 +90397,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 147 "/3_3V_cool") + (net 145 "/3_3V_cool") (pintype "passive") (uuid "1fa3286b-ba4d-4157-824c-78394f176b88") ) @@ -89865,7 +90432,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -90078,7 +90645,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 187 "Net-(Q25-C)") + (net 185 "Net-(Q25-C)") (pintype "passive") (uuid "694b61d5-890d-41d9-88fc-d9754a769c03") ) @@ -90122,7 +90689,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 -90) (layer "B.Fab") (hide yes) @@ -90576,7 +91143,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 163 "Net-(Q26-B)") + (net 161 "Net-(Q26-B)") (pintype "passive") (uuid "be894978-9f74-4ac9-ab48-2debda187a91") ) @@ -90809,7 +91376,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 161 "Net-(Q24-B)") + (net 159 "Net-(Q24-B)") (pintype "passive") (uuid "c85ec926-a173-43bf-9b44-da7400e4120a") ) @@ -91042,7 +91609,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 109 "Net-(CD1-K)") + (net 107 "Net-(CD1-K)") (pintype "passive") (uuid "e794913f-46d0-4c99-8429-be28c47f1242") ) @@ -91368,7 +91935,7 @@ (size 1.75 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 116 "unconnected-(U2-DIS-Pad7)") + (net 114 "unconnected-(U2-DIS-Pad7)") (pinfunction "DIS") (pintype "input+no_connect") (uuid "20bafd93-99ec-4adf-9e38-c2aed1b62bde") @@ -91378,7 +91945,7 @@ (size 1.75 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 170 "Net-(JP1-C)") + (net 168 "Net-(JP1-C)") (pinfunction "VCC") (pintype "power_in") (uuid "f12f93ea-9381-432f-942a-1c564b46408e") @@ -91755,7 +92322,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 156 "Net-(Q19-B)") + (net 154 "Net-(Q19-B)") (pinfunction "B") (pintype "input") (uuid "f21db06e-d469-4eea-b5a5-442725ce8cca") @@ -91775,7 +92342,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 181 "Net-(Q19-C)") + (net 179 "Net-(Q19-C)") (pinfunction "C") (pintype "passive") (uuid "e0ff86f9-f5bf-4807-b6e9-f7eb260c25ad") @@ -91811,7 +92378,7 @@ (justify mirror) ) ) - (property "Value" "100nF" + (property "Value" "100nf" (at 0 -1.43 90) (layer "B.Fab") (hide yes) @@ -92024,7 +92591,7 @@ (size 1.075 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 134 "Net-(C19-Pad1)") + (net 132 "Net-(C19-Pad1)") (pintype "passive") (uuid "0510f9a1-2a65-4087-a0b3-8a0106077d33") ) @@ -92666,7 +93233,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 151 "Net-(J3-Pin_1)") + (net 149 "Net-(J3-Pin_1)") (pinfunction "D") (pintype "passive") (uuid "42792ede-5cfe-4031-9067-fb8dcd1c83de") @@ -93508,7 +94075,7 @@ (size 1.6 1.9) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.15625) - (net 118 "S_VIN") + (net 116 "S_VIN") (pinfunction "K") (pintype "passive") (uuid "37ce6c71-74e9-4a37-a6af-8aec166600dd") @@ -93794,7 +94361,7 @@ (size 1.325 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 145 "/3_3IN") + (net 143 "/3_3IN") (pinfunction "EN") (pintype "input") (uuid "60f4596d-a937-4e70-8d4c-16aec873ecb8") @@ -93804,7 +94371,7 @@ (size 1.325 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 145 "/3_3IN") + (net 143 "/3_3IN") (pinfunction "IN") (pintype "power_in") (uuid "20abbca7-0cdf-40e8-b478-4d7828509a6d") @@ -93824,7 +94391,7 @@ (size 1.325 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 147 "/3_3V_cool") + (net 145 "/3_3V_cool") (pinfunction "SW") (pintype "output") (uuid "53219ce3-a901-412f-8863-0708879665ba") @@ -94059,7 +94626,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 113 "MS0") + (net 111 "MS0") (pintype "passive") (uuid "d2f9f8d3-bba3-44ef-93e6-6c3352f42293") ) @@ -94292,7 +94859,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 111 "MS4") + (net 109 "MS4") (pintype "passive") (uuid "88ffe6fb-51c0-49f6-ab4c-74e94110b29c") ) @@ -94601,7 +95168,7 @@ (size 1.175 1.45) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.212766) - (net 132 "/Light+") + (net 130 "/Light+") (pintype "passive") (uuid "18e91ead-bca9-46f4-89b5-618d38d91ddb") ) @@ -95413,7 +95980,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 115 "MS2") + (net 113 "MS2") (pintype "passive") (uuid "468a0732-1faf-4a50-82f5-e20021bd1bb2") ) @@ -96312,7 +96879,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 154 "Net-(Q17-B)") + (net 152 "Net-(Q17-B)") (pinfunction "B") (pintype "input") (uuid "ecd1bf08-0236-4a2f-91c3-52717c35efd4") @@ -96332,7 +96899,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 179 "Net-(Q17-C)") + (net 177 "Net-(Q17-C)") (pinfunction "C") (pintype "passive") (uuid "ce5028f1-4fe6-4331-89b8-15a4e206ac9d") @@ -96866,7 +97433,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 169 "Net-(D11-A)") + (net 167 "Net-(D11-A)") (pintype "passive") (uuid "e296b387-872d-4291-8d1f-9eb549b5a6d1") ) @@ -97324,7 +97891,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 124 "Net-(Q2-G)") + (net 122 "Net-(Q2-G)") (pintype "passive") (uuid "8ba6b1b7-d599-4bee-97f8-e177322c0c15") ) @@ -98018,7 +98585,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 162 "Net-(Q25-B)") + (net 160 "Net-(Q25-B)") (pinfunction "B") (pintype "input") (uuid "85473276-0cff-41bb-9552-b7c573eb557c") @@ -98038,7 +98605,7 @@ (size 0.9 0.8) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 187 "Net-(Q25-C)") + (net 185 "Net-(Q25-C)") (pinfunction "C") (pintype "passive") (uuid "87517a18-55ab-4aed-af5c-e3405c048c9e") @@ -98272,7 +98839,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 165 "Net-(Q28-B)") + (net 163 "Net-(Q28-B)") (pintype "passive") (uuid "4d1d2b93-d792-418c-9ea6-f42d7501dfd3") ) @@ -99060,7 +99627,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 126 "Net-(Q_PWR1-G)") + (net 124 "Net-(Q_PWR1-G)") (pintype "passive") (uuid "4834733e-fab0-4f4d-9696-0d49d791933f") ) @@ -99069,7 +99636,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 125 "Net-(Q2-D)") + (net 123 "Net-(Q2-D)") (pintype "passive") (uuid "c5dc36e2-3eba-4e50-b371-ad4d95566fb2") ) @@ -99857,7 +100424,7 @@ (size 0.8 0.95) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 175 "BOOT_SEL") + (net 173 "BOOT_SEL") (pintype "passive") (uuid "8450359d-c2b0-4db7-ad27-16b18de9fc8c") ) @@ -101255,7 +101822,7 @@ ) ) ) - (gr_text "PlantCtrl V3.0" + (gr_text "PlantCtrl V3.1" (at 219.08 107.77 0) (layer "F.SilkS") (uuid "5ed408bf-a427-4794-bcf8-6f61a0d34323") @@ -101745,7 +102312,7 @@ ) ) (gr_text "18V MPPT\nTarget\nmax 24V" - (at 238.405 55.445 0) + (at 238.81 55.39 0) (layer "F.SilkS") (uuid "ebb772d2-9d1a-45a6-bc1c-0953c21345b2") (effects @@ -104934,6 +105501,14 @@ (net 3) (uuid "beb3fcb2-411f-4611-9b8d-b2bef89a2f42") ) + (via + (at 179.96 41.665) + (size 0.8) + (drill 0.4) + (layers "F.Cu" "B.Cu") + (net 3) + (uuid "c0a8efca-2b0c-4212-832b-57a15dcb2e35") + ) (via (at 257.669252 124.759252) (size 0.8) @@ -105063,44 +105638,68 @@ (uuid "fb666422-15b1-4410-a0da-6f591fa03601") ) (segment - (start 175.305 43.545) - (end 174.18 44.67) + (start 191.3 45.725) + (end 192.57 46.995) (width 2) (layer "In1.Cu") (net 3) - (uuid 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"b23839d6-134c-4900-97f2-6c39d0f7ef32") + ) + (segment + (start 191.3 44.155) + (end 191.3 45.725) + (width 2) + (layer "In1.Cu") + (net 3) + (uuid "b83060ce-5ac5-45e2-b823-cd15395b54b9") + ) + (segment + (start 174.18 44.67) + (end 177.185 41.665) + (width 2) + (layer "In1.Cu") + (net 3) + (uuid "b9d61d45-3227-46d7-915f-306646b9163f") + ) + (segment + (start 179.96 41.665) + (end 188.81 41.665) + (width 2) + (layer "In1.Cu") + (net 3) + (uuid "be0f937b-1d4b-4d67-83f9-005d8aee7c0a") ) (segment (start 265.43 135.636) @@ -105238,6 +105837,14 @@ (net 3) (uuid "09580fa5-bc7a-4eab-9c60-2da1dcc198e0") ) + (segment + (start 182.67 43.512501) + (end 182.177499 43.02) + (width 0.5) + (layer "B.Cu") + (net 3) + (uuid "09dd9fbb-aad2-4ea7-83d3-ff1f7f621a06") + ) (segment (start 248.980001 96.119999) (end 249.38 95.72) @@ -105246,6 +105853,14 @@ (net 3) (uuid "0c7eeb60-6794-4385-8a98-beb7abdf02a0") ) + (segment + (start 181.315 43.02) + (end 179.96 41.665) + (width 0.5) + (layer "B.Cu") + (net 3) + (uuid "0cea765d-d305-4c4a-8427-9a6d22de9fb7") + ) (segment (start 219.79 115.96) (end 219.79 117.58) @@ -105542,14 +106157,6 @@ (net 3) (uuid "20159057-26ea-4fb0-b4ff-2c7029e3992a") ) - (segment - (start 190.93 42.1075) - (end 176.7425 42.1075) - (width 0.5) - (layer "B.Cu") - (net 3) - (uuid "20177d6a-29c0-44b5-aee6-927e7a7409b8") - ) (segment (start 247.62 49.05) (end 249.55 49.05) @@ -106710,6 +107317,14 @@ (net 3) (uuid "8eb90733-fcc5-4fb6-9e8e-7885e80c115a") ) + (segment + (start 182.67 44.175) + (end 182.67 43.512501) + (width 0.5) + (layer "B.Cu") + (net 3) + (uuid "8ebe8a39-42a1-438a-a087-3b298da626ea") + ) (segment (start 183.655 129.2325) (end 185.58 129.2325) @@ -106734,6 +107349,14 @@ (net 3) (uuid "9389bdf8-e441-47ac-97b6-24ae977a28d5") ) + (segment + (start 190.93 42.1075) + (end 192.7575 42.1075) + (width 0.5) + (layer "B.Cu") + (net 3) + (uuid "93935c25-7b8b-4198-b25e-1992eaa25873") + ) (segment (start 258.9675 85.1075) (end 258.955 85.12) @@ -106918,6 +107541,14 @@ (net 3) (uuid "a2b39b67-81f2-4a4d-94ab-97282ca436c1") ) + (segment + (start 182.177499 43.02) + (end 181.315 43.02) + (width 0.5) + (layer "B.Cu") + (net 3) + (uuid "a39c83f2-843f-4346-b2d9-1eaafaf174a1") + ) (segment (start 261.455 127.37) (end 261.455 126.795) @@ -107862,6 +108493,14 @@ (net 3) (uuid "ee6109c7-9678-47c7-9fba-01d043fe3e80") ) + (segment + (start 192.7575 42.1075) + (end 192.87 42.22) + (width 0.5) + (layer "B.Cu") + (net 3) + (uuid "ee856882-a996-4715-9ef8-294abcd46af9") + ) (segment (start 206.4425 121.92) (end 208.98 121.92) @@ -113278,14 +113917,6 @@ (net 44) (uuid "ef455b3e-2446-4d7b-acc3-5e96b6e55816") ) - (segment - (start 202.605 75.145) - (end 202.605 71.57) - (width 0.2) - (layer "F.Cu") - (net 45) - (uuid "09886fe7-4ee4-4522-b109-71f07850081e") - ) (segment (start 198.6925 79.8575) (end 198.6925 79.0575) @@ -113295,28 +113926,68 @@ (uuid "6791a429-8d61-420a-9d77-cceded67ee28") ) (segment - (start 198.6925 79.0575) - (end 202.605 75.145) + (start 198.69 79.855) + (end 198.6925 79.8575) (width 0.2) (layer "F.Cu") (net 45) - (uuid "ecf95d93-06c0-49ec-a075-6709b7b90e5f") + (uuid "67c8a513-6ff2-4300-99d1-4760b3d3eb89") + ) + (segment + (start 198.69 78) + (end 198.69 79.855) + (width 0.2) + (layer "F.Cu") + (net 45) + (uuid "68077660-2441-428f-9767-a7a9b02c4ad4") ) (via - (at 202.605 71.57) + (at 198.69 78) (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") (net 45) - (uuid "2061800e-5a13-4666-9070-a28912ce93f8") + (uuid "5725f0b9-3a76-4090-8b2f-c5914fcaaef5") ) (segment - (start 202.605 71.57) - (end 203.805 71.57) + (start 203.98 71.395) + (end 202.305 73.07) (width 0.2) (layer "B.Cu") (net 45) - (uuid "9ef80eab-8861-4f19-b745-7ecf9a90a6f2") + (uuid "0e557743-5d3e-4224-83ed-9816d5197915") + ) + (segment + (start 202.305 76.355) + (end 200.79 77.87) + (width 0.2) + (layer "B.Cu") + (net 45) + (uuid "1cbd6d13-6765-4173-a6da-5b24a113b923") + ) + (segment + (start 202.305 73.07) + (end 202.305 76.355) + (width 0.2) + (layer "B.Cu") + (net 45) + (uuid "39896618-3a48-47d9-ad39-b48ff3243b47") + ) + (segment + (start 198.82 77.87) + (end 198.69 78) + (width 0.2) + (layer "B.Cu") + (net 45) + (uuid "a998bc2f-9306-48e6-904b-531b82655d2c") + ) + (segment + (start 200.79 77.87) + (end 198.82 77.87) + (width 0.2) + (layer "B.Cu") + (net 45) + (uuid "bf5f890f-1098-4492-a6c5-4148fd695d40") ) (segment (start 236.23 95.92) @@ -113438,6 +114109,14 @@ (net 47) (uuid "70b3e975-7646-4f0f-92ea-7085c60daf25") ) + (via + (at 189.63 45.19) + (size 0.8) + (drill 0.4) + (layers "F.Cu" "B.Cu") + (net 47) + (uuid "8e2408aa-bb40-484d-8e78-704b4df316f2") + ) (via (at 178.405 45.295) (size 0.8) @@ -113447,44 +114126,44 @@ (uuid "8ea982c0-964a-47ce-869c-b97436459983") ) (segment - (start 178.405 45.295) - (end 188.48 45.295) + (start 189.525 45.295) + (end 189.63 45.19) (width 0.2) - (layer "B.Cu") + (layer "In2.Cu") (net 47) - (uuid "3333ebcd-fc21-4f92-87f6-5bdeb287526a") + (uuid "068773f7-2229-497d-bfba-91646d7339c6") ) (segment - (start 189.9425 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+ (net 107) (uuid "db8cf669-a194-4c0e-b260-eab752efa971") ) (segment @@ -119091,7 +119770,7 @@ (end 201.505 83.945) (width 0.2) (layer "F.Cu") - (net 110) + (net 108) (uuid "911ff8d2-427e-4436-b618-a41c42e69775") ) (segment @@ -119099,7 +119778,7 @@ (end 201.58 83.87) (width 0.2) (layer "F.Cu") - (net 110) + (net 108) (uuid "f01aca05-e81c-45b5-8279-db69286921db") ) (via @@ -119107,7 +119786,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 110) + (net 108) (uuid "00e40ce4-bbaf-4248-87a6-090756a6af1a") ) (segment @@ -119115,7 +119794,7 @@ (end 202.18 83.87) (width 0.2) (layer "B.Cu") - (net 110) + (net 108) (uuid "ac5dc439-fc2b-4028-b5ab-8257085d862f") ) (via @@ -119123,7 +119802,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 111) + (net 109) (uuid "36839b6c-9784-495b-81fd-fa7a3ec8c946") ) (via @@ -119131,15 +119810,15 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 111) + (net 109) (uuid "4c01064a-67da-492a-81e8-3662e2026ffa") ) (via - (at 223.98 107.02) + 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"9f9cba0e-eed6-4806-ad27-176117499fcb") ) (segment (start 243.91 100.07) (end 243.91 101.9) (width 0.2) (layer "B.Cu") - (net 113) + (net 111) (uuid "b1b1469c-cce8-4660-8b56-9b93ab613d02") ) (segment @@ -119691,7 +120378,7 @@ (end 193.525 81.415) (width 0.2) (layer "B.Cu") - (net 113) + (net 111) (uuid "c1a2cf97-c0d5-4b2a-87c8-f5509f30fc2c") ) (segment @@ -119699,7 +120386,7 @@ (end 243.93 101.92) (width 0.2) (layer "B.Cu") - (net 113) + (net 111) (uuid "e468d7b6-e790-47a7-91e7-e538175b20a2") ) (segment @@ -119707,7 +120394,7 @@ (end 187.85 100.94) (width 0.2) (layer "B.Cu") - (net 113) + (net 111) (uuid "ee57a091-a08a-43fe-b8cf-51962330b39c") ) (segment @@ -119715,7 +120402,7 @@ (end 204.08 102.825026) (width 0.2) (layer "B.Cu") - (net 113) + (net 111) (uuid "f26ec561-6358-4950-bce1-e5f0f276d911") ) (via @@ -119723,7 +120410,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 114) + (net 112) (uuid "0e6b8291-1d93-487f-8e8b-237b478e5e3f") ) (via @@ -119731,7 +120418,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 114) + (net 112) (uuid "7e0695b3-90c2-4deb-abbd-5adcc20d5262") ) (via @@ -119739,7 +120426,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 114) + (net 112) (uuid "b0dcb60c-c514-4b8b-bbf6-207168b85e5f") ) (via @@ -119747,7 +120434,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 114) + (net 112) (uuid "bcd6bdf2-d107-4a70-9bf8-5e82c4072079") ) (via @@ -119755,7 +120442,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 114) + (net 112) (uuid "d8a5218c-4752-4cf0-9f9a-8daa5c7d84ff") ) (segment @@ -119763,7 +120450,7 @@ (end 181.58 99.21) (width 0.2) (layer "In1.Cu") - (net 114) + (net 112) (uuid "2a3f26b5-5f0d-45c1-b796-278fa44fbb90") ) (segment @@ -119771,7 +120458,7 @@ (end 244.43 105.72) (width 0.2) (layer "In1.Cu") - (net 114) + (net 112) (uuid "30de15f3-c598-443f-98ae-ce9a5ff5d807") ) (segment @@ -119779,7 +120466,7 @@ (end 206.58 105.72) (width 0.2) (layer "In1.Cu") - (net 114) + (net 112) (uuid "30eea7f0-b5c5-4048-bd57-bb37e1a2577d") ) (segment @@ -119787,7 +120474,7 @@ (end 226.48 105.72) (width 0.2) (layer "In1.Cu") - (net 114) + (net 112) (uuid "437f61a6-c980-4f75-92d8-84b5da2531d3") ) (segment @@ -119795,7 +120482,7 @@ (end 195.38 75.094264) (width 0.2) (layer "In1.Cu") - (net 114) + (net 112) (uuid "7280f1ac-629a-450c-8938-04d26e0d61ec") ) (segment @@ -119803,7 +120490,7 @@ (end 182.88 100.51) (width 0.2) (layer "In1.Cu") - (net 114) + (net 112) (uuid "92117e39-e33f-4477-a676-2980ba63cf6c") ) (segment @@ -119811,7 +120498,7 @@ (end 188.09 105.72) (width 0.2) (layer "In1.Cu") - (net 114) + (net 112) (uuid "ab1fce5f-8f95-4709-bf61-3258d62798b9") ) (segment @@ -119819,7 +120506,7 @@ (end 195.38 73.17) (width 0.2) (layer "In1.Cu") - (net 114) + (net 112) (uuid "c9187008-4f4a-47e8-ae58-f8af92aebcfc") ) (segment @@ -119827,7 +120514,7 @@ (end 206.58 105.72) (width 0.2) (layer "In1.Cu") - (net 114) + (net 112) (uuid "e2c0d2bc-255d-4205-968b-bfc704c91abb") ) (segment @@ -119835,7 +120522,7 @@ (end 182.88 100.51) (width 0.2) (layer "B.Cu") - (net 114) + (net 112) (uuid "1f003ea9-47b0-4217-a931-9d0403362aef") ) (segment @@ -119843,7 +120530,7 @@ (end 206.58 105.72) (width 0.2) (layer "B.Cu") - (net 114) + (net 112) (uuid "28916cfa-59e2-4289-99ae-49d0c1a8c605") ) (segment @@ -119851,7 +120538,7 @@ (end 226.48 105.72) (width 0.2) (layer "B.Cu") - (net 114) + (net 112) (uuid "533c9e9f-aabf-455b-8367-67d0956e0b05") ) (segment @@ -119859,7 +120546,7 @@ (end 246.45 107.74) (width 0.2) (layer "B.Cu") - (net 114) + (net 112) (uuid "5bd00201-0925-4dea-afaf-0baa359e277f") ) (segment @@ -119867,7 +120554,7 @@ (end 206.61 105.75) (width 0.2) (layer "B.Cu") - (net 114) + (net 112) (uuid "6cceaeb0-d3b5-444b-9f37-9b6b209041d6") ) (segment @@ -119875,7 +120562,7 @@ (end 194.795 73.755) (width 0.2) (layer "B.Cu") - (net 114) + (net 112) (uuid "77d38b42-cdc4-4d87-8a72-9e86f4f90c72") ) (segment @@ -119883,7 +120570,7 @@ (end 246.43 107.72) (width 0.2) (layer "B.Cu") - (net 114) + (net 112) (uuid "93080ee8-18f4-45c0-a1dd-91cedc314f3b") ) (segment @@ -119891,7 +120578,7 @@ (end 226.49 105.73) (width 0.2) (layer "B.Cu") - (net 114) + (net 112) (uuid "b7f3d53c-cc1e-4783-b36c-df703fcd5373") ) (segment @@ -119899,7 +120586,7 @@ (end 182.9 100.53) (width 0.2) (layer "B.Cu") - (net 114) + (net 112) (uuid "de5e04f7-7ea9-4043-befa-9472c0a63be9") ) (segment @@ -119907,7 +120594,7 @@ (end 195.38 73.17) (width 0.2) (layer "B.Cu") - (net 114) + (net 112) (uuid "ee5d7f0e-c1ba-4800-8702-8bd8ae09b292") ) (via @@ -119915,7 +120602,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 115) + (net 113) (uuid "131d4135-6770-4934-bfc1-ec23316fce91") ) (via @@ -119923,7 +120610,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 115) + (net 113) (uuid "144f1ef3-4a9c-4166-9961-05a44cf5056d") ) (via @@ -119931,7 +120618,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 115) + (net 113) (uuid "843fb8ae-841f-4cf9-8489-63a3b293d127") ) (via @@ -119939,7 +120626,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 115) + (net 113) (uuid "93e880f5-b750-4616-8a72-fcf4b96f3a93") ) (via @@ -119947,7 +120634,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 115) + (net 113) (uuid "f7bd2920-d533-4486-8c63-6ca6744e63d8") ) (segment @@ -119955,7 +120642,7 @@ (end 205.33 106.37) (width 0.2) (layer "In1.Cu") - (net 115) + (net 113) (uuid "0a0a4021-1d2f-47f2-8084-b314e506bc8c") ) (segment @@ -119963,7 +120650,7 @@ (end 225.18 106.37) (width 0.2) (layer "In1.Cu") - (net 115) + (net 113) (uuid "13cdb2c7-9b47-423e-bd94-0e16cc9d6a68") ) (segment @@ -119971,7 +120658,7 @@ (end 181.18 88.799289) (width 0.2) (layer "In1.Cu") - (net 115) + (net 113) (uuid "1b247fe2-e840-4691-a4f7-76297539d36f") ) (segment @@ -119979,7 +120666,7 @@ (end 184.5 103.16) (width 0.2) (layer "In1.Cu") - (net 115) + (net 113) (uuid "3996ebd1-9aa4-4c37-87c0-17466f3353c2") ) (segment @@ -119987,7 +120674,7 @@ (end 184.5 103.16) (width 0.2) (layer "In1.Cu") - (net 115) + (net 113) (uuid "3e6904e5-2b35-46b6-b9d9-1e38bd5e9a99") ) (segment @@ -119995,7 +120682,7 @@ (end 205.33 106.37) (width 0.2) (layer "In1.Cu") - (net 115) + (net 113) (uuid "67bb8e42-feec-4f27-94e8-4a5f97748ed9") ) (segment @@ -120003,7 +120690,7 @@ (end 243.83 106.37) (width 0.2) (layer "In1.Cu") - (net 115) + (net 113) (uuid "991b2843-3b47-4e41-a9a8-5c469a442e32") ) (segment @@ -120011,7 +120698,7 @@ (end 194.28 75.69929) (width 0.2) (layer "In1.Cu") - (net 115) + (net 113) (uuid "c3d3d760-16d3-4fda-850f-1de2ab0b478f") ) (segment @@ -120019,7 +120706,7 @@ (end 194.28 73.07) (width 0.2) (layer "In1.Cu") - (net 115) + (net 113) (uuid "edf24e0a-7e4e-40f1-a9d1-b2313061de31") ) (segment @@ -120027,7 +120714,7 @@ (end 184.53 103.19) (width 0.2) (layer "B.Cu") - (net 115) + (net 113) (uuid "01205373-eed1-4169-824e-d77a9ecc469b") ) (segment @@ -120035,7 +120722,7 @@ (end 205.34 106.38) (width 0.2) (layer "B.Cu") - (net 115) + (net 113) (uuid "13eee2e6-7a60-443c-bdbf-afed09cb671f") ) (segment @@ -120043,7 +120730,7 @@ (end 205.33 106.37) (width 0.2) (layer "B.Cu") - (net 115) + (net 113) (uuid "2fb0b44d-ff54-40b5-b098-72af9822647a") ) (segment @@ -120051,7 +120738,7 @@ (end 193.525 73.825) (width 0.2) (layer "B.Cu") - (net 115) + (net 113) (uuid "46704415-a61f-45a8-ba01-547cb59c12cf") ) (segment @@ -120059,7 +120746,7 @@ (end 225.22 106.41) (width 0.2) (layer "B.Cu") - (net 115) + (net 113) (uuid "5f36a66e-c10b-4730-aaa6-77b74cfd0849") ) (segment @@ -120067,7 +120754,7 @@ (end 225.18 106.37) (width 0.2) (layer "B.Cu") - (net 115) + (net 113) (uuid "680cb37e-7660-43af-977e-09d54e92904f") ) (segment @@ -120075,7 +120762,7 @@ (end 194.28 73.07) (width 0.2) (layer "B.Cu") - (net 115) + (net 113) (uuid "75867bbe-ff12-404e-bb1f-f5dec67d5a85") ) (segment @@ -120083,7 +120770,7 @@ (end 245.18 107.72) (width 0.2) (layer "B.Cu") - (net 115) + (net 113) (uuid "b4b0c692-7715-4f26-b8cd-0b1b03bd147d") ) (segment @@ -120091,7 +120778,7 @@ (end 184.5 103.16) (width 0.2) (layer "B.Cu") - (net 115) + (net 113) (uuid "ed9e318b-dc91-46fb-9128-8a4d9b75bf32") ) (segment @@ -120099,7 +120786,7 @@ (end 181.005 52.77) (width 0.2) (layer "F.Cu") - (net 117) + (net 115) (uuid "03aa0dac-de4e-46e4-9c39-32c1f6384a80") ) (segment @@ -120107,7 +120794,7 @@ (end 180.405 52.17) (width 0.2) (layer "F.Cu") - (net 117) + (net 115) (uuid "09b014b7-3827-443c-9e7f-78288cff8954") ) (via @@ -120115,7 +120802,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 117) + (net 115) (uuid "2997da97-2808-4e48-8370-45755a862f88") ) (via @@ -120123,7 +120810,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 117) + (net 115) (uuid "86170558-9b34-46cb-a49c-66f1fcbdb5b8") ) (segment @@ -120131,7 +120818,7 @@ (end 191.355 51.22) (width 0.2) (layer "In2.Cu") - (net 117) + (net 115) (uuid "45c77e0c-b49f-42c1-9073-01884e30fd5f") ) (segment @@ -120139,7 +120826,7 @@ (end 190.405 52.17) (width 0.2) (layer "In2.Cu") - (net 117) + (net 115) (uuid "a02a6031-9649-4b6c-bc00-c5df07135509") ) (segment @@ -120147,7 +120834,7 @@ (end 191.355 51.22) (width 0.2) (layer "In2.Cu") - (net 117) + (net 115) (uuid "d4bf5f9e-dcfd-4872-9991-8d898ef5b4ee") ) (segment @@ -120155,7 +120842,7 @@ (end 191.355 47.52) (width 0.2) (layer "In2.Cu") - (net 117) + (net 115) (uuid "ed93b081-d47c-4e1c-8f4b-720f2f8f3558") ) (segment @@ -120163,7 +120850,7 @@ (end 192.98 45.895) (width 0.2) (layer "B.Cu") - (net 117) + (net 115) (uuid "afca587b-467d-42aa-afe9-d3f8ff7ea347") ) (segment @@ -120171,7 +120858,7 @@ (end 193.78 45.095) (width 0.2) (layer "B.Cu") - (net 117) + (net 115) (uuid "d966de28-60ee-4240-afe1-81040833d7ab") ) (segment @@ -120179,7 +120866,7 @@ (end 180.405 52.17) (width 0.2) (layer "B.Cu") - (net 117) + (net 115) (uuid "dfe93abd-aff6-4763-b29b-2e596d97dcd5") ) (segment @@ -120187,7 +120874,7 @@ (end 179.41 51.175) (width 0.2) (layer "B.Cu") - (net 117) + (net 115) (uuid "e986b2c5-68bb-496a-aead-e7ec4e70ddcc") ) (segment @@ -120195,7 +120882,7 @@ (end 199.08 55.517522) (width 0.2) (layer "F.Cu") - (net 118) + (net 116) (uuid "21bd6373-df9a-4a98-a8cf-b82336f62268") ) (segment @@ -120203,7 +120890,7 @@ (end 198.5925 71.6575) (width 0.2) (layer "F.Cu") - (net 118) + (net 116) (uuid "2758b681-9280-45f5-9e15-87300e9bbbf5") ) (segment @@ -120211,7 +120898,7 @@ (end 198.5925 74.9575) (width 0.2) (layer "F.Cu") - (net 118) + (net 116) (uuid "365047f2-2bd8-4e4a-8762-f735631436fc") ) (segment @@ -120219,7 +120906,7 @@ (end 198.3 50.73) (width 0.2) (layer "F.Cu") - (net 118) + (net 116) (uuid "4d6e5690-ae53-47e3-9b62-f2837475f82f") ) (segment @@ -120227,7 +120914,7 @@ (end 197.526263 65.416263) (width 0.2) (layer "F.Cu") - (net 118) + (net 116) (uuid "4fac2999-3d83-4054-a930-98b5a7d69276") ) (segment @@ -120235,7 +120922,7 @@ (end 199.23 71.02) (width 0.2) (layer "F.Cu") - (net 118) + (net 116) (uuid "5aa7fda6-fc9b-4c71-8c94-f22b906e9366") ) (segment @@ -120243,7 +120930,7 @@ (end 199.08 51.51) (width 0.2) (layer "F.Cu") - (net 118) + (net 116) (uuid "89e4415c-c301-4ef4-8a9b-40dbb8eac448") ) (segment @@ -120251,7 +120938,7 @@ (end 197.526263 57.071259) (width 0.2) (layer "F.Cu") - (net 118) + (net 116) (uuid "f65b08ff-0f84-4886-90ec-4a336610cec2") ) (segment @@ -120259,7 +120946,7 @@ (end 199.23 67.12) (width 0.2) (layer "F.Cu") - (net 118) + (net 116) (uuid "fd01b622-2f4d-47cc-8562-8dcc412e8948") ) (via @@ -120267,7 +120954,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 118) + (net 116) (uuid "ace97433-55e8-4ac9-bf58-2ab211a8cb16") ) (segment @@ -120275,7 +120962,7 @@ (end 205.665 50.73) (width 0.2) (layer "In2.Cu") - (net 118) + (net 116) (uuid "3324c801-6932-4b71-9a6d-a3007165027e") ) (segment @@ -120283,7 +120970,7 @@ (end 234.804887 49.39) (width 0.2) (layer "In2.Cu") - (net 118) + (net 116) (uuid "54c1c40a-8a61-4c14-ac57-9818372d26a3") ) (segment @@ -120291,7 +120978,7 @@ (end 207.005 49.39) (width 0.2) (layer "In2.Cu") - (net 118) + (net 116) (uuid "56944a23-0d0d-4fb5-b338-7d994172ddf5") ) (segment @@ -120299,7 +120986,7 @@ (end 207.005 49.39) (width 0.2) (layer "In2.Cu") - (net 118) + (net 116) (uuid "65bbc0d2-18b6-4d39-a412-925c5d3e87af") ) (segment @@ -120307,7 +120994,7 @@ (end 237.48 43.335) (width 0.5) (layer "B.Cu") - (net 118) + (net 116) (uuid "0fe58672-c8e6-4f1b-bfef-b7f13f70ea99") ) (segment @@ -120315,7 +121002,7 @@ (end 233.905 52.97) (width 0.5) (layer "B.Cu") - (net 118) + (net 116) (uuid "15fad07a-93f9-433e-ace9-b5224a1598b4") ) (segment @@ -120323,7 +121010,7 @@ (end 248.514887 43.014887) (width 1.5) (layer "B.Cu") - (net 118) + (net 116) (uuid "22024163-6b53-4b32-ba12-6fe42610ba00") ) (segment @@ -120331,7 +121018,7 @@ (end 255.005 46.395) (width 1.5) (layer "B.Cu") - (net 118) + (net 116) (uuid "2e825577-7167-47e0-9916-3c1795fbc9f1") ) (segment @@ -120339,7 +121026,7 @@ (end 233.38 44.37) (width 0.5) (layer "B.Cu") - (net 118) + (net 116) (uuid "2fecde35-184f-438f-b802-413e979eff22") ) (segment @@ -120347,7 +121034,7 @@ (end 197.04 50.73) (width 0.2) (layer "B.Cu") - (net 118) + (net 116) (uuid "32fb979b-c77f-4abf-98a7-cbb035e37b31") ) (segment @@ -120355,7 +121042,7 @@ (end 196.505 47.095) (width 0.2) (layer "B.Cu") - (net 118) + (net 116) (uuid "40a3477f-5235-4fd2-a46d-649b2e926561") ) (segment @@ -120363,7 +121050,7 @@ (end 249.55 44.05) (width 1.5) (layer "B.Cu") - (net 118) + (net 116) (uuid "4e191b99-65aa-4c75-878e-4a8f47ffb68d") ) (segment @@ -120371,7 +121058,7 @@ (end 239.58 43.014887) (width 1.5) (layer "B.Cu") - (net 118) + (net 116) (uuid "4e460fe8-3859-4a8b-8db3-05d7d6f447e4") ) (segment @@ -120379,7 +121066,7 @@ (end 238.53 48.97) (width 0.5) (layer "B.Cu") - (net 118) + (net 116) (uuid "5323608c-e6cf-4b1b-ab46-a8e7dc756225") ) (segment @@ -120387,7 +121074,7 @@ (end 242.32 48.97) (width 0.2) (layer "B.Cu") - (net 118) + (net 116) (uuid "53ea5acc-3b62-4517-96ad-fabfad7b2960") ) (segment @@ -120395,7 +121082,7 @@ (end 239.58 43.014887) (width 0.5) (layer "B.Cu") - (net 118) + (net 116) (uuid "55145bfc-7a8c-47b3-bcdc-9bd1453611cf") ) (segment @@ -120403,7 +121090,7 @@ (end 243.64 50.29) (width 0.2) (layer "B.Cu") - (net 118) + (net 116) (uuid "7ab29d57-3e96-4cad-934b-5491c992f984") ) (segment @@ -120411,7 +121098,7 @@ (end 196.505 50.195) (width 0.2) (layer "B.Cu") - (net 118) + (net 116) (uuid "89cac456-a74a-4824-99e5-1e0dd6d02bd7") ) (segment @@ -120419,7 +121106,7 @@ (end 233.38 52.445) (width 0.5) (layer "B.Cu") - (net 118) + (net 116) (uuid "8d30af02-8c15-4872-85bd-6f97e820558b") ) (segment @@ -120427,7 +121114,7 @@ (end 239.355 43.239887) (width 0.5) (layer "B.Cu") - (net 118) + (net 116) (uuid "8e39e820-fa59-4bd3-acab-522e696ed05f") ) (segment @@ -120435,7 +121122,7 @@ (end 237.48 43.335) (width 1.5) (layer "B.Cu") - (net 118) + (net 116) (uuid "ad763987-40f7-445a-81ba-3be2f9a37444") ) (segment @@ -120443,7 +121130,7 @@ (end 237.48 44.605) (width 1.2) (layer "B.Cu") - (net 118) + (net 116) (uuid "c2b94103-91c6-45bc-8067-0a4f7b02d82b") ) (segment @@ -120451,7 +121138,7 @@ (end 237.800113 43.014887) (width 1.5) (layer "B.Cu") - (net 118) + (net 116) (uuid "c74ea38b-8ffd-4afb-afed-1bdd6ece763c") ) (segment @@ -120459,7 +121146,7 @@ (end 234.415 43.335) (width 0.5) (layer "B.Cu") - (net 118) + (net 116) (uuid "ccab2f23-d8a4-43b3-b258-1854ba18c1e7") ) (segment @@ -120467,7 +121154,7 @@ (end 196.505 50.195) (width 0.2) (layer "B.Cu") - (net 118) + (net 116) (uuid "dba0ae1a-55d6-424d-ae10-04820b850c63") ) (segment @@ -120475,7 +121162,7 @@ (end 252.18 43.57) (width 1.5) (layer "B.Cu") - (net 118) + (net 116) (uuid "e591b897-f7d9-4bdb-9263-be4cc4c0da6c") ) (segment @@ -120483,7 +121170,7 @@ (end 237.48 44.425) (width 2) (layer "B.Cu") - (net 118) + (net 116) (uuid "fd380a0c-0984-4904-ae92-9b87abe6ba71") ) (segment @@ -120491,7 +121178,7 @@ (end 233.8675 69.17) (width 0.2) (layer "F.Cu") - (net 119) + (net 117) (uuid "200f3a73-9c8d-4bb7-80ee-fd662778e820") ) (segment @@ -120499,7 +121186,7 @@ (end 245.98 67.67) (width 0.2) (layer "F.Cu") - (net 119) + (net 117) (uuid "40109395-0354-4f36-8b35-4d3afca5b1e5") ) (segment @@ -120507,7 +121194,7 @@ (end 249.1725 69.475) (width 0.2) (layer "F.Cu") - (net 119) + (net 117) (uuid "7b7e2dbe-fadc-45e5-8b63-3ffe297e7c9f") ) (segment @@ -120515,7 +121202,7 @@ (end 238.905 69.095) (width 0.2) (layer "F.Cu") - (net 119) + (net 117) (uuid "99e70668-c0cd-4e2f-9281-36cb489680b0") ) (segment @@ -120523,7 +121210,7 @@ (end 245.98 69.1325) (width 0.2) (layer "F.Cu") - (net 119) + (net 117) (uuid "ae11872f-34f7-4cc8-8ef1-d5a4347deee8") ) (segment @@ -120531,7 +121218,7 @@ (end 228.83 69.1325) (width 0.2) (layer "F.Cu") - (net 119) + (net 117) (uuid "b9083137-25a8-4c81-940f-c266541c8ca5") ) (segment @@ -120539,7 +121226,7 @@ (end 246.18 67.47) (width 0.2) (layer "F.Cu") - (net 119) + (net 117) (uuid "bb308e4c-660b-464f-96af-5881b4042dea") ) (segment @@ -120547,7 +121234,7 @@ (end 224.1175 69.1325) (width 0.2) (layer "F.Cu") - (net 119) + (net 117) (uuid "c2981628-344d-4542-8ff8-fb82d932f75e") ) (segment @@ -120555,7 +121242,7 @@ (end 218.83 69.095) (width 0.2) (layer "F.Cu") - (net 119) + (net 117) (uuid "c401031d-3b4f-4131-bdc3-ce63c69f420d") ) (segment @@ -120563,7 +121250,7 @@ (end 253.4875 69.475) (width 0.2) (layer "F.Cu") - (net 119) + (net 117) (uuid "c56e420c-1d32-4faa-8789-7080c4f119e9") ) (segment @@ -120571,7 +121258,7 @@ (end 245.98 69.1325) (width 0.2) (layer "F.Cu") - (net 119) + (net 117) (uuid "c98b0f5d-9b3f-4669-9140-b6bd63d5ff2b") ) (segment @@ -120579,7 +121266,7 @@ (end 253.83 69.1325) (width 0.2) (layer "F.Cu") - (net 119) + (net 117) (uuid "d49f0816-7de9-442f-8e4a-ae147ccc9d77") ) (via @@ -120587,7 +121274,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 119) + (net 117) (uuid "942eac51-f182-4f3b-af20-5bf7bacd2626") ) (segment @@ -120595,7 +121282,7 @@ (end 246.18 66.295) (width 0.2) (layer "B.Cu") - (net 119) + (net 117) (uuid "2ec89c83-1267-4154-ae87-a567179d2150") ) (segment @@ -120603,7 +121290,7 @@ (end 189.275 79.92) (width 0.2) (layer "B.Cu") - (net 120) + (net 118) (uuid "3cceb45e-3808-43a2-9e2f-38c683edc42b") ) (segment @@ -120611,7 +121298,7 @@ (end 190.575 78.62) (width 0.2) (layer "B.Cu") - (net 120) + (net 118) (uuid "c8e38a0a-63ca-40a3-acc8-796a60287752") ) (segment @@ -120619,7 +121306,7 @@ (end 193.861396 78.62) (width 0.2) (layer "B.Cu") - (net 120) + (net 118) (uuid "e7fc66e8-4f59-41f9-9b03-c74322726675") ) (segment @@ -120627,7 +121314,7 @@ (end 201.145 79.92) (width 0.2) (layer "B.Cu") - (net 121) + (net 119) (uuid "0c554b38-00b8-4bb5-a624-15504d65ba9d") ) (segment @@ -120635,7 +121322,7 @@ (end 205.731396 78.62) (width 0.2) (layer "B.Cu") - (net 121) + (net 119) (uuid "a059d95a-e61c-499e-a5ef-038c0a784288") ) (segment @@ -120643,7 +121330,7 @@ (end 202.445 78.62) (width 0.2) (layer "B.Cu") - (net 121) + (net 119) (uuid "b8b10923-d723-44ae-b1ea-a8d8fd1706a5") ) (segment @@ -120651,7 +121338,7 @@ (end 255.19 70.27) (width 1) (layer "B.Cu") - (net 122) + (net 120) (uuid "09eb9487-5122-4119-9a92-e389b578c198") ) (segment @@ -120659,7 +121346,7 @@ (end 253.59 70.97) (width 1) (layer "B.Cu") - (net 122) + (net 120) (uuid "49d7c7d4-794d-40b1-9cd4-34347f9426f3") ) (segment @@ -120667,7 +121354,7 @@ (end 257.19 70.07) (width 1) (layer "B.Cu") - (net 122) + (net 120) (uuid "8a0a2a73-b133-4e70-aabb-2ca43bad2c9c") ) (segment @@ -120675,7 +121362,7 @@ (end 254.49 70.97) (width 1) (layer "B.Cu") - (net 122) + (net 120) (uuid "9dd00648-dcd9-46be-a7c9-aeaac9ffd0e6") ) (segment @@ -120683,7 +121370,7 @@ (end 250.965 73.245) (width 0.5) (layer "B.Cu") - (net 123) + (net 121) (uuid "dfb01bcd-9ef9-4ad0-a65b-702d607b6225") ) (segment @@ -120691,7 +121378,7 @@ (end 250.005 59.72) (width 0.2) (layer "B.Cu") - (net 124) + (net 122) (uuid "172f935b-8ecf-4712-8609-cea58c42ebfd") ) (segment @@ -120699,7 +121386,7 @@ (end 258.22 52.74) (width 0.2) (layer "B.Cu") - (net 124) + (net 122) (uuid "59bf8499-e9e8-4d08-902b-6cc1abbe0fa7") ) (segment @@ -120707,7 +121394,7 @@ (end 251.21 52.74) (width 0.2) (layer "B.Cu") - (net 124) + (net 122) (uuid "67a5c1fe-70ce-4122-a1aa-45d1a2a02775") ) (segment @@ -120715,7 +121402,7 @@ (end 250.005 61.27) (width 0.2) (layer "B.Cu") - (net 124) + (net 122) (uuid "85881d04-c17f-4309-a2bc-61e1073d5e88") ) (segment @@ -120723,7 +121410,7 @@ (end 250.28 53.67) (width 0.2) (layer "B.Cu") - (net 124) + (net 122) (uuid "8e301bc4-7b3d-4720-82a1-8cbd11442c84") ) (segment @@ -120731,7 +121418,7 @@ (end 250.28 57.395) (width 0.2) (layer "B.Cu") - (net 124) + (net 122) (uuid "b1eb4150-2925-40bd-b4a1-fe4b87a5a062") ) (segment @@ -120739,7 +121426,7 @@ (end 258.715 56.485) (width 0.2) (layer "B.Cu") - (net 125) + (net 123) (uuid "164f53fa-0e05-410e-bd91-888338990994") ) (segment @@ -120747,7 +121434,7 @@ (end 259.17 56.03) (width 0.2) (layer "B.Cu") - (net 125) + (net 123) (uuid "1d1b2eb7-53b3-4eaf-a94d-94ef9ba89d4e") ) (segment @@ -120755,7 +121442,7 @@ (end 259.17 54.74) (width 0.2) (layer "B.Cu") - (net 125) + (net 123) (uuid "cbd26583-c7b4-4892-998a-1d3d22591f1a") ) (segment @@ -120763,7 +121450,7 @@ (end 258.665 60.085) (width 0.2) (layer "B.Cu") - (net 126) + (net 124) (uuid "2d5524e0-70a6-49d8-ab24-098967510b2d") ) (segment @@ -120771,7 +121458,7 @@ (end 258.665 60.545) (width 0.2) (layer "B.Cu") - (net 126) + (net 124) (uuid "39b98330-560f-432b-ac2a-c871b25af53b") ) (segment @@ -120779,7 +121466,7 @@ (end 260.365 58.385) (width 0.2) (layer "B.Cu") - (net 126) + (net 124) (uuid "6af7de24-9363-403c-b9d8-256199575b53") ) (segment @@ -120787,7 +121474,7 @@ (end 258.54 60.67) (width 0.2) (layer "B.Cu") - (net 126) + (net 124) (uuid "d4599ee1-1f37-4c36-9906-8251a014a32b") ) (segment @@ -120795,7 +121482,7 @@ (end 259.665 68.245) (width 0.2) (layer "B.Cu") - (net 127) + (net 125) (uuid "28e252a6-4ae7-47d1-a498-913327ceb871") ) (segment @@ -120803,7 +121490,7 @@ (end 259.49 64.295) (width 1.5) (layer "B.Cu") - (net 127) + (net 125) (uuid "2db1bf97-ec43-4626-94bb-1ecadf5e1759") ) (segment @@ -120811,7 +121498,7 @@ (end 182.53 64.97) (width 0.2) (layer "F.Cu") - (net 128) + (net 126) (uuid "53aa6e20-de03-4271-9e16-55675c4e173d") ) (segment @@ -120819,7 +121506,7 @@ (end 248.33 59.92) (width 0.2) (layer "F.Cu") - (net 128) + (net 126) (uuid "9688e909-8f14-4fba-8f8d-515b0ade5e45") ) (segment @@ -120827,7 +121514,7 @@ (end 184.48 63.02) (width 0.2) (layer "F.Cu") - (net 128) + (net 126) (uuid "d1469de6-ba7f-468f-9826-8bc5bdab2259") ) (via @@ -120835,7 +121522,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 128) + (net 126) (uuid "114a6613-7852-4c8b-9146-07d0b2a58d21") ) (via @@ -120843,7 +121530,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 128) + (net 126) (uuid "11cdb4a3-5e43-454a-8402-636877fd3df4") ) (via @@ -120851,7 +121538,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 128) + (net 126) (uuid "5c34060a-5cf6-4f0b-a739-a51c00fc4187") ) (segment @@ -120859,7 +121546,7 @@ (end 184.48 56.845) (width 0.2) (layer "In1.Cu") - (net 128) + (net 126) (uuid "6dda85f8-0ba2-464f-bfa7-7ce9d89bea67") ) (segment @@ -120867,7 +121554,7 @@ (end 240.58 63.42) (width 0.2) (layer "In2.Cu") - (net 128) + (net 126) (uuid "25fe7424-b011-4d5d-a819-eebad3f6c26f") ) (segment @@ -120875,7 +121562,7 @@ (end 246.43 61.82) (width 0.2) (layer "In2.Cu") - (net 128) + (net 126) (uuid "29ce2d6c-3712-4d9d-ab07-c91e618e60b8") ) (segment @@ -120883,7 +121570,7 @@ (end 210.027487 61.517487) (width 0.2) (layer "In2.Cu") - (net 128) + (net 126) (uuid "42b369cd-963f-440f-8fde-ff8570c06df4") ) (segment @@ -120891,7 +121578,7 @@ (end 208.124974 63.42) (width 0.2) (layer "In2.Cu") - (net 128) + (net 126) (uuid "5b4b119e-f9e1-4f0e-bcbc-30be233df324") ) (segment @@ -120899,7 +121586,7 @@ (end 219.13 63.42) (width 0.2) (layer "In2.Cu") - (net 128) + (net 126) (uuid "668c3f15-2e14-4a12-be54-11a92e90c585") ) (segment @@ -120907,7 +121594,7 @@ (end 202.83 63.42) (width 0.2) (layer "In2.Cu") - (net 128) + (net 126) (uuid "8db34e12-1828-41e5-abcb-dc2093425f12") ) (segment @@ -120915,7 +121602,7 @@ (end 217.18 61.47) (width 0.2) (layer "In2.Cu") - (net 128) + (net 126) (uuid "a2cfc1a9-8515-4686-8b02-2881a77293e6") ) (segment @@ -120923,7 +121610,7 @@ (end 217.132513 61.517487) (width 0.2) (layer "In2.Cu") - (net 128) + (net 126) (uuid "c66b7cef-a6f9-4194-a7f6-2f9e40b30ba2") ) (segment @@ -120931,7 +121618,7 @@ (end 201.58 62.17) (width 0.2) (layer "In2.Cu") - (net 128) + (net 126) (uuid "e24ad3af-ca9c-4ca0-a5c9-75536ab1b9b0") ) (segment @@ -120939,7 +121626,7 @@ (end 242.18 61.82) (width 0.2) (layer "In2.Cu") - (net 128) + (net 126) (uuid "e74994e6-2bec-4dbf-a9c1-1128fca4f3b2") ) (segment @@ -120947,7 +121634,7 @@ (end 248.33 59.92) (width 0.2) (layer "In2.Cu") - (net 128) + (net 126) (uuid "fa1abf36-a56f-417b-b9a1-1523b5aae7bd") ) (segment @@ -120955,7 +121642,7 @@ (end 184.465 51.855) (width 0.2) (layer "B.Cu") - (net 128) + (net 126) (uuid "463aa7ea-ae9a-44c4-b207-dfdf57859841") ) (segment @@ -120963,7 +121650,7 @@ (end 184.465 50.075) (width 0.2) (layer "B.Cu") - (net 128) + (net 126) (uuid "c166ec04-ca49-43b4-84a5-982129101929") ) (segment @@ -120971,7 +121658,7 @@ (end 248.355 59.945) (width 0.2) (layer "B.Cu") - (net 128) + (net 126) (uuid "d20d1ede-02fe-4b13-8d8c-aae46c90c53f") ) (segment @@ -120979,7 +121666,7 @@ (end 248.33 59.92) (width 0.2) (layer "B.Cu") - (net 128) + (net 126) (uuid "d5aaa8ed-ff0c-4ec0-b7e0-f6f0ca29af4b") ) (segment @@ -120987,7 +121674,7 @@ (end 198.3425 63.9075) (width 0.2) (layer "F.Cu") - (net 129) + (net 127) (uuid "1430c9b9-6de7-467d-be88-59b3642daa1c") ) (segment @@ -120995,7 +121682,7 @@ (end 207.08 62.77) (width 0.2) (layer "F.Cu") - (net 129) + (net 127) (uuid "63bb4912-a1f1-4971-9330-9109f9d38eb9") ) (segment @@ -121003,7 +121690,7 @@ (end 199.48 62.77) (width 0.2) (layer "F.Cu") - (net 129) + (net 127) (uuid "bad71621-9a5e-4462-8f53-fc40ee4a9422") ) (via @@ -121011,7 +121698,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 129) + (net 127) (uuid "0915eaff-4e04-4750-a895-314dfe5e0b2d") ) (via @@ -121019,7 +121706,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 129) + (net 127) (uuid "fa7eddc6-a57b-4c54-ade6-4e5a38623e60") ) (segment @@ -121027,7 +121714,7 @@ (end 249.28 62.121788) (width 0.2) (layer "In2.Cu") - (net 129) + (net 127) (uuid "18e6a0d7-63b8-4ba8-bc20-45b8e01320d3") ) (segment @@ -121035,7 +121722,7 @@ (end 249.28 59.67) (width 0.2) (layer "In2.Cu") - (net 129) + (net 127) (uuid "28039eaa-f1d2-4468-b2c0-bd00a2231545") ) (segment @@ -121043,7 +121730,7 @@ (end 240.58 62.87) (width 0.2) (layer "In2.Cu") - (net 129) + (net 127) (uuid "3cb2a631-9f6e-4ef9-b6ad-a5133b195a86") ) (segment @@ -121051,7 +121738,7 @@ (end 219.18 62.87) (width 0.2) (layer "In2.Cu") - (net 129) + (net 127) (uuid "40252b19-1d1e-429c-ac28-afc415baee0b") ) (segment @@ -121059,7 +121746,7 @@ (end 209.2805 61.07) (width 0.2) (layer "In2.Cu") - (net 129) + (net 127) (uuid "56a21f9e-4c1e-43b2-bf14-5786f263c65f") ) (segment @@ -121067,7 +121754,7 @@ (end 263.08 70.92) (width 0.2) (layer "In2.Cu") - (net 129) + (net 127) (uuid "5fe8cc84-1253-42d2-80a8-c34b5139b0d8") ) (segment @@ -121075,7 +121762,7 @@ (end 217.38 61.07) (width 0.2) (layer "In2.Cu") - (net 129) + (net 127) (uuid "765123ac-2b71-4207-951b-7138ff588c57") ) (segment @@ -121083,7 +121770,7 @@ (end 255.68 63.52) (width 0.2) (layer "In2.Cu") - (net 129) + (net 127) (uuid "8011b823-269a-445a-8418-0ed79883f5b2") ) (segment @@ -121091,7 +121778,7 @@ (end 250.678212 63.52) (width 0.2) (layer "In2.Cu") - (net 129) + (net 127) (uuid "89fb8ef4-b203-4b8f-b7e9-869ce87e84db") ) (segment @@ -121099,7 +121786,7 @@ (end 248.88 59.27) (width 0.2) (layer "In2.Cu") - (net 129) + (net 127) (uuid "8ca93e1e-c597-497a-8606-563d2bf83513") ) (segment @@ -121107,7 +121794,7 @@ (end 241.98 61.47) (width 0.2) (layer "In2.Cu") - (net 129) + (net 127) (uuid "ab4c0651-1043-4ebd-8db8-6cacf83030e3") ) (segment @@ -121115,7 +121802,7 @@ (end 207.08 62.77) (width 0.2) (layer "In2.Cu") - (net 129) + (net 127) (uuid "ae18df63-4165-4af4-b6fb-6f79670b78bc") ) (segment @@ -121123,7 +121810,7 @@ (end 245.78 61.47) (width 0.2) (layer "In2.Cu") - (net 129) + (net 127) (uuid "d1ff9e51-0b38-482f-8ab9-12a4112cab6d") ) (segment @@ -121131,7 +121818,7 @@ (end 207.0805 62.7705) (width 0.2) (layer "In2.Cu") - (net 129) + (net 127) (uuid "e8e01a8d-c7cc-4f5f-b838-51ce69a444bd") ) (segment @@ -121139,7 +121826,7 @@ (end 247.98 59.27) (width 0.2) (layer "In2.Cu") - (net 129) + (net 127) (uuid "f892b40a-defb-44ae-b8c8-f2ce8ba2f7e6") ) (segment @@ -121147,7 +121834,7 @@ (end 263.08 70.92) (width 0.2) (layer "B.Cu") - (net 129) + (net 127) (uuid "160472bf-512f-45d2-b501-3c0a3a56e50c") ) (segment @@ -121155,7 +121842,7 @@ (end 262.48 70.32) (width 0.2) (layer "B.Cu") - (net 129) + (net 127) (uuid "83df8539-2498-4068-84b7-483082e11c03") ) (segment @@ -121163,7 +121850,7 @@ (end 252.74 60.585) (width 0.2) (layer "B.Cu") - (net 130) + (net 128) (uuid "1da6583d-0281-4888-b765-8f87899ff10e") ) (segment @@ -121171,7 +121858,7 @@ (end 253.755 59.57) (width 0.2) (layer "B.Cu") - (net 130) + (net 128) (uuid "d634eb9c-bb02-4e67-85d4-643b6066869e") ) (segment @@ -121179,7 +121866,7 @@ (end 252.74 66.22) (width 0.5) (layer "B.Cu") - (net 131) + (net 129) (uuid "7ec731be-1fce-4693-8957-3585eb026099") ) (segment @@ -121187,7 +121874,7 @@ (end 252.715 67.945) (width 0.5) (layer "B.Cu") - (net 131) + (net 129) (uuid "a7daf78d-11de-4a82-8812-3e74898f5653") ) (segment @@ -121195,7 +121882,7 @@ (end 252.59 68.07) (width 0.5) (layer "B.Cu") - (net 131) + (net 129) (uuid "ede88279-1e18-4845-a6fe-a0db0522f47d") ) (via @@ -121203,7 +121890,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 132) + (net 130) (uuid "09f3539c-0271-4766-b362-87471b1012ee") ) (via @@ -121211,7 +121898,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 132) + (net 130) (uuid "d72257a8-83ed-4a5d-a2e0-0284484bfbab") ) (segment @@ -121219,7 +121906,7 @@ (end 261.09 72.58) (width 0.2) (layer "In1.Cu") - (net 132) + (net 130) (uuid "0d94d50e-2465-4fe7-9a95-e33d7b31cfd5") ) (segment @@ -121227,7 +121914,7 @@ (end 255.49 78.47) (width 0.2) (layer "In1.Cu") - (net 132) + (net 130) (uuid "b9c8f934-375c-4f4e-bd95-b0b70cfbe927") ) (segment @@ -121235,7 +121922,7 @@ (end 263.58 72.87) (width 1.5) (layer "In1.Cu") - (net 132) + (net 130) (uuid "baafbe4c-2b03-42fa-adb4-13b97609d03a") ) (segment @@ -121243,7 +121930,7 @@ (end 261.09 72.87) (width 1.5) (layer "In1.Cu") - (net 132) + (net 130) (uuid "e27ae757-2df8-4357-9f08-fa0f41fd7d33") ) (segment @@ -121251,7 +121938,7 @@ (end 261.09 72.87) (width 0.2) (layer "In1.Cu") - (net 132) + (net 130) (uuid "faad3b28-e696-4e4a-8926-796904158dc8") ) (segment @@ -121259,7 +121946,7 @@ (end 254.265 67.945) (width 0.5) (layer "B.Cu") - (net 132) + (net 130) (uuid "2579a410-6e9c-4119-8825-d857af5e10c1") ) (segment @@ -121267,7 +121954,7 @@ (end 256.53 68.02) (width 0.2) (layer "B.Cu") - (net 132) + (net 130) (uuid "30ed3c31-bc51-44ca-a613-6f22fa6a3acd") ) (segment @@ -121275,7 +121962,7 @@ (end 253.815 78.47) (width 1) (layer "B.Cu") - (net 132) + (net 130) (uuid "84bcbbdd-e788-485e-86da-119acb3dac5d") ) (segment @@ -121283,7 +121970,7 @@ (end 254.655 67.995) (width 0.2) (layer "B.Cu") - (net 132) + (net 130) (uuid "d6a0a8ac-5a51-4099-b255-d0a59f98d154") ) (segment @@ -121291,7 +121978,7 @@ (end 255.49 78.47) (width 1) (layer "B.Cu") - (net 132) + (net 130) (uuid "de7b585d-c5ac-41aa-862e-59f939e1d34b") ) (segment @@ -121299,7 +121986,7 @@ (end 256.505 67.995) (width 0.2) (layer "B.Cu") - (net 132) + (net 130) (uuid "f8edf84a-122b-42c5-84f4-8223a846c794") ) (segment @@ -121307,7 +121994,7 @@ (end 236.63 50.22) (width 0.5) (layer "B.Cu") - (net 133) + (net 131) (uuid "29bcb54b-9b14-42ef-9dde-ebd143b44167") ) (segment @@ -121315,7 +122002,7 @@ (end 240.38 51.97) (width 0.5) (layer "B.Cu") - (net 133) + (net 131) (uuid "5cd0c903-c7c3-4156-8803-fdfe7b53191e") ) (segment @@ -121323,7 +122010,7 @@ (end 238.38 51.97) (width 0.5) (layer "B.Cu") - (net 133) + (net 131) (uuid "f18a9673-3aa5-497a-8dbc-d8ea4617d10a") ) (segment @@ -121331,7 +122018,7 @@ (end 237.335 59.34) (width 0.2) (layer "B.Cu") - (net 134) + (net 132) (uuid "5928e395-7c3b-4686-8f06-6aa91ad01856") ) (segment @@ -121339,7 +122026,7 @@ (end 238.95 59.335) (width 0.2) (layer "B.Cu") - (net 134) + (net 132) (uuid "c3feaa3a-a658-4037-8ed2-958644227041") ) (segment @@ -121347,7 +122034,7 @@ (end 215.912488 55.152488) (width 0.2) (layer "F.Cu") - (net 135) + (net 133) (uuid "14168c5d-3e20-49d5-a810-6c7e5e96d284") ) (segment @@ -121355,7 +122042,7 @@ (end 213.154975 57.91) (width 0.2) (layer "F.Cu") - (net 135) + (net 133) (uuid "7ff9fb39-bdd2-4e33-8519-9dc0e5d480a8") ) (segment @@ -121363,7 +122050,7 @@ (end 200.1975 60.46) (width 0.2) (layer "F.Cu") - (net 135) + (net 133) (uuid "823fab85-76d7-4d7a-945b-6542f7b8d8d9") ) (segment @@ -121371,7 +122058,7 @@ (end 217.794976 53.27) (width 0.2) (layer "F.Cu") - (net 135) + (net 133) (uuid "c5e8bdca-1ee8-4ed9-8a3d-b5672f2b12ad") ) (segment @@ -121379,7 +122066,7 @@ (end 202.7475 57.91) (width 0.2) (layer "F.Cu") - (net 135) + (net 133) (uuid "db44ed69-a1e0-43ee-abf7-55e246b02d1b") ) (via @@ -121387,7 +122074,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 135) + (net 133) (uuid "0d2a827f-a8fd-4fad-80d0-dc1971ea09fa") ) (via @@ -121395,7 +122082,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 135) + (net 133) (uuid "19a5c55a-51dc-43bc-9389-ad6b06eb837e") ) (segment @@ -121403,7 +122090,7 @@ (end 237.18 53.27) (width 0.2) (layer "In2.Cu") - (net 135) + (net 133) (uuid "5461fa04-6458-40d1-96d0-5097280fce2f") ) (segment @@ -121411,7 +122098,7 @@ (end 228.98 53.27) (width 0.2) (layer "In2.Cu") - (net 135) + (net 133) (uuid "bf40f13f-3610-4a4d-b63d-a75a043e57c8") ) (segment @@ -121419,7 +122106,7 @@ (end 239.48 53.97) (width 0.2) (layer "B.Cu") - (net 135) + (net 133) (uuid "5384dd2e-944d-4371-8d88-5f9f9fec8830") ) (segment @@ -121427,7 +122114,7 @@ (end 238.68 54.77) (width 0.2) (layer "B.Cu") - (net 135) + (net 133) (uuid "82e324b6-0c1a-4865-b518-db92ce35e9eb") ) (segment @@ -121435,7 +122122,7 @@ (end 213.01 57.56) (width 0.2) (layer "F.Cu") - (net 136) + (net 134) (uuid "0c0c54c9-9d99-439f-94b7-6b082a0ef481") ) (segment @@ -121443,7 +122130,7 @@ (end 220.1 50.47) (width 0.2) (layer "F.Cu") - (net 136) + (net 134) (uuid "241607d1-600f-49c7-83f0-1401235f5367") ) (segment @@ -121451,7 +122138,7 @@ (end 206.91 57.56) (width 0.2) (layer "F.Cu") - (net 136) + (net 134) (uuid "4dd22518-d237-4702-b825-1d365adaf57d") ) (segment @@ -121459,7 +122146,7 @@ (end 203.2025 55.58) (width 0.2) (layer "F.Cu") - (net 136) + (net 134) (uuid "51c34201-d640-43c8-ad24-3aee196f9e08") ) (segment @@ -121467,7 +122154,7 @@ (end 198.3225 60.46) (width 0.2) (layer "F.Cu") - (net 136) + (net 134) (uuid "805c4eec-a30c-418c-bda2-5946f46c058d") ) (segment @@ -121475,7 +122162,7 @@ (end 204.93 55.58) (width 0.2) (layer "F.Cu") - (net 136) + (net 134) (uuid "c77d8588-7d3d-4072-910a-8f5971d3981d") ) (via @@ -121483,7 +122170,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 136) + (net 134) (uuid "ed49df63-a1c6-4b89-a17e-d88558bef135") ) (segment @@ -121491,7 +122178,7 @@ (end 231.78 50.47) (width 0.2) (layer "B.Cu") - (net 136) + (net 134) (uuid "29df941f-15ce-4a03-ac83-50d55b382353") ) (segment @@ -121499,7 +122186,7 @@ (end 231.755 50.445) (width 0.2) (layer "B.Cu") - (net 136) + (net 134) (uuid "cbb91f61-40aa-48a2-9132-a834118c6c44") ) (segment @@ -121507,7 +122194,7 @@ (end 227.165 44.605) (width 1.2) (layer "B.Cu") - (net 137) + (net 135) (uuid "003d2aaa-0c6f-4ce8-b6ee-11ddd61c1221") ) (segment @@ -121515,7 +122202,7 @@ (end 228.575 43.97) (width 1.2) (layer "B.Cu") - (net 137) + (net 135) (uuid "09806c06-aa31-46e6-a379-3a36c1ce77e5") ) (segment @@ -121523,7 +122210,7 @@ (end 229.66 43.97) (width 2) (layer "B.Cu") - (net 137) + (net 135) (uuid "1db8bc72-5e1a-4be0-869f-2996d8e7fa6a") ) (segment @@ -121531,7 +122218,7 @@ (end 223.78 50.22) (width 1.2) (layer "B.Cu") - (net 137) + (net 135) (uuid "28dfa598-16fe-454b-bcd3-fb6befdcc58e") ) (segment @@ -121539,7 +122226,7 @@ (end 229.845 44.155) (width 2) (layer "B.Cu") - (net 137) + (net 135) (uuid "41b1a21c-9409-49b8-98a0-e5ff2f54c18f") ) (segment @@ -121547,7 +122234,7 @@ (end 230.48 42.065) (width 1.2) (layer "B.Cu") - (net 137) + (net 135) (uuid "4cd5d1d1-d783-42ff-a0ca-a196e8a1ef15") ) (segment @@ -121555,7 +122242,7 @@ (end 229.845 44.155) (width 1.2) (layer "B.Cu") - (net 137) + (net 135) (uuid "5ddf864b-a4be-42cd-b617-7ad691ddd1fc") ) (segment @@ -121563,7 +122250,7 @@ (end 229.845 43.97) (width 1.2) (layer "B.Cu") - (net 137) + (net 135) (uuid "8162ac06-5fd9-4195-a015-a3156b9ca688") ) (segment @@ -121571,7 +122258,7 @@ (end 228.575 45.425) (width 1.2) (layer "B.Cu") - (net 137) + (net 135) (uuid "866c363a-b56b-4319-9c81-f509f9808b07") ) (segment @@ -121579,7 +122266,7 @@ (end 228.575 43.97) (width 1.2) (layer "B.Cu") - (net 137) + (net 135) (uuid "8871fed4-2b37-46f8-ad07-89e901301875") ) (segment @@ -121587,7 +122274,7 @@ (end 226.53 43.97) (width 1.2) (layer "B.Cu") - (net 137) + (net 135) (uuid "99cdb829-bf8f-46c4-9983-c2cadb4fcad3") ) (segment @@ -121595,7 +122282,7 @@ (end 230.48 43.335) (width 2) (layer "B.Cu") - (net 137) + (net 135) (uuid "a6c52d70-8c64-489c-b345-cd2261751819") ) (segment @@ -121603,7 +122290,7 @@ (end 230.48 42.065) (width 2) (layer "B.Cu") - (net 137) + (net 135) (uuid "b18e4585-cfb1-4adf-84e5-837948c28e7c") ) (segment @@ -121611,7 +122298,7 @@ (end 230.48 45.875) (width 1.2) (layer "B.Cu") - (net 137) + (net 135) (uuid "dd7139f0-fd9d-4978-8ccb-3d679cffa524") ) (segment @@ -121619,7 +122306,7 @@ (end 230.48 43.335) (width 1.2) (layer "B.Cu") - (net 137) + (net 135) (uuid "ed7fc248-8ae0-4541-a5a6-a313322225db") ) (segment @@ -121627,7 +122314,7 @@ (end 223.65 60.25) (width 2) (layer "B.Cu") - (net 138) + (net 136) (uuid "1c6b22d1-314b-4080-a154-9f0a43713b13") ) (segment @@ -121635,7 +122322,7 @@ (end 214.447078 60.25) (width 2) (layer "B.Cu") - (net 138) + (net 136) (uuid "f6e1940b-7275-48ea-8dac-4b8c8e57fe67") ) (segment @@ -121643,7 +122330,7 @@ (end 213.345 59.147922) (width 2) (layer "B.Cu") - (net 138) + (net 136) (uuid "fd89e62b-3da4-44a3-b1ee-c909a1dc34ff") ) (segment @@ -121651,7 +122338,7 @@ (end 234.78 51.97) (width 0.5) (layer "B.Cu") - (net 139) + (net 137) (uuid "6ef038a4-2c5d-4852-a83a-cfeb1f0a348d") ) (segment @@ -121659,7 +122346,7 @@ (end 235.275 45.875) (width 0.5) (layer "B.Cu") - (net 139) + (net 137) (uuid "7bb57605-852a-4419-9786-8bec1a008de9") ) (segment @@ -121667,7 +122354,7 @@ (end 234.78 46.37) (width 0.5) (layer "B.Cu") - (net 139) + (net 137) (uuid "c9dbb455-b826-47eb-9fab-7e6af7d10f40") ) (segment @@ -121675,7 +122362,7 @@ (end 240.955 54.97) (width 0.2) (layer "B.Cu") - (net 140) + (net 138) (uuid "5a15da66-29c7-4cbd-8cd7-8010e4e38ede") ) (segment @@ -121683,7 +122370,7 @@ (end 243.64 52.715) (width 0.2) (layer "B.Cu") - (net 140) + (net 138) (uuid "5fb3f756-6df8-4aea-be7c-2ce784001ca5") ) (segment @@ -121691,7 +122378,7 @@ (end 243.64 52.715) (width 0.5) (layer "B.Cu") - (net 140) + (net 138) (uuid "628cdd74-625c-4997-a164-7433258ccfb3") ) (segment @@ -121699,7 +122386,7 @@ (end 243.21 52.715) (width 0.2) (layer "B.Cu") - (net 140) + (net 138) (uuid "7c2ee6ad-0e90-4add-a647-b1135b05edcc") ) (segment @@ -121707,7 +122394,7 @@ (end 241.255 54.97) (width 0.2) (layer "B.Cu") - (net 140) + (net 138) (uuid "80525f51-8c7f-4e3d-a34a-69c1f635f626") ) (segment @@ -121715,7 +122402,7 @@ (end 243.64 51.94) (width 0.5) (layer "B.Cu") - (net 140) + (net 138) (uuid "83cb1ac7-3da3-4874-ae1d-f17e6dcb4524") ) (segment @@ -121723,7 +122410,7 @@ (end 240.38 55.97) (width 0.2) (layer "B.Cu") - (net 141) + (net 139) (uuid "f3a5b7a7-3a01-49b8-818b-83399da78a71") ) (segment @@ -121731,7 +122418,7 @@ (end 232.28 55.92) (width 0.2) (layer "B.Cu") - (net 142) + (net 140) (uuid "1eaea4f8-f430-4871-81b7-6d8622b3e879") ) (segment @@ -121739,7 +122426,7 @@ (end 232.705 55.495) (width 0.2) (layer "B.Cu") - (net 142) + (net 140) (uuid "9c6b8c53-2a22-4aa9-80df-7e2dae259a7b") ) (segment @@ -121747,7 +122434,7 @@ (end 232.705 55.495) (width 0.2) (layer "B.Cu") - (net 142) + (net 140) (uuid "a1bcfa89-c59c-4ff5-a863-9d94d694f880") ) (segment @@ -121755,7 +122442,7 @@ (end 219.205 55.495) (width 0.2) (layer "B.Cu") - (net 142) + (net 140) (uuid "c762ff6e-30f5-41a6-9445-60e29d7626c9") ) (segment @@ -121763,7 +122450,7 @@ (end 233.23 54.97) (width 0.2) (layer "B.Cu") - (net 142) + (net 140) (uuid "e49db271-4e5a-44b8-acd8-aff8600a07b6") ) (segment @@ -121771,7 +122458,7 @@ (end 234.78 54.97) (width 0.2) (layer "B.Cu") - (net 142) + (net 140) (uuid "f93ff9bc-cad3-4693-ad7a-a7e4ab191b15") ) (segment @@ -121779,7 +122466,7 @@ (end 234.08 57.745) (width 0.2) (layer "B.Cu") - (net 143) + (net 141) (uuid "2d60caf9-1632-41ea-b109-90f12a10aab5") ) (segment @@ -121787,7 +122474,7 @@ (end 234.08 57.745) (width 0.2) (layer "B.Cu") - (net 143) + (net 141) (uuid "7e4aa9df-4382-477e-96b5-f79d6b9ad2e7") ) (segment @@ -121795,7 +122482,7 @@ (end 234.08 56.67) (width 0.2) (layer "B.Cu") - (net 143) + (net 141) (uuid "fcfef830-d6cc-4daf-b74c-0aab352b60b0") ) (segment @@ -121803,7 +122490,7 @@ (end 228.53 58.32) (width 0.2) (layer "F.Cu") - (net 144) + (net 142) (uuid "4243adca-ca26-4e60-808d-57a467792b83") ) (segment @@ -121811,7 +122498,7 @@ (end 232.63 54.22) (width 0.2) (layer "F.Cu") - (net 144) + (net 142) (uuid "f32eeabb-dddc-4cf3-b43c-a25cf4006bb6") ) (via @@ -121819,7 +122506,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 144) + (net 142) (uuid "54f8a472-0b9c-4de1-85b2-f98b4f83111b") ) (via @@ -121827,7 +122514,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 144) + (net 142) (uuid "93a3da6c-9ca8-44ab-ab83-82f48ed91f69") ) (segment @@ -121835,7 +122522,7 @@ (end 234.78 53.97) (width 0.2) (layer "B.Cu") - (net 144) + (net 142) (uuid "4d37caf1-39ca-441a-955b-12b8278a6bff") ) (segment @@ -121843,7 +122530,7 @@ (end 216.53 58.32) (width 0.2) (layer "B.Cu") - (net 144) + (net 142) (uuid "569ad308-eaa2-4d55-a3b5-2a721895ecb4") ) (segment @@ 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+ (net 143) (uuid "e37bca18-f5c1-4de3-bd44-eeed3daca665") ) (segment @@ -121907,7 +122594,7 @@ (end 251.315 75.595) (width 1) (layer "B.Cu") - (net 146) + (net 144) (uuid "1205ff41-e75d-4279-9782-f328ee73a92c") ) (segment @@ -121915,7 +122602,7 @@ (end 253.64 74.259582) (width 1) (layer "B.Cu") - (net 146) + (net 144) (uuid "88d87726-bab7-4128-9493-163578f5be53") ) (segment @@ -121923,7 +122610,7 @@ (end 250.74 75.02) (width 1) (layer "B.Cu") - (net 146) + (net 144) (uuid "e1157e9d-509b-4f68-9327-086e8b41dc57") ) (segment @@ -121931,7 +122618,7 @@ (end 198.9175 56.62) (width 1) (layer "B.Cu") - (net 147) + (net 145) (uuid "4a52e20d-1e66-49a3-97b0-8bd748061ca5") ) (segment @@ -121939,7 +122626,7 @@ (end 200.140418 59.37) (width 1) (layer "B.Cu") - (net 147) + (net 145) (uuid "ab91de5c-37a8-4f0a-b2ec-1a33e591ef52") ) (segment @@ -121947,7 +122634,7 @@ (end 198.8425 56.695) (width 1) (layer "B.Cu") - (net 147) + (net 145) (uuid "b7daca62-585f-448d-9623-6506745aa294") ) (segment @@ 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(segment @@ -122059,7 +122746,7 @@ (end 207.43 45.945) (width 0.2) (layer "B.Cu") - (net 148) + (net 146) (uuid "e194a65c-d4a3-4159-82c6-aabef9766803") ) (segment @@ -122067,7 +122754,7 @@ (end 213.905 46.87) (width 2) (layer "B.Cu") - (net 148) + (net 146) (uuid "f33c6404-eb2e-41d8-9169-cd8a41fdb281") ) (segment @@ -122075,7 +122762,7 @@ (end 209.33 44.3325) (width 0.2) (layer "B.Cu") - (net 148) + (net 146) (uuid "f4969ab3-bd45-47b0-8a5f-2e0266a5f503") ) (segment @@ -122083,7 +122770,7 @@ (end 219.28 45.92) (width 2) (layer "B.Cu") - (net 148) + (net 146) (uuid "f9e72e28-daef-40c7-a847-c03d11c560bf") ) (segment @@ -122091,7 +122778,7 @@ (end 207.43 41.695) (width 0.2) (layer "B.Cu") - (net 149) + (net 147) (uuid "ab00d909-21f3-4df3-b772-a7811e18e850") ) (segment @@ -122099,7 +122786,7 @@ (end 208.68 45.645) (width 0.2) (layer "B.Cu") - (net 150) + (net 148) (uuid "0a829d77-5d50-4860-9533-8793cc6224b2") ) (segment @@ -122107,7 +122794,7 @@ (end 208.38 45.945) (width 0.2) (layer "B.Cu") - (net 150) + (net 148) (uuid "1bc6a569-1576-401f-8d71-136bce6de283") ) (segment @@ -122115,7 +122802,7 @@ (end 213.58 44.97) (width 0.2) (layer "B.Cu") - (net 150) + (net 148) (uuid "4a7f0452-308b-419c-8fd8-d460eb0ea262") ) (segment @@ -122123,7 +122810,7 @@ (end 211.08 44.97) (width 0.2) (layer "B.Cu") - (net 150) + (net 148) (uuid "53879c6a-7ab3-4dd1-a66a-d49bd1b31aea") ) (segment @@ -122131,7 +122818,7 @@ (end 210.405 45.645) (width 0.2) (layer "B.Cu") - (net 150) + (net 148) (uuid "9663ca69-ad96-4a53-9577-6c8ba02afc9b") ) (segment @@ -122139,7 +122826,7 @@ (end 172.63 126.07) (width 0.2) (layer "F.Cu") - (net 151) + (net 149) (uuid "9a1fb46e-17fe-4dca-b381-70da798e8afb") ) (via @@ -122147,7 +122834,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 151) + (net 149) (uuid "0adda27e-5bfb-4425-8d23-0d140fb3f371") ) (segment @@ -122155,7 +122842,7 @@ (end 172.63 123.898185) (width 0.2) (layer "B.Cu") - (net 151) + (net 149) (uuid "109c93bc-308c-4aa3-a501-f55c67dc0e43") ) (segment @@ -122163,7 +122850,7 @@ (end 173.933185 122.595) (width 0.2) (layer "B.Cu") - (net 151) + (net 149) (uuid "67c24a5e-d5f5-4403-8a50-4305b6fbd8f6") ) (segment @@ -122171,7 +122858,7 @@ (end 172.63 126.9325) (width 0.2) (layer "B.Cu") - (net 151) + (net 149) (uuid "785747fa-83e2-414c-9c8f-a3711e34b228") ) (segment @@ -122179,7 +122866,7 @@ (end 172.63 126.07) (width 0.2) (layer "B.Cu") - (net 151) + (net 149) (uuid "b3bf9bc5-1ce0-4f78-be2d-1321f6be56af") ) (via @@ -122187,7 +122874,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 152) + (net 150) (uuid "3b23bffe-87db-4519-b395-c1095c6c6395") ) (via @@ -122195,7 +122882,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 152) + (net 150) (uuid "4ed547b5-d5ac-419f-ab1f-a22c20510f2c") ) (segment @@ -122203,7 +122890,7 @@ (end 175.770013 107.935013) (width 0.2) (layer "In1.Cu") - (net 152) + (net 150) (uuid "1ba1c910-92f5-4926-a151-ce87f396f39a") ) (segment @@ -122211,7 +122898,7 @@ (end 175.770011 107.935013) (width 0.2) (layer "In1.Cu") - (net 152) + (net 150) (uuid "3a7eb56d-8eca-481d-a356-20a2c1dfacf8") ) (segment @@ -122219,7 +122906,7 @@ (end 185.73 57.07) (width 0.2) (layer "In1.Cu") - (net 152) + (net 150) (uuid "5e99d3cf-689f-4b4c-8ee3-2811349ad4ab") ) (segment @@ -122227,7 +122914,7 @@ (end 175.305 113.545) (width 0.2) (layer "In1.Cu") - (net 152) + (net 150) (uuid "6d92781d-9d31-41a1-83f6-1dae3fe28030") ) (segment @@ -122235,7 +122922,7 @@ (end 186.03 57.37) (width 0.2) (layer "In1.Cu") - (net 152) + (net 150) (uuid "908fc319-019e-4468-8884-6b4ddbb3d4c5") ) (segment @@ -122243,7 +122930,7 @@ (end 186.03 66.52576) (width 0.2) (layer "In1.Cu") - (net 152) + (net 150) (uuid "c5cb5055-a8ae-49f5-81d6-5c29200a07a6") ) (segment @@ -122251,7 +122938,7 @@ (end 175.305 108.400024) (width 0.2) (layer "In1.Cu") - (net 152) + (net 150) (uuid "d31a9c64-1cb4-4c28-9b98-3e37fc500e5b") ) (segment @@ -122259,7 +122946,7 @@ (end 176.455 107.250025) (width 0.2) (layer "In1.Cu") - (net 152) + (net 150) (uuid "d4227270-a69d-4d57-98d1-cb9165d25cc2") ) (segment @@ -122267,7 +122954,7 @@ (end 176.455 76.100761) (width 0.2) (layer "In1.Cu") - (net 152) + (net 150) (uuid "d6e6b5dd-1fff-4275-b4a6-982ecfa0c17f") ) (segment @@ -122275,7 +122962,7 @@ (end 173.28 115.57) (width 0.2) (layer "In1.Cu") - (net 152) + (net 150) (uuid "dcfde240-3fd8-4eca-b3a4-d1ee09d0060d") ) (segment @@ -122283,7 +122970,7 @@ (end 185.735 51.825) (width 0.2) (layer "B.Cu") - (net 152) + (net 150) (uuid "2ecf801c-2e89-4d4b-8a98-4d78e65e5890") ) (segment @@ -122291,7 +122978,7 @@ (end 185.735 50.075) (width 0.2) (layer "B.Cu") - (net 152) + (net 150) (uuid "3648c775-4350-4f85-961f-ba6361862637") ) (segment @@ -122299,7 +122986,7 @@ (end 173.23 115.62) (width 0.2) (layer "B.Cu") - (net 152) + (net 150) (uuid "712b8a1f-3063-482e-b355-4d797d4fa8c1") ) (segment @@ -122307,7 +122994,7 @@ (end 173.28 115.57) (width 0.2) (layer "B.Cu") - (net 152) + (net 150) (uuid "e0eb929e-f14c-4791-8ac5-de244df1a186") ) (segment @@ 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156) + (net 154) (uuid "6bd7f4fb-2da7-4d6e-89ba-d27454f5a144") ) (segment @@ -122371,7 +123058,7 @@ (end 220.78 90.62) (width 0.2) (layer "B.Cu") - (net 156) + (net 154) (uuid "ecf97399-3ca1-4a48-ad7f-99f72139144e") ) (segment @@ -122379,7 +123066,7 @@ (end 232.18 92.195) (width 0.2) (layer "B.Cu") - (net 157) + (net 155) (uuid "1c803643-a6b7-49b3-96f3-fbb7ad435e37") ) (segment @@ -122387,7 +123074,7 @@ (end 230.78 90.595) (width 0.2) (layer "B.Cu") - (net 157) + (net 155) (uuid "a1a47e8b-85fb-4196-8bb6-142433c8f007") ) (segment @@ -122395,7 +123082,7 @@ (end 240.7675 90.595) (width 0.2) (layer "B.Cu") - (net 158) + (net 156) (uuid "6e03b51f-bf59-4ac8-8b3b-182bc78ba20c") ) (segment @@ -122403,7 +123090,7 @@ (end 242.155 92.195) (width 0.2) (layer "B.Cu") - (net 158) + (net 156) (uuid "7885bc4c-2e44-4200-9710-b646ca0c9bed") ) (segment @@ -122411,7 +123098,7 @@ (end 252.23 92.195) (width 0.2) (layer "B.Cu") - (net 159) + (net 157) (uuid "90cbc8b3-4afe-44e5-a86d-e9c139c686a8") ) (segment @@ -122419,7 +123106,7 @@ (end 250.8425 90.57) (width 0.2) (layer "B.Cu") - (net 159) + (net 157) (uuid "a97edacf-4b11-4c64-b2dc-0514115cbf0a") ) (segment @@ -122427,7 +123114,7 @@ (end 182.205 118.47) (width 0.2) (layer "B.Cu") - (net 160) + (net 158) (uuid "615d496c-9826-4bf9-95ac-e80e54ed2bfb") ) (segment @@ -122435,7 +123122,7 @@ (end 180.655 117.17) (width 0.2) (layer "B.Cu") - (net 160) + (net 158) (uuid "835343de-d0b1-4e93-9fa9-eee262c737fc") ) (segment @@ -122443,7 +123130,7 @@ (end 180.8425 116.87) (width 0.2) (layer "B.Cu") - (net 160) + (net 158) (uuid "bcfc9e35-8e02-4ae8-bf97-d297a2336a22") ) (segment @@ -122451,7 +123138,7 @@ (end 192.23 118.47) (width 0.2) (layer "B.Cu") - (net 161) + (net 159) (uuid "80ad3462-d219-4320-bed9-8049e24ddcaa") ) (segment @@ -122459,7 +123146,7 @@ (end 190.7925 116.8575) (width 0.2) (layer "B.Cu") - (net 161) + (net 159) (uuid "90c91b43-d2ca-4c92-93f0-7134e4f1e005") ) (segment @@ -122467,7 +123154,7 @@ (end 200.555 117.07) (width 0.2) (layer "B.Cu") - (net 162) + (net 160) (uuid "59816dd8-f731-4135-83b7-43efb9459753") ) (segment @@ -122475,7 +123162,7 @@ (end 200.8175 116.77) (width 0.2) (layer "B.Cu") - (net 162) + (net 160) (uuid "e6ed945a-be38-406b-895c-7b479123f3c3") ) (segment @@ -122483,7 +123170,7 @@ (end 203.755 118.42) (width 0.2) (layer "B.Cu") - (net 162) + (net 160) (uuid "f3df1862-c218-462c-bc15-6c470270b7a5") ) (segment @@ -122491,7 +123178,7 @@ (end 210.53 117.17) (width 0.2) (layer "B.Cu") - (net 163) + (net 161) (uuid "22515b7a-aba6-4ea1-80f1-00645618fcaa") ) (segment @@ -122499,7 +123186,7 @@ (end 210.7925 117.0325) (width 0.2) (layer "B.Cu") - (net 163) + (net 161) (uuid "5b934b40-4b9c-4326-8462-cb68e9384ffb") ) (segment @@ -122507,7 +123194,7 @@ (end 212.18 118.42) (width 0.2) (layer "B.Cu") - (net 163) + (net 161) (uuid "b347de85-8473-4e73-b6da-6f1029b46c6d") ) (segment @@ -122515,7 +123202,7 @@ (end 221.18 117.17) (width 0.2) (layer "B.Cu") - (net 164) + (net 162) (uuid 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) (segment @@ -122779,23 +123466,55 @@ (end 183.98 47.195) (width 0.2) (layer "B.Cu") - (net 172) + (net 170) (uuid "492e1cd4-acca-4151-bb29-35d4ddefc341") ) + (segment + (start 181.72 44.5375) + (end 182.445 45.2625) + (width 0.2) + (layer "B.Cu") + (net 170) + (uuid "4a3706d5-8878-41aa-af96-656715d75a50") + ) + (segment + (start 182.445 45.66) + (end 183.98 47.195) + (width 0.2) + (layer "B.Cu") + (net 170) + (uuid "4d80f66d-430e-43f8-8e1a-d5468861d96c") + ) + (segment + (start 182.445 45.2625) + (end 182.445 45.66) + (width 0.2) + (layer "B.Cu") + (net 170) + (uuid "6b462673-b595-4222-a24f-91e51d5a297b") + ) (segment (start 187.03 49.641397) (end 184.283604 46.895001) (width 0.2) (layer "B.Cu") - (net 172) + (net 170) (uuid "9b553d73-9ffc-4025-98b6-2b00616916e7") ) + (segment + (start 181.72 44.175) + (end 181.72 44.5375) + (width 0.2) + (layer "B.Cu") + (net 170) + (uuid "dcdb2bd2-b89d-41d7-8464-a187a012a2a1") + ) (segment (start 183.33 47.464239) (end 183.53 47.664239) (width 0.2) (layer "F.Cu") - (net 174) + (net 172) (uuid "0032a649-cb42-4912-8869-a1386410fdbc") ) (segment @@ -122803,7 +123522,7 @@ (end 183.53 46.595) (width 0.2) (layer "F.Cu") - (net 174) + (net 172) (uuid "02726ed4-ca3a-40ae-ab57-424f31682182") ) (segment @@ -122811,7 +123530,7 @@ (end 183.53 48.056199) (width 0.2) (layer "F.Cu") - (net 174) + (net 172) (uuid "14aecf1c-8fd2-465c-8f2f-7eb0eff04ac1") ) (segment @@ -122819,7 +123538,7 @@ (end 184.125 48.651199) (width 0.2) (layer "F.Cu") - (net 174) + (net 172) (uuid "38519a14-1feb-4ba1-b942-e621670e05e1") ) (segment @@ -122827,7 +123546,7 @@ (end 183.33 47.464239) (width 0.2) (layer "F.Cu") - (net 174) + (net 172) (uuid "38e9c500-369d-4d55-adc0-663a1ab362de") ) (segment @@ -122835,7 +123554,7 @@ (end 183.33 46.925761) (width 0.2) (layer "F.Cu") - (net 174) + (net 172) (uuid "4b04c3a9-784c-4912-b49e-2424a25ac3f3") ) (segment @@ -122843,7 +123562,7 @@ (end 183.95 48.845) (width 0.2) (layer "F.Cu") - (net 174) + (net 172) (uuid 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176) + (net 174) (uuid "16c5ff46-baa5-4877-84a6-8d0c1f644b5c") ) (segment @@ -123019,7 +123778,7 @@ (end 183.555 57.07) (width 0.2) (layer "F.Cu") - (net 176) + (net 174) (uuid "47f2b953-43de-4258-92bd-6ff18f547d7a") ) (segment @@ -123027,7 +123786,7 @@ (end 193.33 66.845) (width 0.2) (layer "F.Cu") - (net 176) + (net 174) (uuid "4c57b764-1d6b-41c9-96ab-583dda9c0e97") ) (segment @@ -123035,7 +123794,7 @@ (end 179.93 57.07) (width 0.2) (layer "F.Cu") - (net 176) + (net 174) (uuid "8e849d84-0b20-4658-a93b-62d8255bc021") ) (segment @@ -123043,7 +123802,7 @@ (end 178.8425 52.3575) (width 0.2) (layer "F.Cu") - (net 176) + (net 174) (uuid "9b64309e-482f-4f8d-a3d5-cff40c48e036") ) (segment @@ -123051,7 +123810,7 @@ (end 193.505 66.845) (width 0.2) (layer "F.Cu") - (net 176) + (net 174) (uuid "ae87d807-7694-4b5e-a05c-5db62678c749") ) (segment @@ -123059,7 +123818,7 @@ (end 197.18 69.42) (width 0.2) (layer "F.Cu") - (net 176) + (net 174) (uuid "df3620d0-603c-4f2b-8e37-410c7e8b4e08") ) (via @@ 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(net 178) + (net 176) (uuid "12c5fc01-4f98-432b-b8ee-3d8fdcd90245") ) (segment @@ -123227,7 +123986,7 @@ (end 222.43 80.8575) (width 0.2) (layer "B.Cu") - (net 178) + (net 176) (uuid "8bdec520-2f56-44e2-85ea-f80d4b63f36c") ) (segment @@ -123235,7 +123994,7 @@ (end 222.43 84.37) (width 0.2) (layer "B.Cu") - (net 178) + (net 176) (uuid "9a0d4bcb-d56e-4212-831f-11ee3cadffa1") ) (segment @@ -123243,7 +124002,7 @@ (end 219.38 87.42) (width 0.2) (layer "B.Cu") - (net 178) + (net 176) (uuid "a2b692a1-8182-43f9-b372-003b21e9267c") ) (segment @@ -123251,7 +124010,7 @@ (end 198.3925 89.77) (width 0.2) (layer "B.Cu") - (net 178) + (net 176) (uuid "aa4a3832-7650-44ba-8666-1755d1033e3b") ) (segment @@ -123259,7 +124018,7 @@ (end 228.73 80.8575) (width 0.2) (layer "F.Cu") - (net 179) + (net 177) (uuid "37aae6aa-7504-493a-9567-cd2cdbed8bae") ) (segment @@ -123267,7 +124026,7 @@ (end 227.0675 80.8575) (width 0.2) (layer "F.Cu") - (net 179) + (net 177) (uuid "5eef844e-2b93-4df2-b2eb-9fc96960b406") ) (via @@ -123275,7 +124034,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 179) + (net 177) (uuid "5fdbda89-3789-4fdc-9eb6-e82adf6f4a74") ) (segment @@ -123283,7 +124042,7 @@ (end 225.68 83.87) (width 0.2) (layer "B.Cu") - (net 179) + (net 177) (uuid "4677ce22-12fd-44f1-90a3-cb5ebcc83f08") ) (segment @@ -123291,7 +124050,7 @@ (end 219.53 87.77) (width 0.2) (layer "B.Cu") - (net 179) + (net 177) (uuid "4ed6082d-bde5-4dea-8f37-54e80cede6ac") ) (segment @@ -123299,7 +124058,7 @@ (end 208.4925 89.72) (width 0.2) (layer "B.Cu") - (net 179) + (net 177) (uuid "7e60d783-955f-4167-b9a2-f59665eb350c") ) (segment @@ -123307,7 +124066,7 @@ (end 210.53 87.77) (width 0.2) (layer "B.Cu") - (net 179) + (net 177) (uuid "8cff315f-f61e-4a29-842f-2072df143b64") ) (segment @@ -123315,7 +124074,7 @@ (end 227.38 82.17) (width 0.2) (layer "B.Cu") - (net 179) + (net 177) (uuid "929aa0f5-da41-4e10-ac26-5f0c284a79cf") ) (segment @@ -123323,7 +124082,7 @@ (end 223.43 83.87) (width 0.2) (layer "B.Cu") - (net 179) + (net 177) (uuid "a57abde6-cc8b-45a6-99c6-5fc80afeb2d3") ) (segment @@ -123331,7 +124090,7 @@ (end 208.555 89.745) (width 0.2) (layer "B.Cu") - (net 179) + (net 177) (uuid "eb0cd597-d810-4512-bc1e-7674421e65dc") ) (segment @@ -123339,7 +124098,7 @@ (end 232.48 80.82) (width 0.2) (layer "F.Cu") - (net 180) + (net 178) (uuid "6d69ba5d-bad9-422e-ac56-93493d8b8be9") ) (via @@ -123347,7 +124106,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 180) + (net 178) (uuid "98ede881-3477-47e1-94a2-0549982b7d6d") ) (segment @@ -123355,7 +124114,7 @@ (end 232.48 82.62) (width 0.2) (layer "B.Cu") - (net 180) + (net 178) (uuid "148e893b-bd17-48f4-b4fd-b9cf580bb4bb") ) (segment @@ -123363,7 +124122,7 @@ (end 223.710761 84.22) (width 0.2) (layer "B.Cu") - (net 180) + (net 178) (uuid "30bebfeb-214b-45ce-8801-4dc936022a3d") ) (segment @@ -123371,7 +124130,7 @@ (end 218.505 89.425761) (width 0.2) (layer "B.Cu") - (net 180) + (net 178) (uuid "5186d0e5-5d11-4646-93a4-bd3580231822") ) (segment @@ -123379,7 +124138,7 @@ (end 230.88 84.22) (width 0.2) (layer "B.Cu") - (net 180) + (net 178) (uuid "a0e03376-32db-42cf-8d18-daf7165e5176") ) (segment @@ -123387,7 +124146,7 @@ (end 218.4425 89.67) (width 0.2) (layer "B.Cu") - (net 180) + (net 178) (uuid "a9f8844a-2eb3-4c33-9620-d568b8c652c4") ) (segment @@ -123395,7 +124154,7 @@ (end 237.18 80.92) (width 0.2) (layer "F.Cu") - (net 181) + (net 179) (uuid "b1f5d13d-4262-4059-ae18-20e57b19752f") ) (segment @@ -123403,7 +124162,7 @@ (end 238.73 80.92) (width 0.2) (layer "F.Cu") - (net 181) + (net 179) (uuid "bf639771-41c7-45f3-a669-53e52c59003e") ) (via @@ -123411,7 +124170,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 181) + (net 179) (uuid "9c16977e-ab9a-432f-abc5-985476a55958") ) (segment @@ -123419,7 +124178,7 @@ (end 233.23 84.52) (width 0.2) (layer "B.Cu") - (net 181) + (net 179) (uuid "2dbb940b-2b5e-4483-a909-3f258478b6d1") ) (segment @@ -123427,7 +124186,7 @@ (end 237.63 81.07) (width 0.2) (layer "B.Cu") - (net 181) + (net 179) (uuid "3ac85d74-e2a6-439f-8e6c-c6025216e55a") ) (segment @@ -123435,7 +124194,7 @@ (end 237.63 82.87) (width 0.2) (layer "B.Cu") - (net 181) + (net 179) (uuid "4adf1ab7-1330-423d-af2c-44b9eef573e0") ) (segment @@ -123443,7 +124202,7 @@ (end 228.4425 89.67) (width 0.2) (layer "B.Cu") - (net 181) + (net 179) (uuid "d3228296-0faa-419a-a5b9-a95e302c8438") ) (segment @@ -123451,7 +124210,7 @@ (end 235.98 84.52) (width 0.2) (layer "B.Cu") - (net 181) + (net 179) (uuid "f65cd427-4ec9-41b9-8299-a5f1dea618bd") ) (segment @@ -123459,7 +124218,7 @@ (end 235.98 84.52) (width 0.2) (layer "B.Cu") - (net 181) + (net 179) (uuid "fc23d055-3282-4c6f-b722-d6adf7fd078a") ) (segment @@ -123467,7 +124226,7 @@ (end 242.3925 80.9575) (width 0.2) (layer "F.Cu") - (net 182) + (net 180) (uuid "76cf9c28-f518-4cab-9362-f2aaac265838") ) (segment @@ -123475,7 +124234,7 @@ (end 243.93 80.9575) (width 0.2) (layer "F.Cu") - (net 182) + (net 180) (uuid "8010d86e-3c15-441e-933c-63495305e646") ) (via @@ -123483,7 +124242,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 182) + (net 180) (uuid "cc3454e9-ed3a-4d88-bfa7-456852760407") ) (segment @@ -123491,7 +124250,7 @@ (end 240.68 84.87) (width 0.2) (layer "B.Cu") - (net 182) + (net 180) (uuid "0e8d07c6-da38-49ce-a88f-2ea0abb3f57d") ) (segment @@ -123499,7 +124258,7 @@ (end 235.83 89.645) (width 0.2) (layer "B.Cu") - (net 182) + (net 180) (uuid "64afa427-5393-43d2-8f38-a02440b342f7") ) (segment @@ -123507,7 +124266,7 @@ (end 242.58 82.97) (width 0.2) (layer "B.Cu") - (net 182) + (net 180) (uuid "9f5663f8-4fb6-4673-806e-1fc366b83c79") ) (segment @@ -123515,7 +124274,7 @@ (end 237.63 84.87) (width 0.2) (layer "B.Cu") - (net 182) + (net 180) (uuid "ac3df0cf-83c2-47b0-84cf-a25ecf33aeb4") ) (segment @@ -123523,7 +124282,7 @@ (end 235.83 89.645) (width 0.2) (layer "B.Cu") - (net 182) + (net 180) (uuid "bbfd34b0-68e8-4c7a-9ed4-b6a0afd05330") ) (segment @@ -123531,7 +124290,7 @@ (end 238.4925 89.645) (width 0.2) (layer "B.Cu") - (net 182) + (net 180) (uuid "c90b830a-7db0-4aed-8005-2f59249e0a7b") ) (segment @@ -123539,7 +124298,7 @@ (end 235.88 89.595) (width 0.2) (layer "B.Cu") - (net 182) + (net 180) (uuid "e621fba0-0e1b-4373-a921-2d8eb8c610e3") ) (segment @@ -123547,7 +124306,7 @@ (end 235.88 86.62) (width 0.2) (layer "B.Cu") - (net 182) + (net 180) (uuid "f447b7d8-f68a-406d-a100-d5cca17f2e55") ) (segment @@ -123555,7 +124314,7 @@ (end 247.1925 80.9575) (width 0.2) (layer "F.Cu") - (net 183) + (net 181) (uuid "028395c6-164e-4919-b98d-761f6c8b81f3") ) (segment @@ -123563,7 +124322,7 @@ (end 248.83 80.9575) (width 0.2) (layer "F.Cu") - (net 183) + (net 181) (uuid "78324a7e-1e6e-4907-9787-0828890da563") ) (via @@ -123571,7 +124330,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 183) + (net 181) (uuid "bf751e8b-34c2-4236-b3d4-b6466bb93e06") ) (segment @@ -123579,7 +124338,7 @@ (end 247.455 89.645) (width 0.2) (layer "B.Cu") - (net 183) + (net 181) (uuid "18159b78-4fe6-4cf2-8dad-6766af5596b2") ) (segment @@ -123587,7 +124346,7 @@ (end 248.4675 89.645) (width 0.2) (layer "B.Cu") - (net 183) + (net 181) (uuid "1967e436-dafa-4fd0-ada0-bc153443bf1d") ) (segment @@ -123595,7 +124354,7 @@ (end 247.455 89.645) (width 0.2) (layer "B.Cu") - (net 183) + (net 181) (uuid "7ff980d2-e89a-4f42-91ef-534b15cf605e") ) (segment @@ -123603,7 +124362,7 @@ (end 247.48 81.0575) (width 0.2) (layer "B.Cu") - (net 183) + (net 181) (uuid "8e9e0b5d-db37-4602-8e01-0d9572b9661a") ) (segment @@ -123611,7 +124370,7 @@ (end 247.48 89.62) (width 0.2) (layer "B.Cu") - (net 183) + (net 181) (uuid "db2b8310-57d2-417f-baa9-ee44b469c191") ) (segment @@ -123619,7 +124378,7 @@ (end 252.48 80.82) (width 0.2) (layer "F.Cu") - (net 184) + (net 182) (uuid "c78c7802-41aa-4a4d-938c-c1fe25945486") ) (segment @@ -123627,7 +124386,7 @@ (end 252.5175 80.8575) (width 0.2) (layer "F.Cu") - (net 184) + (net 182) (uuid "f2ca4702-4f59-469d-ae94-7a31e66883ea") ) (via @@ -123635,7 +124394,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 184) + (net 182) (uuid "76a6b424-2606-4ad7-88ed-358a6a77f098") ) (segment @@ -123643,7 +124402,7 @@ (end 252.8425 81.1825) (width 0.2) (layer "B.Cu") - (net 184) + (net 182) (uuid "46bf1da0-93b8-4aa6-b7d1-4d47015795e2") ) (segment @@ -123651,7 +124410,7 @@ (end 252.88 89.5825) (width 0.2) (layer "B.Cu") - (net 184) + (net 182) (uuid "516d44bf-3891-499b-b755-1374eb34b988") ) (segment @@ -123659,7 +124418,7 @@ (end 252.8425 89.62) (width 0.2) (layer "B.Cu") - (net 184) + (net 182) (uuid "9f9aa665-9689-4b40-86e7-8e2abb2d1bc5") ) (segment @@ -123667,7 +124426,7 @@ (end 218.8925 85.92) (width 0.2) (layer "F.Cu") - (net 185) + (net 183) (uuid "5261719a-672d-4abd-aa22-ac1cadcb353d") ) (via @@ -123675,7 +124434,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 185) + (net 183) (uuid "4194cc79-2ae9-40cf-9c63-8cfa8f0848be") ) (via @@ -123683,7 +124442,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 185) + (net 183) (uuid "92362b39-cd27-44f5-889f-1af729e5b62b") ) (segment @@ -123691,7 +124450,7 @@ (end 217.13 86.82) (width 0.2) (layer "In2.Cu") - (net 185) + (net 183) (uuid "0077306b-a78f-4a6b-ae14-525e869a86ce") ) (segment @@ -123699,7 +124458,7 @@ (end 252.18 110.37) (width 0.2) (layer "In2.Cu") - (net 185) + (net 183) (uuid "1333c0c6-37e3-4838-83cf-adfb7ce167c0") ) (segment @@ -123707,7 +124466,7 @@ (end 255.73 109.330052) (width 0.2) (layer "In2.Cu") - (net 185) + (net 183) (uuid "2a481ccd-12f6-486e-9413-db0a9d35a91d") ) (segment @@ -123715,7 +124474,7 @@ (end 255.73 96.714974) (width 0.2) (layer "In2.Cu") - (net 185) + (net 183) (uuid "63b12634-8a42-47ae-b3be-5ca4d63c6faa") ) (segment @@ -123723,7 +124482,7 @@ (end 254.63 95.614975) (width 0.2) (layer "In2.Cu") - (net 185) + (net 183) (uuid "a8c10fa3-5adf-4dfe-b8fe-a6b56e336f17") ) (segment @@ -123731,7 +124490,7 @@ (end 254.63 91.814974) (width 0.2) (layer "In2.Cu") - (net 185) + (net 183) (uuid "bc8cbc1d-3f8e-4fad-9e91-861043ad4ca1") ) (segment @@ -123739,7 +124498,7 @@ (end 251.68 110.87) (width 0.2) (layer "In2.Cu") - (net 185) + (net 183) (uuid "e199ade4-86c6-49a7-9950-027ab9d6936c") ) (segment @@ -123747,7 +124506,7 @@ (end 220.752487 90.442487) (width 0.2) (layer "In2.Cu") - (net 185) + (net 183) (uuid "e4a46fad-31de-4815-a79d-dfbb87d8e064") ) (segment @@ -123755,7 +124514,7 @@ (end 254.690052 110.37) (width 0.2) (layer "In2.Cu") - (net 185) + (net 183) (uuid "ee019ce8-8ebb-4834-af4c-8e5462eafa2a") ) (segment @@ -123763,7 +124522,7 @@ (end 253.257513 90.442487) (width 0.2) (layer "In2.Cu") - (net 185) + (net 183) (uuid "f83b03f6-71dc-46dd-bbd3-ac87d88127e2") ) (segment @@ -123771,7 +124530,7 @@ (end 250.98 111.57) (width 0.2) (layer "B.Cu") - (net 185) + (net 183) (uuid "22720fe0-a477-44c8-9e7f-a6eee0d6c62d") ) (segment @@ -123779,7 +124538,7 @@ (end 249.51 111.57) (width 0.2) (layer "B.Cu") - (net 185) + (net 183) (uuid "4eeb17bf-f8d1-4d82-ac36-acfc3b386092") ) (segment @@ -123787,7 +124546,7 @@ (end 192.105 112.47) (width 0.2) (layer "B.Cu") - (net 185) + (net 183) (uuid "8494a74f-d233-4cd0-b99c-e9ee2963cc8b") ) (segment @@ -123795,7 +124554,7 @@ (end 230.08 112.47) (width 0.2) (layer "B.Cu") - (net 185) + (net 183) (uuid "a1691b4d-82d1-4f48-8154-28664278e61f") ) (segment @@ -123803,7 +124562,7 @@ (end 251.68 110.87) (width 0.2) (layer "B.Cu") - (net 185) + (net 183) (uuid "b73e08a6-43d3-4a7b-830e-7d7bd74e461a") ) (segment @@ -123811,7 +124570,7 @@ (end 230.53 112.02) (width 0.2) (layer "B.Cu") - (net 185) + (net 183) (uuid "c940900d-44b2-44c4-8bf7-7fab3965b48b") ) (segment @@ -123819,7 +124578,7 @@ (end 188.5675 115.92) (width 0.2) (layer "B.Cu") - (net 185) + (net 183) (uuid "db0c6e4b-9d8a-412e-a3db-85291dfcf999") ) (segment @@ -123827,7 +124586,7 @@ (end 249.06 112.02) (width 0.2) (layer "B.Cu") - (net 185) + (net 183) (uuid "f7211b8d-e729-4caf-9ec6-eab34a286ae3") ) (segment @@ -123835,7 +124594,7 @@ (end 222.08 86.77) (width 0.2) (layer "F.Cu") - (net 186) + (net 184) (uuid "79c77b5c-9d14-4157-92ee-ebd047e8acc5") ) (segment @@ -123843,7 +124602,7 @@ (end 222.9675 85.8825) (width 0.2) (layer "F.Cu") - (net 186) + (net 184) (uuid "a0174411-a9c5-4c35-814e-32b19e5f52df") ) (via @@ -123851,7 +124610,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 186) + (net 184) (uuid "63c2c24b-587a-4dac-9809-496e78859c41") ) (via @@ -123859,7 +124618,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 186) + (net 184) (uuid "72277b91-8fd3-4169-8935-439a5f309487") ) (segment @@ -123867,7 +124626,7 @@ (end 254.98 95.47) (width 0.2) (layer "In2.Cu") - (net 186) + (net 184) (uuid "06512bdc-1758-458a-a4e6-9c9b3781fc3d") ) (segment @@ -123875,7 +124634,7 @@ (end 225.402487 90.092487) (width 0.2) (layer "In2.Cu") - (net 186) + (net 184) (uuid "1f35c56f-4875-4ce3-a588-f533b8730b89") ) (segment @@ -123883,7 +124642,7 @@ (end 254.835026 110.72) (width 0.2) (layer "In2.Cu") - (net 186) + (net 184) (uuid "5363820f-c4f3-4a4b-bb06-3eda1307faa5") ) (segment @@ -123891,7 +124650,7 @@ (end 253.405 90.095) (width 0.2) (layer "In2.Cu") - (net 186) + (net 184) (uuid "6ac8b50a-9bfa-401f-ac92-d162d392ecde") ) (segment @@ -123899,7 +124658,7 @@ (end 222.08 86.77) (width 0.2) (layer "In2.Cu") - (net 186) + (net 184) (uuid "8c48c046-7634-4933-89e4-201b4c89fd5b") ) (segment @@ -123907,7 +124666,7 @@ (end 254.98 91.67) (width 0.2) (layer "In2.Cu") - (net 186) + (net 184) (uuid "cb672534-df3b-48d0-8af7-c8d14d4d0cce") ) (segment @@ -123915,7 +124674,7 @@ (end 256.08 96.57) (width 0.2) (layer "In2.Cu") - (net 186) + (net 184) (uuid "ccbb0d80-8873-41cf-ac48-ea75ef4d96f7") ) (segment @@ -123923,7 +124682,7 @@ (end 256.08 109.475026) (width 0.2) (layer "In2.Cu") - (net 186) + (net 184) (uuid "d114fc8e-07a6-4d45-91b3-942a8e7e1fb1") ) (segment @@ -123931,7 +124690,7 @@ (end 253.402488 90.092487) (width 0.2) (layer "In2.Cu") - (net 186) + (net 184) (uuid "eb9f723c-9f69-45f3-a671-6c90bdc2bec2") ) (segment @@ -123939,7 +124698,7 @@ (end 253.33 110.72) (width 0.2) (layer "In2.Cu") - (net 186) + (net 184) (uuid 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+124754,7 @@ (end 230.42 112.87) (width 0.2) (layer "B.Cu") - (net 186) + (net 184) (uuid "902c85e0-74c1-42d2-afe7-7dddc4b5dacc") ) (segment @@ -124003,7 +124762,7 @@ (end 249.204975 112.37) (width 0.2) (layer "B.Cu") - (net 186) + (net 184) (uuid "ece0a351-080b-41d2-8be5-f5b245afd8cc") ) (segment @@ -124011,7 +124770,7 @@ (end 226.98 86.77) (width 0.2) (layer "F.Cu") - (net 187) + (net 185) (uuid "1c581e05-a870-4806-8f6f-2e5b391a62a3") ) (segment @@ -124019,7 +124778,7 @@ (end 227.8675 85.8825) (width 0.2) (layer "F.Cu") - (net 187) + (net 185) (uuid "9daf8290-f4d8-49c2-b82a-d043ca9a08ff") ) (via @@ -124027,7 +124786,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 187) + (net 185) (uuid "225b55c6-6738-4799-96ef-f3c9eb44ffe6") ) (via @@ -124035,7 +124794,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 187) + (net 185) (uuid "8d1861c3-7015-45d8-8b44-1a1e951b4417") ) (segment @@ -124043,7 +124802,7 @@ (end 254.98 111.07) (width 0.2) (layer "In2.Cu") - (net 187) + (net 185) (uuid "31e7e093-a97b-4f1a-a696-671fbdcaf21e") ) (segment @@ -124051,7 +124810,7 @@ (end 226.98 86.77) (width 0.2) (layer "In2.Cu") - (net 187) + (net 185) (uuid "432e30b6-5e50-4785-b8c6-44de557e685e") ) (segment @@ -124059,7 +124818,7 @@ (end 256.43 91.025761) (width 0.2) (layer "In2.Cu") - (net 187) + (net 185) (uuid "583a8654-e98f-40c9-bba6-93b76e8bb23b") ) (segment @@ -124067,7 +124826,7 @@ (end 229.952487 89.742487) (width 0.2) (layer "In2.Cu") - (net 187) + (net 185) (uuid "7d9cb661-f16d-4b72-9552-cbe7d149522c") ) (segment @@ -124075,7 +124834,7 @@ (end 255.146726 89.742487) (width 0.2) (layer "In2.Cu") - (net 187) + (net 185) (uuid "8febf890-be24-4969-af44-ef4794139544") ) (segment @@ -124083,7 +124842,7 @@ (end 254.18 111.07) (width 0.2) (layer "In2.Cu") - (net 187) + (net 185) (uuid "a89c00e5-d683-40de-b7c6-c5e07c069e3b") ) (segment @@ -124091,7 +124850,7 @@ (end 256.43 109.62) (width 0.2) (layer "In2.Cu") - (net 187) + (net 185) (uuid 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(net 186) (uuid "b2a3d917-89e1-48d8-ad9c-525da71e9b33") ) (segment @@ -124203,7 +124962,7 @@ (end 234.602487 89.392487) (width 0.2) (layer "In2.Cu") - (net 188) + (net 186) (uuid "1da60c51-7943-48c0-adb5-8d5bfeb3bba6") ) (segment @@ -124211,7 +124970,7 @@ (end 231.98 86.77) (width 0.2) (layer "In2.Cu") - (net 188) + (net 186) (uuid "1f4d470a-0246-4672-a416-cc614b687bf9") ) (segment @@ -124219,7 +124978,7 @@ (end 256.78 109.804311) (width 0.2) (layer "In2.Cu") - (net 188) + (net 186) (uuid "348ad4da-ac62-448d-bb7e-1ece9161d365") ) (segment @@ -124227,7 +124986,7 @@ (end 256.78 90.880787) (width 0.2) (layer "In2.Cu") - (net 188) + (net 186) (uuid "883322fd-2195-4bdc-a139-5fe0c0233f73") ) (segment @@ -124235,7 +124994,7 @@ (end 256.78 90.880787) (width 0.2) (layer "In2.Cu") - (net 188) + (net 186) (uuid "cdb377e3-be89-4030-aac4-9d9bdedf549e") ) (segment @@ -124243,7 +125002,7 @@ (end 253.964311 112.62) (width 0.2) (layer "B.Cu") - (net 188) + (net 186) (uuid "1476442f-b89d-4616-93a4-873960e9b878") ) (segment @@ -124251,7 +125010,7 @@ (end 230.68 113.6575) (width 0.2) (layer "B.Cu") - (net 188) + (net 186) (uuid "24f6d5fa-b12b-4380-a294-1ee0f4aa5720") ) (segment @@ -124259,7 +125018,7 @@ (end 218.53 116.07) (width 0.2) (layer "B.Cu") - (net 188) + (net 186) (uuid "5e92e8bd-64aa-4721-94bd-67c3055ff1f2") ) (segment @@ -124267,7 +125026,7 @@ (end 249.944925 112.62) (width 0.2) (layer "B.Cu") - (net 188) + (net 186) (uuid "ad84b7a2-e458-400c-b494-ccc7d7be7147") ) (segment @@ -124275,7 +125034,7 @@ (end 231.2675 113.07) (width 0.2) (layer "B.Cu") - (net 188) + (net 186) (uuid "c2b213e7-32a5-49ac-babd-a25be817b7e1") ) (segment @@ -124283,7 +125042,7 @@ (end 249.494925 113.07) (width 0.2) (layer "B.Cu") - (net 188) + (net 186) (uuid "db225996-e119-4b19-b46c-95fad337c781") ) (segment @@ -124291,7 +125050,7 @@ (end 218.4175 115.87) (width 0.2) (layer "B.Cu") - (net 188) + (net 186) (uuid "dca79db1-5dcf-4021-89a1-5c4d19ca85de") ) (segment @@ -124299,7 +125058,7 @@ (end 220.9425 113.6575) (width 0.2) (layer "B.Cu") - (net 188) + (net 186) (uuid "deff50db-67a9-4e33-b12e-2fe02532d4ee") ) (segment @@ -124307,7 +125066,7 @@ (end 237.8675 85.8825) (width 0.2) (layer "F.Cu") - (net 189) + (net 187) (uuid "6718e7b2-92c3-46dd-b76d-55a8d6721e38") ) (segment @@ -124315,7 +125074,7 @@ (end 236.98 86.77) (width 0.2) (layer "F.Cu") - (net 189) + (net 187) (uuid "b7dc39cf-5061-4bf7-83ca-a51f21242647") ) (via @@ -124323,7 +125082,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 189) + (net 187) (uuid "48381108-effa-411a-bce9-8c070595d561") ) (via @@ -124331,7 +125090,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 189) + (net 187) (uuid "e47e0cb2-88c5-4a97-8b07-f4469bcd164f") ) (segment @@ -124339,7 +125098,7 @@ (end 257.13 90.735812) (width 0.2) (layer "In2.Cu") - (net 189) + (net 187) (uuid "018e8d47-3083-4ac2-b8c2-9771f735d4b1") ) (segment @@ -124347,7 +125106,7 @@ (end 257.13 111.127567) (width 0.2) (layer "In2.Cu") - (net 189) + (net 187) (uuid "334a76d5-b65b-43d2-8279-5dab6f95cc70") ) (segment @@ -124355,7 +125114,7 @@ (end 257.13 90.735812) (width 0.2) (layer "In2.Cu") - (net 189) + (net 187) (uuid "5fe8009a-0192-4b3c-9f3e-3faff0b6e29e") ) (segment @@ -124363,7 +125122,7 @@ (end 236.98 86.77) (width 0.2) (layer "In2.Cu") - (net 189) + (net 187) (uuid "8a011ff8-9c09-4a35-a24c-415271be1c8f") ) (segment @@ -124371,7 +125130,7 @@ (end 239.252487 89.042487) (width 0.2) (layer "In2.Cu") - (net 189) + (net 187) (uuid "92938563-d38c-48c2-b656-d10640ba7908") ) (segment @@ -124379,7 +125138,7 @@ (end 249.78 113.42) (width 0.2) (layer "B.Cu") - (net 189) + (net 187) (uuid "1d4d4089-e03b-4b7b-b7fa-d42c2eb9b878") ) (segment @@ -124387,7 +125146,7 @@ (end 228.5175 115.895) (width 0.2) (layer "B.Cu") - (net 189) + (net 187) (uuid "3c466fe5-341d-4f07-b730-c17dfb087a1d") ) (segment @@ -124395,7 +125154,7 @@ (end 255.287567 112.97) (width 0.2) (layer "B.Cu") - (net 189) + (net 187) (uuid "6150cada-5f1e-4c6a-a7d5-b1edef7a7675") ) (segment @@ -124403,7 +125162,7 @@ (end 228.555 116.02) (width 0.2) (layer "B.Cu") - (net 189) + (net 187) (uuid "a0c6c797-7b02-480b-aa66-adfd92d41e26") ) (segment @@ -124411,7 +125170,7 @@ (end 231.5075 113.42) (width 0.2) (layer "B.Cu") - (net 189) + (net 187) (uuid "b8852b4f-cd87-451a-b2ef-bf9b41bf1875") ) (segment @@ -124419,7 +125178,7 @@ (end 230.5675 114.0075) (width 0.2) (layer "B.Cu") - (net 189) + (net 187) (uuid "bd247a7a-5b33-4c9d-9848-25ff83556745") ) (segment @@ -124427,7 +125186,7 @@ (end 250.23 112.97) (width 0.2) (layer "B.Cu") - (net 189) + (net 187) (uuid "c9264e47-edbe-4643-893e-1ad6ed2a7e8a") ) (segment @@ -124435,7 +125194,7 @@ (end 230.92 114.0075) (width 0.2) (layer "B.Cu") - (net 189) + (net 187) (uuid "d5168850-a9fe-45e0-86cc-a62309c86755") ) (segment @@ -124443,7 +125202,7 @@ (end 243.93 85.9825) (width 0.2) (layer "F.Cu") - (net 190) + (net 188) (uuid "b2b97eae-7785-4a08-bbb7-4e6a0d579607") ) (segment @@ -124451,7 +125210,7 @@ (end 242.9675 85.9825) (width 0.2) (layer "F.Cu") - (net 190) + (net 188) (uuid "f312a8f8-76c1-4f86-a400-03474b3615cc") ) (via @@ -124459,7 +125218,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 190) + (net 188) (uuid "5ba72dc5-d7a6-4a19-b91d-3e30353ee51a") ) (via @@ -124467,7 +125226,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 190) + (net 188) (uuid "9ace99f8-daae-453c-9867-98d97dcf72a7") ) (segment @@ -124475,7 +125234,7 @@ (end 256.48 113.12) (width 0.2) (layer "In2.Cu") - (net 190) + (net 188) (uuid "4444db6b-161b-49f3-916c-1cb630b8932a") ) (segment @@ -124483,7 +125242,7 @@ (end 257.48 90.590837) (width 0.2) (layer "In2.Cu") - (net 190) + (net 188) (uuid "73e05482-0158-4925-a73e-04ff5e996b47") ) (segment @@ -124491,7 +125250,7 @@ (end 255.581651 88.692487) (width 0.2) (layer "In2.Cu") - (net 190) + (net 188) (uuid "86ecc429-2811-4f8e-886a-031b4b86d40d") ) (segment @@ -124499,7 +125258,7 @@ (end 257.48 112.12) (width 0.2) (layer "In2.Cu") - (net 190) + (net 188) (uuid "bf009758-1170-4e49-98f1-e0da3bbb0d7c") ) (segment @@ -124507,7 +125266,7 @@ (end 244.102487 88.692487) (width 0.2) (layer "In2.Cu") - (net 190) + (net 188) (uuid "eea4dd07-316d-4c52-bf4c-73ae949d96c9") ) (segment @@ -124515,7 +125274,7 @@ (end 239.66 113.77) (width 0.2) (layer "B.Cu") - (net 190) + (net 188) (uuid "07e94beb-210f-4663-997d-5dbc2b036738") ) (segment @@ -124523,7 +125282,7 @@ (end 256.23 113.37) (width 0.2) (layer "B.Cu") - (net 190) + (net 188) (uuid "56df11ca-9061-4051-87e7-c9abeba16207") ) (segment @@ -124531,7 +125290,7 @@ (end 249.94 113.77) (width 0.2) (layer "B.Cu") - (net 190) + (net 188) (uuid "5b5f400d-ae35-416b-9ca2-5e7ce414eeb6") ) (segment @@ -124539,7 +125298,7 @@ (end 238.53 114.9) (width 0.2) (layer "B.Cu") - (net 190) + (net 188) (uuid "945a5633-df0b-491e-a0d6-965a26c2905b") ) (segment @@ -124547,7 +125306,7 @@ (end 238.53 115.9325) (width 0.2) (layer "B.Cu") - (net 190) + (net 188) (uuid "aa1e5e64-9fb3-4f8c-b590-890c441a4302") ) (segment @@ -124555,7 +125314,7 @@ (end 238.4925 115.895) (width 0.2) (layer "B.Cu") - (net 190) + (net 188) (uuid "c0037433-1892-43e1-b875-2713a2fe54b6") ) (segment @@ -124563,7 +125322,7 @@ (end 256.48 113.12) (width 0.2) (layer "B.Cu") - (net 190) + (net 188) (uuid "c0c8708d-7013-40aa-a76c-06f80ca972b3") ) (segment @@ -124571,7 +125330,7 @@ (end 247.4175 86.0825) (width 0.2) (layer "F.Cu") - (net 191) + (net 189) (uuid "8cc6255b-2e7b-4c3c-aa30-eba7e8675078") ) (segment @@ -124579,7 +125338,7 @@ (end 248.83 86.0825) (width 0.2) (layer "F.Cu") - (net 191) + (net 189) (uuid "da629f28-b525-4474-a0f4-0117a0f8acb7") ) (via @@ -124587,7 +125346,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 191) + (net 189) (uuid "4b5bf408-8484-4a30-861e-1597cfb16665") ) (via @@ -124595,7 +125354,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 191) + (net 189) (uuid "e55b563b-6cf8-4556-b67f-584a2d784c58") ) (segment @@ -124603,7 +125362,7 @@ (end 246.83 86.67) (width 0.2) (layer "In2.Cu") - (net 191) + (net 189) (uuid "3f369a34-c6c1-4597-bfae-de120dd54fd7") ) (segment @@ -124611,7 +125370,7 @@ (end 257.83 113.12) (width 0.2) (layer "In2.Cu") - (net 191) + (net 189) (uuid "8053441c-0de5-4c23-b27a-fa2af6478b9b") ) (segment @@ -124619,7 +125378,7 @@ (end 255.726626 88.342487) (width 0.2) (layer "In2.Cu") - (net 191) + (net 189) (uuid "a2a19976-fe54-42c8-b85c-a9831f336ff5") ) (segment @@ -124627,7 +125386,7 @@ (end 257.83 90.445861) (width 0.2) (layer "In2.Cu") - (net 191) + (net 189) (uuid "ac308a58-9441-4ce5-99c6-cef9489ff71e") ) (segment @@ -124635,7 +125394,7 @@ (end 248.502487 88.342487) (width 0.2) (layer "In2.Cu") - (net 191) + (net 189) (uuid "c4d11003-4020-4e45-8a27-6d64256dca99") ) (segment @@ -124643,7 +125402,7 @@ (end 248.405 115.8575) (width 0.2) (layer "B.Cu") - (net 191) + (net 189) (uuid "54a9c5e2-ed4f-4d5c-a5a7-195bf10799bf") ) (segment @@ -124651,7 +125410,7 @@ (end 250.58 113.77) (width 0.2) (layer "B.Cu") - (net 191) + (net 189) (uuid "7f384fe2-78d4-48c2-97cd-bd0fc4a74ed4") ) (segment @@ -124659,7 +125418,7 @@ (end 257.18 113.77) (width 0.2) (layer "B.Cu") - (net 191) + (net 189) (uuid "d6ff679e-4134-45b4-af3e-0b400f42e0ff") ) (segment @@ -124667,7 +125426,7 @@ (end 252.08 86.77) (width 0.2) (layer "F.Cu") - (net 192) + (net 190) (uuid "0bb5eaa5-4d7d-4093-bb59-63864bb85b8c") ) (segment @@ -124675,7 +125434,7 @@ (end 252.7675 86.0825) (width 0.2) (layer "F.Cu") - (net 192) + (net 190) (uuid "4cb5b7a4-603b-42e7-b918-6965e15c2bda") ) (via @@ -124683,7 +125442,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 192) + (net 190) (uuid "7c980a4c-6d76-4102-a5bb-71f33cf090df") ) (via @@ -124691,7 +125450,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 192) + (net 190) (uuid "9b8b803b-4ee7-441e-aef2-aea1b7fdf470") ) (segment @@ -124699,7 +125458,7 @@ (end 258.18 90.27) (width 0.2) (layer "In2.Cu") - (net 192) + (net 190) (uuid "033c7cf1-c535-4588-9a1c-25161f460aff") ) (segment @@ -124707,7 +125466,7 @@ (end 258.18 103.97) (width 0.2) (layer "In2.Cu") - (net 192) + (net 190) (uuid "63bf6eac-77e9-4a7b-8090-6980e83af52b") ) (segment @@ -124715,7 +125474,7 @@ (end 258.23 114.145) (width 0.2) (layer "In2.Cu") - (net 192) + (net 190) (uuid "900a3ec0-9c2e-47d5-ac77-571ec6626ce0") ) (segment @@ -124723,7 +125482,7 @@ (end 252.08 86.77) (width 0.2) (layer "In2.Cu") - (net 192) + (net 190) (uuid "c54b879a-0453-4bc2-93c5-9b5935b6a683") ) (segment @@ -124731,7 +125490,7 @@ (end 253.28 87.97) (width 0.2) (layer "In2.Cu") - (net 192) + (net 190) (uuid "c8099adc-8e0e-4e30-bb34-c867f2481406") ) (segment @@ -124739,7 +125498,7 @@ (end 255.88 87.97) (width 0.2) (layer "In2.Cu") - (net 192) + (net 190) (uuid "e0b0ee5b-5308-49d5-b0aa-c4c625db2839") ) (segment @@ -124747,7 +125506,7 @@ (end 258.23 104.02) (width 0.2) (layer "In2.Cu") - (net 192) + (net 190) (uuid "fd85c209-0492-48b3-bdbd-63a9d9bb1fdd") ) (segment @@ -124755,7 +125514,7 @@ (end 258.5925 115.77) (width 0.2) (layer "B.Cu") - (net 192) + (net 190) (uuid "66e80b90-48fc-401e-ad0c-d1bebe20c3ef") ) (segment @@ -124763,7 +125522,7 @@ (end 258.63 115.895) (width 0.2) (layer "B.Cu") - (net 192) + (net 190) (uuid "a33ea43f-6e06-4e2e-b2b8-5c74dbc19903") ) (segment @@ -124771,7 +125530,7 @@ (end 190.8175 90.72) (width 0.2) (layer "B.Cu") - (net 193) + (net 191) (uuid "dd0b78ad-bec9-4fa2-b083-fa729db43e9c") ) (segment @@ -124779,7 +125538,7 @@ (end 192.18 92.32) (width 0.2) (layer "B.Cu") - (net 193) + (net 191) (uuid "f8750f40-636b-486d-9bfe-291ea553e57e") ) (segment @@ -124787,7 +125546,7 @@ (end 211.23 72.42) (width 0.2) (layer "F.Cu") - (net 194) + (net 192) (uuid "1ff2ae51-e194-45f7-b2c2-7f7ea9b658d1") ) (segment @@ -124795,7 +125554,7 @@ (end 215.53 72.42) (width 0.2) (layer "F.Cu") - (net 194) + (net 192) (uuid "318a6b8e-d108-4796-96cb-eea1fc8ec40d") ) (segment @@ -124803,7 +125562,7 @@ (end 217.055 73.945) (width 0.2) (layer "F.Cu") - (net 194) + (net 192) (uuid "3a9be066-6dff-4f8f-8d12-41140fa56b70") ) (segment @@ -124811,7 +125570,7 @@ (end 217.055 73.945) (width 0.2) (layer "F.Cu") - (net 194) + (net 192) (uuid "fc49fb88-a820-4cfb-bb33-5cc7ebfe463b") ) (via @@ -124819,7 +125578,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 194) + (net 192) (uuid "9036cb66-9c9d-439f-a2d9-f70aa5a3e9db") ) (segment @@ -124827,7 +125586,7 @@ (end 210.475 73.175) (width 0.2) (layer "B.Cu") - (net 194) + (net 192) (uuid "ab6d9ddd-170f-486b-976f-155c93cb654f") ) (segment @@ -124835,7 +125594,7 @@ (end 210.48 73.17) (width 0.2) (layer "B.Cu") - (net 194) + (net 192) (uuid "ce088627-0179-4e31-8e70-8df4f7d5cd23") ) (segment @@ -124843,7 +125602,7 @@ (end 223.13 74.6825) (width 0.2) (layer "F.Cu") - (net 195) + (net 193) (uuid "007cb232-96d9-4403-bc01-d17507adfd18") ) (segment @@ -124851,7 +125610,7 @@ (end 214.58 73.07) (width 0.2) (layer "F.Cu") - (net 195) + (net 193) (uuid "36b3dd97-ad6c-4f4c-a20d-7a4bffd92df4") ) (segment @@ -124859,7 +125618,7 @@ (end 216.1925 74.6825) (width 0.2) (layer "F.Cu") - (net 195) + (net 193) (uuid "3bdf259d-f158-4078-aab0-b8996381bff9") ) (segment @@ -124867,7 +125626,7 @@ (end 223.83 73.9825) (width 0.2) (layer "F.Cu") - (net 195) + (net 193) (uuid "d3c8c3e3-16b9-4c9f-9f57-7efca2f47f26") ) (via @@ -124875,7 +125634,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 195) + (net 193) (uuid "ff2f1373-e596-4630-956b-0384ccaaf4a3") ) (segment @@ -124883,7 +125642,7 @@ (end 211.78 74.885) (width 0.2) (layer "B.Cu") - (net 195) + (net 193) (uuid "4cd31e86-e6d6-45f4-bf6e-1d307f4290a0") ) (segment @@ -124891,7 +125650,7 @@ (end 228.83 73.9825) (width 0.2) (layer "F.Cu") - (net 196) + (net 194) (uuid "2fcf022d-e530-459b-a11a-c9bc2de971f3") ) (segment @@ -124899,7 +125658,7 @@ (end 227.6925 75.12) (width 0.2) (layer "F.Cu") - (net 196) + (net 194) (uuid "452af51b-e1c7-4fa0-a660-31966167b86e") ) (segment @@ -124907,7 +125666,7 @@ (end 227.655 75.0825) (width 0.2) (layer "F.Cu") - (net 196) + (net 194) (uuid "69232ca5-e4ba-4882-b81b-795bf16f6ecd") ) (segment @@ -124915,7 +125674,7 @@ (end 211.9175 75.0825) (width 0.2) (layer "F.Cu") - (net 196) + (net 194) (uuid "e8876991-0277-417b-b9cc-a34782f0fb3c") ) (via @@ -124923,7 +125682,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 196) + (net 194) (uuid "b58582a4-1dd3-4f87-b3df-ae4a71d1706b") ) (segment @@ -124931,7 +125690,7 @@ (end 205.58 81.42) (width 0.2) (layer "B.Cu") - (net 196) + (net 194) (uuid "7d70594c-0f8a-4173-94d3-bd180d95d29e") ) (segment @@ -124939,7 +125698,7 @@ (end 205.395 81.235) (width 0.2) (layer "B.Cu") - (net 196) + (net 194) (uuid "b2fb525e-a5f9-4136-a656-dc02903e4f71") ) (segment @@ -124947,7 +125706,7 @@ (end 216.28 72.07) (width 0.2) (layer "F.Cu") - (net 197) + (net 195) (uuid "1c372108-818d-495c-8270-eba3884e0739") ) (segment @@ -124955,7 +125714,7 @@ (end 210.53 72.07) (width 0.2) (layer "F.Cu") - (net 197) + (net 195) (uuid "39cc2f8d-3468-4d7e-ab2b-af83df5d41db") ) (segment @@ -124963,7 +125722,7 @@ (end 217.2425 73.0325) (width 0.2) (layer "F.Cu") - (net 197) + (net 195) (uuid "94470b7a-9311-46d9-bc66-69a4dea89946") ) (segment @@ -124971,7 +125730,7 @@ (end 232.9175 73.0325) (width 0.2) (layer "F.Cu") - (net 197) + (net 195) (uuid "a8d5c9a6-fe89-4f46-bd31-2057e09e1bd7") ) (segment @@ -124979,7 +125738,7 @@ (end 209.43 73.17) (width 0.2) (layer "F.Cu") - (net 197) + (net 195) (uuid "e699f5df-e478-4a3e-927d-698bf935edea") ) (via @@ -124987,7 +125746,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 197) + (net 195) (uuid "d0ba0138-c286-42e1-a430-7aa1ac2236cd") ) (segment @@ -124995,7 +125754,7 @@ (end 209.43 73.17) (width 0.2) (layer "B.Cu") - (net 197) + (net 195) (uuid "671feff6-8ad7-4b00-a7c4-760a56928bf0") ) (segment @@ -125003,7 +125762,7 @@ (end 209.205 73.395) (width 0.2) (layer "B.Cu") - (net 197) + (net 195) (uuid "9ed1c6a6-2bcf-4456-a5a6-b04c513f0aa6") ) (segment @@ -125011,7 +125770,7 @@ (end 217.3925 72.6825) (width 0.2) (layer "F.Cu") - (net 198) + (net 196) (uuid "737bd5bb-ae64-4164-8a50-e40203f4c532") ) (segment @@ -125019,7 +125778,7 @@ (end 208.08 73.17) (width 0.2) (layer "F.Cu") - (net 198) + (net 196) (uuid "a523433c-e2bb-4dd0-b516-b41863a76218") ) (segment @@ -125027,7 +125786,7 @@ (end 237.4925 72.6825) (width 0.2) (layer "F.Cu") - (net 198) + (net 196) (uuid "c45cc6df-d40d-4918-b59a-188de5c0d2d1") ) (segment @@ -125035,7 +125794,7 @@ (end 209.58 71.67) (width 0.2) (layer "F.Cu") - (net 198) + (net 196) (uuid "dee306da-c634-48af-83f7-f420ce9d1880") ) (segment @@ -125043,7 +125802,7 @@ (end 216.38 71.67) (width 0.2) (layer "F.Cu") - (net 198) + (net 196) (uuid "ee965606-c35a-464a-96a4-968d3cd1f43b") ) (via @@ -125051,7 +125810,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 198) + (net 196) (uuid "2cd5ebc0-7f60-4059-bf3b-f5fe87df7274") ) (segment @@ -125059,7 +125818,7 @@ (end 208.08 73.17) (width 0.2) (layer "B.Cu") - (net 198) + (net 196) (uuid "63f07be7-59e6-4db9-bcd8-60f7e6454c6d") ) (segment @@ -125067,7 +125826,7 @@ (end 207.935 73.315) (width 0.2) (layer "B.Cu") - (net 198) + (net 196) (uuid "8ec1d345-17d7-48b1-ab38-b99787037af0") ) (segment @@ -125075,7 +125834,7 @@ (end 208.08 71.32) (width 0.2) (layer "F.Cu") - (net 199) + (net 197) (uuid "1ab87e3d-6a90-4cd2-b07d-8b61671a840e") ) (segment @@ -125083,7 +125842,7 @@ (end 242.18 72.3325) (width 0.2) (layer "F.Cu") - (net 199) + (net 197) (uuid "2c98c43d-9b57-45aa-9c33-f2ac5d96dd72") ) (segment @@ -125091,7 +125850,7 @@ (end 216.58 71.32) (width 0.2) (layer "F.Cu") - (net 199) + (net 197) (uuid "5d392591-5509-4049-b328-0abf86b41917") ) (segment @@ -125099,7 +125858,7 @@ (end 206.33 73.07) (width 0.2) (layer "F.Cu") - (net 199) + (net 197) (uuid "c5b7c71f-1412-438c-8add-1222e428247d") ) (segment @@ -125107,7 +125866,7 @@ (end 217.5925 72.3325) (width 0.2) (layer "F.Cu") - (net 199) + (net 197) (uuid "d2cb774a-f4f7-41d4-9ee7-83f11c40c8cd") ) (via @@ -125115,7 +125874,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 199) + (net 197) (uuid "9c926ece-68f3-4207-b849-bf69d55a058e") ) (segment @@ -125123,7 +125882,7 @@ (end 206.665 73.405) (width 0.2) (layer "B.Cu") - (net 199) + (net 197) (uuid "2fd6a48b-997d-44f3-8450-0871bdce1514") ) (segment @@ -125131,7 +125890,7 @@ (end 206.33 73.07) (width 0.2) (layer "B.Cu") - (net 199) + (net 197) (uuid "edbf98d9-5c34-4042-9135-497e9c7ec673") ) (segment @@ -125139,7 +125898,7 @@ (end 217.737474 71.9825) (width 0.2) (layer "F.Cu") - (net 200) + (net 198) (uuid "33641d94-8e3d-4bf5-8ba6-acc0b52cabe2") ) (segment @@ -125147,7 +125906,7 @@ (end 207.217977 70.97) (width 0.2) (layer "F.Cu") - (net 200) + (net 198) (uuid "8d557ce7-2830-4205-b0ae-d1559d260590") ) (segment @@ -125155,7 +125914,7 @@ (end 205.434157 72.75382) (width 0.2) (layer "F.Cu") - (net 200) + (net 198) (uuid "939e322c-c0d5-4492-a389-4ee473f33497") ) (segment @@ -125163,7 +125922,7 @@ (end 246.8675 71.9825) (width 0.2) (layer "F.Cu") - (net 200) + (net 198) (uuid "bc7ee252-1617-441f-94fa-ee7ff9d04d3a") ) (segment @@ -125171,7 +125930,7 @@ (end 217.737474 71.9825) (width 0.2) (layer "F.Cu") - (net 200) + (net 198) (uuid "be10995c-7a85-4b74-8f78-a68ae82bce01") ) (via @@ -125179,7 +125938,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 200) + (net 198) (uuid "64bfefc3-47e1-4b1f-aac7-529f60e4e487") ) (segment @@ -125187,7 +125946,7 @@ (end 205.434157 72.75382) (width 0.2) (layer "B.Cu") - (net 200) + (net 198) (uuid "6fda0f27-3b5a-47d1-b074-99da5d7c3832") ) (segment @@ -125195,7 +125954,7 @@ (end 205.395 72.792977) (width 0.2) (layer "B.Cu") - (net 200) + (net 198) (uuid "758b11ff-7dc2-4134-938a-23761fd65a3a") ) (segment @@ -125203,7 +125962,7 @@ (end 217.28 71.030051) (width 0.2) (layer "F.Cu") - (net 201) + (net 199) (uuid "0320af75-b40d-40d3-ae05-20d54de157b4") ) (segment @@ -125211,7 +125970,7 @@ (end 249.68 71.57) (width 0.2) (layer "F.Cu") - (net 201) + (net 199) (uuid "2f0a21e3-c0ce-46f1-b1cc-14df5dd43852") ) (segment @@ -125219,7 +125978,7 @@ (end 253.78 73.995) (width 0.2) (layer "F.Cu") - (net 201) + (net 199) (uuid "394356ff-1319-4fa7-8547-0f486a18f05b") ) (segment @@ -125227,7 +125986,7 @@ (end 249.68 71.780467) (width 0.2) (layer "F.Cu") - (net 201) + (net 199) (uuid "50dcc108-49cc-478c-bdd0-cae5a217b853") ) (segment @@ -125235,7 +125994,7 @@ (end 251.894533 73.995) (width 0.2) (layer "F.Cu") - (net 201) + (net 199) (uuid "8a51778f-d633-4fff-8fbe-ddcb895fb66d") ) (segment @@ -125243,7 +126002,7 @@ (end 217.297461 71.047513) (width 0.2) (layer "F.Cu") - (net 201) + (net 199) (uuid "a17a32de-bd90-4f65-92e6-1bec3bab9333") ) (segment @@ -125251,7 +126010,7 @@ (end 216.869949 70.62) (width 0.2) (layer "F.Cu") - (net 201) + (net 199) (uuid "a4582c31-32fd-44ae-839d-c6cfb1b15f39") ) (segment @@ -125259,7 +126018,7 @@ (end 249.6175 71.6325) (width 0.2) (layer "F.Cu") - (net 201) + (net 199) (uuid "b8f4a8bd-deea-4bb7-9102-2493b381e7b3") ) (segment @@ -125267,7 +126026,7 @@ (end 206.53 70.62) (width 0.2) (layer "F.Cu") - (net 201) + (net 199) (uuid "cc37d8af-6de6-4d5c-8c6f-6c697b704073") ) (segment @@ -125275,7 +126034,7 @@ (end 217.28 71.030051) (width 0.2) (layer "F.Cu") - (net 201) + (net 199) (uuid "d8ce2299-be77-46e4-b1cd-73c4e0e45d9f") ) (via @@ -125283,7 +126042,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 201) + (net 199) (uuid "1de7b9d7-4d41-4656-bdcb-06e3a9d3ea8b") ) (segment @@ -125291,7 +126050,7 @@ (end 204.18 72.97) (width 0.2) (layer "B.Cu") - (net 201) + (net 199) (uuid "2059a85c-5006-44f8-bca7-81c2e385000b") ) (segment @@ -125299,7 +126058,7 @@ (end 204.125 73.025) (width 0.2) (layer "B.Cu") - (net 201) + (net 199) (uuid "c5ec8caa-a034-48b6-aa0f-81144e07ae44") ) (segment @@ -125307,7 +126066,7 @@ (end 195.43 82.12) (width 0.2) (layer "F.Cu") - (net 202) + (net 200) (uuid "00264d74-d914-476e-9c05-731a0a833fd9") ) (segment @@ -125315,7 +126074,7 @@ (end 196.08 81.47) (width 0.2) (layer "F.Cu") - (net 202) + (net 200) (uuid "03390dae-c42e-4154-9252-01f6a7f20a20") ) (segment @@ -125323,7 +126082,7 @@ (end 206.959288 82.47) (width 0.2) (layer "F.Cu") - (net 202) + (net 200) (uuid "1b9ecdf0-2695-4ebf-b873-9751f0be4577") ) (segment @@ -125331,7 +126090,7 @@ (end 197.08 82.47) (width 0.2) (layer "F.Cu") - (net 202) + (net 200) (uuid "5d036527-0a66-4b98-82cb-99676daa21af") ) (segment @@ -125339,7 +126098,7 @@ (end 208.009288 81.42) (width 0.2) (layer "F.Cu") - (net 202) + (net 200) (uuid "ed635bad-17f8-4dea-965c-83b7a5b19629") ) (segment @@ -125347,7 +126106,7 @@ (end 186.1995 82.12) (width 0.2) (layer "F.Cu") - (net 202) + (net 200) (uuid "f76056c9-e6f2-48d8-a01c-5019e361e3a2") ) (via @@ -125355,7 +126114,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 202) + (net 200) (uuid "212734c6-c7bd-4419-8c3a-0de9e7d212ec") ) (via @@ -125363,7 +126122,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 202) + (net 200) (uuid "98e85888-a5ac-4d2d-8bfe-4884f4b81534") ) (via @@ -125371,7 +126130,7 @@ (size 0.8) (drill 0.4) (layers "F.Cu" "B.Cu") - (net 202) + (net 200) (uuid 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41.07) + (xy 176.889799 41.07) (xy 176.860241 41.072771) (xy 176.86024 41.072772) (xy 176.735759 41.11633) (xy 176.629651 41.194641) (xy 176.629641 41.194651) (xy 176.55133 41.300759) (xy 176.507772 41.42524) (xy 176.507771 41.425241) (xy 176.505 41.454798) (xy 170.2055 41.454798) (xy 170.2055 40.7645) (xy 170.224407 40.706309) (xy 170.273907 40.670345) (xy 170.3045 40.6655) (xy 269.1155 40.6655) @@ -147820,7 +148995,7 @@ ) ) (zone - (net 132) + (net 130) (net_name "/Light+") (layer "B.Cu") (uuid "03fcc7d0-4042-4c60-ac03-08cd779cdc5a") @@ -147853,7 +149028,7 @@ ) ) (zone - (net 147) + (net 145) (net_name "/3_3V_cool") (layer "B.Cu") (uuid "0646ee9c-374d-45f0-b813-a2f6c5040bbf") @@ -147915,7 +149090,7 @@ ) ) (zone - (net 122) + (net 120) (net_name "/Light_In") (layer "B.Cu") (uuid "15ce8416-5e80-49c8-bdab-cb3f52cc6a85") @@ -147946,7 +149121,7 @@ ) ) (zone - (net 146) + (net 144) (net_name "/Light_cool") (layer "B.Cu") (uuid "1aaecb81-c6c6-4b2d-8e71-b8e66ef366d2") @@ -147977,7 +149152,7 @@ ) ) (zone - (net 145) + (net 143) (net_name "/3_3IN") (layer "B.Cu") (uuid "1daa4254-b20a-4280-a43c-4891e9e16898") diff --git a/board/PlantCtrlESP32.kicad_prl b/board/PlantCtrlESP32.kicad_prl index 5d66af7..78641cf 100644 --- a/board/PlantCtrlESP32.kicad_prl +++ b/board/PlantCtrlESP32.kicad_prl @@ -1,6 +1,6 @@ { "board": { - "active_layer": 0, + "active_layer": 31, "active_layer_preset": "", "auto_track_width": false, "hidden_netclasses": [], diff --git a/board/PlantCtrlESP32.kicad_pro b/board/PlantCtrlESP32.kicad_pro index 97ce58c..fa618af 100644 --- a/board/PlantCtrlESP32.kicad_pro +++ b/board/PlantCtrlESP32.kicad_pro @@ -1234,7 +1234,7 @@ "group_symbols": true, "name": "", "sort_asc": true, - "sort_field": "LCSC_PART_NUMBER" + "sort_field": "Value" }, "connection_grid_size": 50.0, "drawing": { diff --git a/board/PlantCtrlESP32.kicad_sch b/board/PlantCtrlESP32.kicad_sch index df05cc9..2774ea3 100644 --- a/board/PlantCtrlESP32.kicad_sch +++ b/board/PlantCtrlESP32.kicad_sch @@ -6508,6 +6508,450 @@ ) ) ) + (symbol "Power_Protection:USBLC6-2SC6" + (pin_names hide) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (property "Reference" "U" + (at 0.635 5.715 0) + (effects + (font + (size 1.27 1.27) + ) + (justify left) + ) + ) + (property "Value" "USBLC6-2SC6" + (at 0.635 3.81 0) + (effects + (font + (size 1.27 1.27) + ) + (justify left) + ) + ) + (property "Footprint" "Package_TO_SOT_SMD:SOT-23-6" + (at 1.27 -6.35 0) + (effects + (font + (size 1.27 1.27) + (italic yes) + ) + (justify left) + (hide yes) + ) + ) + (property "Datasheet" "https://www.st.com/resource/en/datasheet/usblc6-2.pdf" + (at 1.27 -8.255 0) + (effects + (font + (size 1.27 1.27) + ) + (justify left) + (hide yes) + ) + ) + (property "Description" "Very low capacitance ESD protection diode, 2 data-line, SOT-23-6" + (at 0 0 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "ki_keywords" "usb ethernet video" + (at 0 0 0) + (effects + (font + (size 1.27 1.27) + ) 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")) +var pcbdata = JSON.parse(LZString.decompressFromBase64("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MD0157PA00X+047638Y-008819X0315Y0000R000S3 -317EN VIA MD0157PA00X+041654Y-009843X0315Y0000R000S3 +317MS0 VIA MD0157PA00X+060551Y-029982X0315Y0000R000S3 +317NET-(D78-A) VIA MD0157PA00X+051224Y-020209X0315Y0000R000S3 +317NET-(U3-QH) VIA MD0157PA00X+052075Y-019748X0315Y0000R000S3 +317NET-(U3-QG) VIA MD0157PA00X+052094Y-018283X0315Y0000R000S3 +317USB_BUS VIA MD0157PA00X+045815Y-007589X0315Y0000R000S3 +317GND VIA MD0157PA00X+043850Y-005904X0315Y0000R000S3 +317NET-(C5-PAD2) VIA MD0157PA00X+047657Y-007291X0315Y0000R000S3 317VBAT VIA MD0157PA00X+076417Y-014941X0315Y0000R000S3 317VBAT VIA MD0157PA00X+069921Y-014409X0315Y0000R000S3 317VBAT VIA MD0157PA00X+074213Y-042482X0315Y0000R000S3 @@ -15,40 +20,49 @@ P arrayDim N 317GND VIA MD0157PA00X+065020Y-037495X0315Y0000R000S3 317GND VIA MD1181PA00X+041500Y-042900X1575Y0000R000S3 317GND VIA MD0157PA00X+071181Y-027185X0315Y0000R000S3 -317GND VIA MD0157PA00X+067913Y-035591X0315Y0000R000S3 +317GND VIA MD0157PA00X+063366Y-025945X0315Y0000R000S3 +317GND VIA MD0157PA00X+067433Y-035780X0315Y0000R000S3 317GND VIA MD0157PA00X+076535Y-037047X0315Y0000R000S3 +317GND VIA MD0157PA00X+059409Y-026043X0315Y0000R000S3 317GND VIA MD1181PA00X+077500Y-042900X1575Y0000R000S3 317GND VIA MD0157PA00X+055354Y-037579X0315Y0000R000S3 317GND VIA MD0157PA00X+068898Y-037499X0315Y0000R000S3 -317GND VIA MD0157PA00X+048307Y-035591X0315Y0000R000S3 -317GND VIA MD0157PA00X+044331Y-035630X0315Y0000R000S3 +317GND VIA MD0157PA00X+047768Y-035835X0315Y0000R000S3 +317GND VIA MD0157PA00X+067335Y-025992X0315Y0000R000S3 +317GND VIA MD0157PA00X+043799Y-035850X0315Y0000R000S3 317GND VIA MD0157PA00X+045394Y-037579X0315Y0000R000S3 +317GND VIA MD0157PA00X+051583Y-026055X0315Y0000R000S3 +317GND VIA MD0157PA00X+047539Y-023772X0315Y0000R000S3 +317GND VIA MD0157PA00X+055508Y-026028X0315Y0000R000S3 317GND VIA MD0157PA00X+058465Y-015344X0315Y0000R000S3 317GND VIA MD0157PA00X+047283Y-037579X0315Y0000R000S3 +317GND VIA MD0157PA00X+071291Y-025969X0315Y0000R000S3 317GND VIA MD0157PA00X+040624Y-012441X0315Y0000R000S3 317GND VIA MD0157PA00X+071102Y-037495X0315Y0000R000S3 -317GND VIA MD0157PA00X+056142Y-035630X0315Y0000R000S3 +317GND VIA MD0157PA00X+055622Y-035799X0315Y0000R000S3 +317GND VIA MD0157PA00X+054961Y-023433X0315Y0000R000S3 317GND VIA MD0157PA00X+067165Y-037495X0315Y0000R000S3 317GND VIA MD0157PA00X+052470Y-015344X0315Y0000R000S3 317GND VIA MD0157PA00X+057106Y-037579X0315Y0000R000S3 -317GND VIA MD0157PA00X+060079Y-035630X0315Y0000R000S3 +317GND VIA MD0157PA00X+059531Y-035791X0315Y0000R000S3 317GND VIA MD0157PA00X+068996Y-015344X0315Y0000R000S3 317GND VIA MD0157PA00X+076063Y-039291X0315Y0000R000S3 -317GND VIA MD0157PA00X+064016Y-035630X0315Y0000R000S3 -317GND VIA MD0157PA00X+075020Y-010748X0315Y0000R000S3 +317GND VIA MD0157PA00X+063528Y-035839X0315Y0000R000S3 317GND VIA MD0157PA00X+074445Y-038618X0315Y0000R000S3 317GND VIA MD0157PA00X+059232Y-037579X0315Y0000R000S3 317GND VIA MD0157PA00X+055039Y-006417X0315Y0000R000S3 -317GND VIA MD0157PA00X+052205Y-035591X0315Y0000R000S3 +317GND VIA MD0157PA00X+051681Y-035740X0315Y0000R000S3 317GND VIA MD0157PA00X+061713Y-015344X0315Y0000R000S3 317GND VIA MD0157PA00X+066969Y-010394X0315Y0000R000S3 317GND VIA MD0157PA00X+063248Y-037495X0315Y0000R000S3 -317GND VIA MD0157PA00X+071929Y-035551X0315Y0000R000S3 +317GND VIA MD0157PA00X+071433Y-035787X0315Y0000R000S3 +317GND VIA MD0157PA00X+043932Y-024807X0315Y0000R000S3 317GND VIA MD0157PA00X+061083Y-037495X0315Y0000R000S3 317GND VIA MD0157PA00X+053209Y-037579X0315Y0000R000S3 317GND VIA MD0157PA00X+051417Y-037579X0315Y0000R000S3 317GND VIA MD0157PA00X+041890Y-040157X0315Y0000R000S3 317GND VIA MD1181PA00X+041575Y-007087X1575Y0000R000S3 +317GND VIA MD0157PA00X+047630Y-026028X0315Y0000R000S3 317GND VIA MD0157PA00X+065748Y-015344X0315Y0000R000S3 317S1 VIA MD0157PA00X+046053Y-026870X0315Y0000R000S3 317S1 VIA MD0157PA00X+065039Y-028287X0315Y0000R000S3 @@ -59,16 +73,16 @@ P arrayDim N 3173_3V VIA MD0157PA00X+051473Y-021677X0315Y0000R000S3 3173_3V VIA MD0157PA00X+048216Y-017723X0315Y0000R000S3 3173_3V VIA MD0157PA00X+053071Y-012008X0315Y0000R000S3 -3173_3V VIA MD0157PA00X+043071Y-007205X0315Y0000R000S3 +3173_3V VIA MD0157PA00X+043278Y-007992X0315Y0000R000S3 +3173_3V VIA MD0157PA00X+049557Y-013563X0315Y0000R000S3 +3173_3V VIA MD0157PA00X+046539Y-010842X0315Y0000R000S3 3173_3V VIA MD0157PA00X+062933Y-032776X0315Y0000R000S3 3173_3V VIA MD0157PA00X+055059Y-032795X0315Y0000R000S3 3173_3V VIA MD0157PA00X+053346Y-021555X0315Y0000R000S3 -3173_3V VIA MD0157PA00X+074449Y-008425X0315Y0000R000S3 3173_3V VIA MD0157PA00X+043996Y-021752X0315Y0000R000S3 3173_3V VIA MD0157PA00X+047323Y-032776X0315Y0000R000S3 3173_3V VIA MD0157PA00X+048720Y-021555X0315Y0000R000S3 -3173_3V VIA MD0157PA00X+071555Y-032106X0315Y0000R000S3 -3173_3V VIA MD0157PA00X+050536Y-013563X0315Y0000R000S3 +3173_3V VIA MD0157PA00X+071720Y-032776X0315Y0000R000S3 317TEMP VIA MD0157PA00X+045984Y-015315X0315Y0000R000S3 317TEMP VIA MD0157PA00X+041860Y-026398X0315Y0000R000S3 317S2 VIA MD0157PA00X+049990Y-025433X0315Y0000R000S3 @@ -81,10 +95,9 @@ P arrayDim N 317S3 VIA MD0157PA00X+053927Y-025423X0315Y0000R000S3 317-(PUMP2-PIN_1) VIA MD0157PA00X+061811Y-017402X0315Y0000R000S3 317PUMP_ENABLE VIA MD0157PA00X+041102Y-015591X0315Y0000R000S3 -317PUMP_ENABLE VIA MD0157PA00X+077402Y-025669X0315Y0000R000S3 +317PUMP_ENABLE VIA MD0157PA00X+076959Y-024311X0315Y0000R000S3 317TANK_SENSOR VIA MD0157PA00X+042598Y-009843X0315Y0000R000S3 317TANK_SENSOR VIA MD0157PA00X+041850Y-036457X0315Y0000R000S3 -317TANK_SENSOR VIA MD0157PA00X+040187Y-036240X0315Y0000R000S3 317-(PUMP3-PIN_1) VIA MD0157PA00X+063701Y-017402X0315Y0000R000S3 317-(PUMP4-PIN_1) VIA MD0157PA00X+065669Y-017402X0315Y0000R000S3 317-(PUMP1-PIN_1) VIA MD0157PA00X+059764Y-017402X0315Y0000R000S3 @@ -104,11 +117,11 @@ P arrayDim N 317ESP_RX VIA MD0157PA00X+042638Y-015551X0315Y0000R000S3 317ESP_TX VIA MD0157PA00X+042165Y-015591X0315Y0000R000S3 317T-(BOOT1-PAD2) VIA MD0157PA00X+040945Y-017165X0315Y0000R000S3 -317SDA VIA MD0157PA00X+073217Y-010587X0315Y0000R000S3 317SDA VIA MD0157PA00X+054291Y-013563X0315Y0000R000S3 +317SDA VIA MD0157PA00X+055315Y-015945X0315Y0000R000S3 317SDA VIA MD0157PA00X+044370Y-014291X0315Y0000R000S3 317SCL VIA MD0157PA00X+054744Y-013583X0315Y0000R000S3 -317SCL VIA MD0157PA00X+073533Y-010787X0315Y0000R000S3 +317SCL VIA MD0157PA00X+055630Y-016339X0315Y0000R000S3 317SCL VIA MD0157PA00X+044843Y-014291X0315Y0000R000S3 317G4 VIA MD0157PA00X+058356Y-025472X0315Y0000R000S3 317G4 VIA MD0157PA00X+050846Y-028307X0315Y0000R000S3 @@ -118,11 +131,10 @@ P arrayDim N 317NET-(D10-K) VIA MD0157PA00X+049764Y-017480X0315Y0000R000S3 317G5 VIA MD0157PA00X+051339Y-028287X0315Y0000R000S3 317G5 VIA MD0157PA00X+062343Y-025413X0315Y0000R000S3 -317NET-(D78-A) VIA MD0157PA00X+052766Y-017677X0315Y0000R000S3 317S5 VIA MD0157PA00X+067008Y-028268X0315Y0000R000S3 317S5 VIA MD0157PA00X+061791Y-026811X0315Y0000R000S3 317S5 VIA MD0157PA00X+061802Y-025406X0315Y0000R000S3 -317NET-(C5-PAD2) VIA MD0157PA00X+047200Y-006885X0315Y0000R000S3 +317NET-(C5-PAD2) VIA MD0157PA00X+043238Y-007333X0315Y0000R000S3 317S6 VIA MD0157PA00X+065741Y-025396X0315Y0000R000S3 317S6 VIA MD0157PA00X+067500Y-028287X0315Y0000R000S3 317S6 VIA MD0157PA00X+065748Y-026811X0315Y0000R000S3 @@ -213,7 +225,6 @@ P arrayDim N 317CD4 VIA MD0157PA00X+057067Y-026821X0315Y0000R000S3 317CD5 VIA MD0157PA00X+059173Y-028278X0315Y0000R000S3 317CD5 VIA MD0157PA00X+061014Y-026841X0315Y0000R000S3 -317NET-(D10-A) VIA MD0157PA00X+050630Y-016339X0315Y0000R000S3 317NET-(D2-K) VIA MD0157PA00X+051575Y-017717X0315Y0000R000S3 317CD6 VIA MD0157PA00X+064961Y-026811X0315Y0000R000S3 317CD6 VIA MD0157PA00X+059665Y-028278X0315Y0000R000S3 @@ -243,40 +254,44 @@ P arrayDim N 317CD_PROBE VIA MD0157PA00X+050787Y-023465X0315Y0000R000S3 317CD_PROBE VIA MD0157PA00X+056693Y-028268X0315Y0000R000S3 317SENSORS_ON VIA MD0157PA00X+050291Y-018370X0315Y0000R000S3 +317SENSORS_ON VIA MD0157PA00X+050776Y-022535X0315Y0000R000S3 317SENSORS_ON VIA MD0157PA00X+073071Y-030079X0315Y0000R000S3 317NET-(CD1-K) VIA MD0157PA00X+052362Y-023386X0315Y0000R000S3 317ET-(SIGNAL1-K) VIA MD0157PA00X+052362Y-022520X0315Y0000R000S3 +317MS4 VIA MD0157PA00X+044380Y-029337X0315Y0000R000S3 317MS4 VIA MD0157PA00X+069035Y-031890X0315Y0000R000S3 -317MS4 VIA MD0157PA00X+061181Y-031634X0315Y0000R000S3 +317MS4 VIA MD0157PA00X+060866Y-031634X0315Y0000R000S3 317MS4 VIA MD0157PA00X+048701Y-018268X0315Y0000R000S3 317MS4 VIA MD0157PA00X+053346Y-031634X0315Y0000R000S3 317MS1 VIA MD0157PA00X+053839Y-030238X0315Y0000R000S3 317MS1 VIA MD0157PA00X+050913Y-018268X0315Y0000R000S3 317MS1 VIA MD0157PA00X+061673Y-030238X0315Y0000R000S3 317MS1 VIA MD0157PA00X+069528Y-029626X0315Y0000R000S3 +317MS1 VIA MD0157PA00X+046295Y-028953X0315Y0000R000S3 317MS0 VIA MD0157PA00X+049213Y-021575X0315Y0000R000S3 317MS0 VIA MD0157PA00X+053346Y-029982X0315Y0000R000S3 +317MS0 VIA MD0157PA00X+046957Y-029240X0315Y0000R000S3 317MS0 VIA MD0157PA00X+069035Y-029626X0315Y0000R000S3 -317MS0 VIA MD0157PA00X+061181Y-029982X0315Y0000R000S3 317MS3 VIA MD0157PA00X+062165Y-031122X0315Y0000R000S3 +317MS3 VIA MD0157PA00X+045000Y-029071X0315Y0000R000S3 317MS3 VIA MD0157PA00X+049921Y-018307X0315Y0000R000S3 317MS3 VIA MD0157PA00X+054331Y-031122X0315Y0000R000S3 317MS3 VIA MD0157PA00X+070020Y-031909X0315Y0000R000S3 317MS2 VIA MD0157PA00X+069528Y-031909X0315Y0000R000S3 317MS2 VIA MD0157PA00X+049488Y-018268X0315Y0000R000S3 +317MS2 VIA MD0157PA00X+045638Y-030114X0315Y0000R000S3 317MS2 VIA MD0157PA00X+061654Y-031378X0315Y0000R000S3 317MS2 VIA MD0157PA00X+053839Y-031378X0315Y0000R000S3 -317ISDAY VIA MD0157PA00X+048740Y-009764X0315Y0000R000S3 -317ISDAY VIA MD0157PA00X+046378Y-008661X0315Y0000R000S3 -317S_VIN VIA MD0157PA00X+047008Y-006145X0315Y0000R000S3 -317S_VIN VIA MD0157PA00X+049252Y-006145X0315Y0000R000S3 +317ISDAY VIA MD0157PA00X+049291Y-007254X0315Y0000R000S3 +317ISDAY VIA MD0157PA00X+044026Y-010039X0315Y0000R000S3 +317S_VIN VIA MD0157PA00X+051071Y-009472X0315Y0000R000S3 3175K_VBAT VIA MD0157PA00X+069921Y-016063X0315Y0000R000S3 -317LED_ENABLE VIA MD0157PA00X+045630Y-009921X0315Y0000R000S3 +317LED_ENABLE VIA MD0157PA00X+045630Y-011880X0315Y0000R000S3 317LED_ENABLE VIA MD0157PA00X+045630Y-013976X0315Y0000R000S3 317LED_ENABLE VIA MD0157PA00X+070768Y-013091X0315Y0000R000S3 -317NET-(I2C3-A) VIA MD0157PA00X+054724Y-014213X0315Y0000R000S3 +317NET-(I2C3-A) VIA MD0157PA00X+054528Y-014213X0315Y0000R000S3 317NET-(I2C3-A) VIA MD0157PA00X+076575Y-017421X0315Y0000R000S3 -317/LIGHT+ VIA MD0157PA00X+073524Y-016535X0315Y0000R000S3 +317/LIGHT+ VIA MD0157PA00X+073996Y-016280X0315Y0000R000S3 317/LIGHT+ VIA MD0157PA00X+073587Y-020394X0315Y0000R000S3 317NET-(D98-K) VIA MD0157PA00X+063150Y-010472X0315Y0000R000S3 317NET-(D98-K) VIA MD0157PA00X+066969Y-011063X0315Y0000R000S3 @@ -284,23 +299,16 @@ P arrayDim N 317NET-(U6-CSP) VIA MD0157PA00X+058248Y-012461X0315Y0000R000S3 317NET-(U6-CSP) VIA MD0157PA00X+064587Y-010846X0315Y0000R000S3 317NET-(J3-PIN_1) VIA MD0157PA00X+040965Y-039134X0315Y0000R000S3 -317ENABLE_TANK VIA MD0157PA00X+046142Y-009921X0315Y0000R000S3 +317ENABLE_TANK VIA MD0157PA00X+046122Y-011969X0315Y0000R000S3 317ENABLE_TANK VIA MD0157PA00X+041220Y-035000X0315Y0000R000S3 -317NET-(U35-BAT) VIA MD0157PA00X+077711Y-012441X0315Y0000R000S3 -317NET-(U35-BAT) VIA MD0157PA00X+074016Y-008425X0315Y0000R000S3 -317NET-(D76-K) VIA MD0157PA00X+054843Y-012756X0315Y0000R000S3 -317NET-(D76-K) VIA MD0157PA00X+072421Y-007972X0315Y0000R000S3 -317NET-(D76-A) VIA MD0157PA00X+053701Y-012244X0315Y0000R000S3 -317NET-(D13-A) VIA MD0157PA00X+052756Y-010157X0315Y0000R000S3 -317BAT_ALERT VIA MD0157PA00X+054843Y-012362X0315Y0000R000S3 -317BAT_ALERT VIA MD0157PA00X+073286Y-007026X0315Y0000R000S3 -317NET-(C88-PAD1) VIA MD0157PA00X+045768Y-006496X0315Y0000R000S3 -317NET-(U36-+) VIA MD0157PA00X+043937Y-008031X0315Y0000R000S3 -317NET-(U36-+) VIA MD0157PA00X+045118Y-006929X0315Y0000R000S3 -317NET-(D11-A) VIA MD0157PA00X+052480Y-009843X0315Y0000R000S3 +317NET-(D11-A) VIA MD0157PA00X+049439Y-008873X0315Y0000R000S3 +317USB_D- VIA MD0157PA00X+045433Y-008081X0315Y0000R000S3 +317USB_D+ VIA MD0157PA00X+045433Y-007667X0315Y0000R000S3 317BOOT_SEL VIA MD0157PA00X+042756Y-016850X0315Y0000R000S3 317BOOT_SEL VIA MD0157PA00X+047087Y-015433X0315Y0000R000S3 +317WARN_LED VIA MD0157PA00X+043140Y-009843X0315Y0000R000S3 317WARN_LED VIA MD0157PA00X+050630Y-016831X0315Y0000R000S3 +317WARN_LED VIA MD0157PA00X+049183Y-015817X0315Y0000R000S3 317NET-(Q15-C) VIA MD0157PA00X+058661Y-021334X0315Y0000R000S3 317NET-(Q16-C) VIA MD0157PA00X+060571Y-021334X0315Y0000R000S3 317NET-(Q17-C) VIA MD0157PA00X+062520Y-021339X0315Y0000R000S3 @@ -337,6 +345,18 @@ P arrayDim N 317OE VIA MD0157PA00X+050197Y-021575X0315Y0000R000S3 317OE VIA MD0157PA00X+054893Y-021555X0315Y0000R000S3 317OE VIA MD0157PA00X+044154Y-017358X0315Y0000R000S3 +327NET-(U3-QG) TP2 -1 A01X+053110Y-018976X0787Y0787R000S2 +327NET-(U3-QH) TP1 -1 A01X+053110Y-020209X0787Y0787R000S2 +327GND C6 -1 A04X+048189Y-007692X0423Y0374R090S1 +327EN C6 -2 A04X+048189Y-008371X0423Y0374R090S1 +327GND C4 -1 A04X+041383Y-018386X0423Y0374R000S1 +327BOOT_SEL C4 -2 A04X+042062Y-018386X0423Y0374R000S1 +327USB_D+ U8 -1 A04X+045291Y-006892X0522Y0236R270S1 +327GND U8 -2 A04X+044917Y-006892X0522Y0236R270S1 +327USB_D- U8 -3 A04X+044543Y-006892X0522Y0236R270S1 +327SLASH}O2-PAD4) U8 -4 A04X+044543Y-005996X0522Y0236R270S1 +327USB_BUS U8 -5 A04X+044917Y-005996X0522Y0236R270S1 +327SLASH}O1-PAD6) U8 -6 A04X+045291Y-005996X0522Y0236R270S1 327S11 S_P_11-1 A01X+053937Y-035728X0394Y2165R180S2 327CD11 S_P_11-2 A01X+053150Y-035728X0394Y2165R180S2 327GND S_P_11-MP A01X+054882Y-036614X0630Y1181R180S2 @@ -347,10 +367,19 @@ P arrayDim N 327CD2 S_P_2 -2 A01X+049203Y-025433X0394Y2165R180S2 327GND S_P_2 -MP A01X+050935Y-026319X0630Y1181R180S2 327GND S_P_2 -MP A01X+048258Y-026319X0630Y1181R180S2 -317GND SolarI-1 D0709PA00X+070354Y-008819X1181Y1181R270S0 -317S_VIN SolarI-2 D0709PA00X+070354Y-006850X1181Y0000R270S0 +317GND SolarI-1 D0709PA00X+071240Y-008622X1181Y1181R270S0 +317S_VIN SolarI-2 D0709PA00X+071240Y-006654X1181Y0000R270S0 327NET-(D10-K) D10 -1 A01X+051924Y-019011X0384Y0551R180S2 -327NET-(D10-A) D10 -2 A01X+051186Y-019011X0384Y0551R180S2 +327S_VIN D10 -2 A01X+051186Y-019011X0384Y0551R180S2 +327USB_BUS USB1 -1 A01X+046051Y-008967X0197Y0669R180S2 +327USB_D- USB1 -2 A01X+045736Y-008967X0197Y0669R180S2 +327USB_D+ USB1 -3 A01X+045421Y-008967X0197Y0669R180S2 +327(USB1-ID-PAD4) USB1 -4 A01X+045106Y-008967X0197Y0669R180S2 +327GND USB1 -5 A01X+044791Y-008967X0197Y0669R180S2 +327GND USB1 -6 A01X+047063Y-008888X0571Y0748R180S2 +327GND USB1 -7 A01X+047063Y-006722X0571Y0748R180S2 +327GND USB1 -8 A01X+043780Y-006722X0571Y0748R180S2 +327GND USB1 -9 A01X+043780Y-008888X0571Y0748R180S2 327GND Boot1 -1 A01X+040846Y-013091X0591Y0591R090S2 327T-(BOOT1-PAD2) Boot1 -2 A01X+040846Y-016161X0591Y0591R090S2 327NET-(Q24-C) SD10 -1 A01X+061083Y-023312X0384Y0551R270S2 @@ -367,8 +396,10 @@ P arrayDim N 327GND S_P_8 -MP A01X+071919Y-026280X0630Y1181R180S2 327NET-(Q27-C) SD13 -1 A01X+066988Y-023312X0384Y0551R270S2 3271K_3_3 SD13 -2 A01X+066988Y-022574X0384Y0551R270S2 -317ATTERY1-PIN_1) batter-1 D0709PA00X+077047Y-029134X1181Y1181R090S0 +317GND batter-1 D0709PA00X+077047Y-029134X1181Y1181R090S0 317VBAT batter-2 D0709PA00X+077047Y-031102X1181Y0000R090S0 +317SDA batter-3 D0394PA00X+077441Y-027598X0600Y0000R090S0 +317SCL batter-4 D0394PA00X+076654Y-027598X0600Y0000R090S0 327NET-(Q28-C) SD14 -1 A01X+069035Y-023351X0384Y0551R270S2 3271K_3_3 SD14 -2 A01X+069035Y-022613X0384Y0551R270S2 327S9 S_P_9 -1 A01X+046063Y-035748X0394Y2165R180S2 @@ -377,8 +408,8 @@ P arrayDim N 327GND S_P_9 -MP A01X+044331Y-036634X0630Y1181R180S2 327NET-(CD1-K) CD1 -1 A01X+051973Y-023435X0384Y0551R180S2 327CD_PROBE CD1 -2 A01X+051235Y-023435X0384Y0551R180S2 -317GND ExtCha-1 D0709PA00X+051299Y-008937X1181Y1181R270S0 -317NET-(D10-A) ExtCha-2 D0709PA00X+051299Y-006969X1181Y0000R270S0 +317GND ExtCha-1 D0709PA00X+075453Y-008622X1181Y1181R270S0 +317NET-(D4-A) ExtCha-2 D0709PA00X+075453Y-006654X1181Y0000R270S0 327S16 S_P_16-1 A01X+073661Y-035709X0394Y2165R180S2 327CD16 S_P_16-2 A01X+072874Y-035709X0394Y2165R180S2 327GND S_P_16-MP A01X+074606Y-036594X0630Y1181R180S2 @@ -387,8 +418,8 @@ P arrayDim N 317VBAT PUMP6 -2 D0394PA00X+065354Y-042482X0669Y0787R000S0 317-(PUMP7-PIN_1) PUMP7 -1 D0394PA00X+068307Y-042482X0669Y0787R000S0 317VBAT PUMP7 -2 D0394PA00X+069291Y-042482X0669Y0787R000S0 -317NET-(D78-K) PUMP9 -1 D0394PA00X+076772Y-024449X0669Y0787R270S0 -317VBAT PUMP9 -2 D0394PA00X+076772Y-023465X0669Y0787R270S0 +317NET-(D78-K) PUMP9 -1 D0394PA00X+076772Y-023012X0669Y0787R270S0 +317VBAT PUMP9 -2 D0394PA00X+076772Y-022028X0669Y0787R270S0 327NET-(Q29-C) SD15 -1 A01X+070965Y-023391X0384Y0551R270S2 3271K_3_3 SD15 -2 A01X+070965Y-022653X0384Y0551R270S2 327NET-(Q21-C) SD7 -1 A01X+070965Y-021373X0384Y0551R270S2 @@ -396,7 +427,6 @@ P arrayDim N 317GND 1WIRE1-1 D0374PA00X+040945Y-029724X0669Y0768R270S0 317TEMP 1WIRE1-2 D0374PA00X+040945Y-028740X0669Y0768R270S0 3173_3V 1WIRE1-3 D0374PA00X+040945Y-027756X0669Y0768R270S0 -327TED-(TP2-PAD1) TP2 -1 A01X+040937Y-020201X0787Y0787R000S2 327S13 S_P_13-1 A01X+061811Y-035748X0394Y2165R180S2 327CD13 S_P_13-2 A01X+061024Y-035748X0394Y2165R180S2 327GND S_P_13-MP A01X+062756Y-036634X0630Y1181R180S2 @@ -414,6 +444,12 @@ P arrayDim N 3271K_3_3 SD9 -2 A01X+059193Y-022574X0384Y0551R270S2 327-(PUMP6-PIN_1) PUMP_D-1 A01X+068996Y-017382X0384Y0551R270S2 3275K_VBAT PUMP_D-2 A01X+068996Y-016644X0384Y0551R270S2 +317GND J5 -1 D0394PA00X+048933Y-006122X0669Y0669R270S0 +3173_3V J5 -2 D0394PA00X+049933Y-006122X0669Y0669R270S0 +317SDA J5 -3 D0394PA00X+050933Y-006122X0669Y0669R270S0 +317SCL J5 -4 D0394PA00X+051933Y-006122X0669Y0669R270S0 +317SQW J5 -5 D0394PA00X+052933Y-006122X0669Y0669R270S0 +31732K J5 -6 D0394PA00X+053933Y-006122X0669Y0669R270S0 327NET-(Q25-C) SD11 -1 A01X+063051Y-023312X0384Y0551R270S2 3271K_3_3 SD11 -2 A01X+063051Y-022574X0384Y0551R270S2 327T-(P_FAULT1-K) P_FAUL-1 A01X+065059Y-019350X0384Y0551R270S2 @@ -440,13 +476,11 @@ P arrayDim N 317VBAT PUMP5 -2 D0394PA00X+061417Y-042482X0669Y0787R000S0 327-(PUMP2-PIN_1) PUMP_D-1 A01X+061220Y-017382X0384Y0551R270S2 3275K_VBAT PUMP_D-2 A01X+061220Y-016644X0384Y0551R270S2 -327NET-(D76-K) D76 -1 A01X+051865Y-013027X0384Y0551R180S2 -327NET-(D76-A) D76 -2 A01X+051127Y-013027X0384Y0551R180S2 327NET-(Q15-C) SD1 -1 A01X+059193Y-021334X0384Y0551R270S2 3271K_3_3 SD1 -2 A01X+059193Y-020595X0384Y0551R270S2 327NET-(Q26-C) SD12 -1 A01X+065020Y-023312X0384Y0551R270S2 3271K_3_3 SD12 -2 A01X+065020Y-022574X0384Y0551R270S2 -327LED_ENABLE TP8 -1 A01X+069370Y-013071X0787Y0787R180S2 +327LED_ENABLE TP8 -1 A01X+044862Y-015079X0787Y0787R180S2 317-(PUMP4-PIN_1) PUMP4 -1 D0394PA00X+056496Y-042482X0669Y0787R000S0 317VBAT PUMP4 -2 D0394PA00X+057480Y-042482X0669Y0787R000S0 327-(PUMP1-PIN_1) PUMP_D-1 A01X+059154Y-017382X0384Y0551R270S2 @@ -455,8 +489,8 @@ P arrayDim N 317VBAT PUMP2 -2 D0394PA00X+049606Y-042482X0669Y0787R000S0 317-(PUMP8-PIN_1) PUMP8 -1 D0394PA00X+072244Y-042482X0669Y0787R000S0 317VBAT PUMP8 -2 D0394PA00X+073228Y-042482X0669Y0787R000S0 -327NET-(D98-K) D98 -1 A01X+062461Y-010463X0384Y0551R180S2 -327NET-(D98-A) D98 -2 A01X+061722Y-010463X0384Y0551R180S2 +327NET-(D98-K) D98 -1 A01X+051818Y-013303X0384Y0551R180S2 +327NET-(D98-A) D98 -2 A01X+051080Y-013303X0384Y0551R180S2 327-(PUMP4-PIN_1) PUMP_D-1 A01X+065059Y-017397X0384Y0551R270S2 3275K_VBAT PUMP_D-2 A01X+065059Y-016658X0384Y0551R270S2 327S10 S_P_10-1 A01X+050000Y-035728X0394Y2165R180S2 @@ -465,8 +499,6 @@ P arrayDim N 327GND S_P_10-MP A01X+048268Y-036614X0630Y1181R180S2 317NET-(Q3-S) C76 -1 D0315PA00X+059331Y-007520X0630Y0630R270S0 317GND C76 -2 D0315PA00X+059331Y-006732X0630Y0000R270S0 -327BAT_ALERT D13 -1 A01X+051865Y-011102X0384Y0551R180S2 -327NET-(D13-A) D13 -2 A01X+051127Y-011102X0384Y0551R180S2 327NET-(Q22-C) SD8 -1 A01X+073051Y-021334X0384Y0551R270S2 3271K_3_3 SD8 -2 A01X+073051Y-020595X0384Y0551R270S2 327S4 S_P_4 -1 A01X+057864Y-025413X0394Y2165R180S2 @@ -488,11 +520,11 @@ P arrayDim N 327GND S_P_15-MP A01X+067913Y-036624X0630Y1181R180S2 327GND I2C3 -1 A01X+051826Y-015005X0384Y0551R180S2 327NET-(I2C3-A) I2C3 -2 A01X+051088Y-015005X0384Y0551R180S2 -317GND LIGHT1-1 D0394PA00X+076772Y-020512X0669Y0787R270S0 -317/LIGHT+ LIGHT1-2 D0394PA00X+076772Y-019528X0669Y0787R270S0 -317GND RV1 -1 D0315PA00X+072244Y-010795X0567Y0000R270S0 -317GND RV1 -2 D0315PA00X+072244Y-011795X0567Y0000R270S0 -317NET-(R24-PAD2) RV1 -3 D0315PA00X+072244Y-012795X0567Y0000R270S0 +317GND LIGHT1-1 D0394PA00X+076772Y-019173X0669Y0787R270S0 +317/LIGHT+ LIGHT1-2 D0394PA00X+076772Y-018189X0669Y0787R270S0 +317GND RV1 -1 D0315PA00X+072904Y-010953X0567Y0000R270S0 +317GND RV1 -2 D0315PA00X+072904Y-011953X0567Y0000R270S0 +317NET-(R24-PAD2) RV1 -3 D0315PA00X+072904Y-012953X0567Y0000R270S0 327-(PUMP3-PIN_1) PUMP_D-1 A01X+063091Y-017397X0384Y0551R270S2 3275K_VBAT PUMP_D-2 A01X+063091Y-016658X0384Y0551R270S2 327NET-(Q19-C) SD5 -1 A01X+066988Y-021358X0384Y0551R270S2 @@ -507,7 +539,7 @@ P arrayDim N 327GND J3 -MP A01X+041181Y-037795X0630Y1181R270S2 317S_VIN C9 -1 D0315PA00X+067953Y-006435X0630Y0630R090S0 317GND C9 -2 D0315PA00X+067953Y-007222X0630Y0000R090S0 -327ISDAY IsDay1-1 A01X+048071Y-006850X0787Y0787R000S2 +327ISDAY IsDay1-1 A01X+044262Y-011033X0787Y0787R000S2 317GND J2 -1 D0394PA00X+040945Y-021752X0669Y0669R000S0 317ESP_TX J2 -2 D0394PA00X+040945Y-022752X0669Y0669R000S0 317ESP_RX J2 -3 D0394PA00X+040945Y-023752X0669Y0669R000S0 @@ -515,9 +547,8 @@ P arrayDim N 327FAULT8 P_FAUL-2 A01X+072913Y-018632X0384Y0551R270S2 317-(PUMP1-PIN_1) PUMP1 -1 D0394PA00X+044685Y-042482X0669Y0787R000S0 317VBAT PUMP1 -2 D0394PA00X+045669Y-042482X0669Y0787R000S0 -327NET-(C88-PAD1) TP1 -1 A01X+046457Y-006890X0787Y0787R000S2 -327GND D11 -1 A01X+062456Y-011624X0384Y0551R180S2 -327NET-(D11-A) D11 -2 A01X+061718Y-011624X0384Y0551R180S2 +327GND D11 -1 A01X+051826Y-011094X0384Y0551R180S2 +327NET-(D11-A) D11 -2 A01X+051088Y-011094X0384Y0551R180S2 327S1 S_P_1 -1 A01X+046053Y-025433X0394Y2165R180S2 327CD1 S_P_1 -2 A01X+045266Y-025433X0394Y2165R180S2 327GND S_P_1 -MP A01X+046998Y-026319X0630Y1181R180S2 @@ -535,7 +566,7 @@ P arrayDim N 327NET-(Q18-C) SD4 -1 A01X+065020Y-021319X0384Y0551R270S2 3271K_3_3 SD4 -2 A01X+065020Y-020581X0384Y0551R270S2 327ET-(SIGNAL1-K) SIGNAL-1 A01X+051969Y-022549X0384Y0551R180S2 -327SIGNAL SIGNAL-2 A01X+051230Y-022549X0384Y0551R180S2 +327SENSORS_ON SIGNAL-2 A01X+051230Y-022549X0384Y0551R180S2 327NET-(Q30-C) SD16 -1 A01X+073110Y-023391X0384Y0551R270S2 3271K_3_3 SD16 -2 A01X+073110Y-022653X0384Y0551R270S2 327S14 S_P_14-1 A01X+065748Y-035748X0394Y2165R180S2 @@ -549,9 +580,9 @@ P arrayDim N 317GND J1 -1 D0394PA00X+055039Y-009378X0669Y0669R000S0 317SCL J1 -2 D0394PA00X+055039Y-010378X0669Y0669R000S0 317SDA J1 -3 D0394PA00X+055039Y-011378X0669Y0669R000S0 -327NET-(Q15-C) Q15 -1 A04X+044975Y-024469X0354Y0315R180S1 -327NET-(Q15-B) Q15 -2 A04X+044975Y-025217X0354Y0315R180S1 -327GND Q15 -3 A04X+044188Y-024843X0354Y0315R180S1 +327NET-(Q15-B) Q15 -1 A04X+044188Y-025217X0354Y0315R000S1 +327GND Q15 -2 A04X+044188Y-024469X0354Y0315R000S1 +327NET-(Q15-C) Q15 -3 A04X+044975Y-024843X0354Y0315R000S1 327GND R117 -1 A04X+067657Y-036122X0315Y0374R000S1 327NET-(Q29-B) R117 -2 A04X+068307Y-036122X0315Y0374R000S1 327GND R101 -1 A04X+048031Y-036142X0315Y0374R000S1 @@ -566,15 +597,13 @@ P arrayDim N 327/LIGHT+ L2 -2 A04X+072898Y-020364X0492Y1043R090S1 327GND R90 -1 A04X+059813Y-025807X0315Y0374R000S1 327NET-(Q19-B) R90 -2 A04X+060463Y-025807X0315Y0374R000S1 -327NET-(Q18-C) Q18 -1 A04X+056767Y-024429X0354Y0315R180S1 -327NET-(Q18-B) Q18 -2 A04X+056767Y-025177X0354Y0315R180S1 -327GND Q18 -3 A04X+055979Y-024803X0354Y0315R180S1 +327NET-(Q18-B) Q18 -1 A04X+055979Y-025177X0354Y0315R000S1 +327GND Q18 -2 A04X+055979Y-024429X0354Y0315R000S1 +327NET-(Q18-C) Q18 -3 A04X+056767Y-024803X0354Y0315R000S1 327GND C2 -1 A04X+042756Y-005960X0423Y0374R090S1 3273_3V C2 -2 A04X+042756Y-006639X0423Y0374R090S1 3273_3V R12 -1 A04X+045512Y-017726X0315Y0374R270S1 327SDA R12 -2 A04X+045512Y-017077X0315Y0374R270S1 -327GND C6 -1 A04X+047598Y-007466X0463Y0571R090S1 -327EN C6 -2 A04X+047598Y-008282X0463Y0571R090S1 327GND C10 -1 A04X+073725Y-032283X0423Y0374R180S1 327NET-(U2-CV) C10 -2 A04X+073046Y-032283X0423Y0374R180S1 327NET-(Q21-C) CTimer-1 A04X+070837Y-024779X0423Y0374R090S1 @@ -597,24 +626,20 @@ P arrayDim N 327GND D50 -1 A04X+073981Y-037495X0581Y0236R000S1 3273_3V D50 -2 A04X+073981Y-036747X0581Y0236R000S1 327S16 D50 -3 A04X+074719Y-037121X0581Y0236R000S1 -3273_3V R57 -1 A04X+043622Y-006299X0315Y0374R090S1 -327NET-(U36--) R57 -2 A04X+043622Y-006949X0315Y0374R090S1 -327EN R17 -1 A04X+046772Y-008278X0315Y0374R270S1 -327NET-(C5-PAD2) R17 -2 A04X+046772Y-007628X0315Y0374R270S1 +327EN R17 -1 A04X+048238Y-009892X0315Y0374R270S1 +327NET-(C5-PAD2) R17 -2 A04X+048238Y-009242X0315Y0374R270S1 327G5 R89 -1 A04X+061683Y-025807X0315Y0374R180S1 327NET-(Q19-B) R89 -2 A04X+061033Y-025807X0315Y0374R180S1 -327NET-(Q20-C) Q20 -1 A04X+064646Y-024419X0354Y0315R180S1 -327NET-(Q20-B) Q20 -2 A04X+064646Y-025167X0354Y0315R180S1 -327GND Q20 -3 A04X+063858Y-024793X0354Y0315R180S1 -327NET-(U35-BAT) C82 -1 A04X+077397Y-012795X0423Y0374R180S1 -327GND C82 -2 A04X+076718Y-012795X0423Y0374R180S1 +327NET-(Q20-B) Q20 -1 A04X+063858Y-025167X0354Y0315R000S1 +327GND Q20 -2 A04X+063858Y-024419X0354Y0315R000S1 +327NET-(Q20-C) Q20 -3 A04X+064646Y-024793X0354Y0315R000S1 327MS4 U3 -1 A04X+048691Y-018996X0787Y0236R090S1 327MS2 U3 -2 A04X+049191Y-018996X0787Y0236R090S1 327MS3 U3 -3 A04X+049691Y-018996X0787Y0236R090S1 327SENSORS_ON U3 -4 A04X+050191Y-018996X0787Y0236R090S1 327MS1 U3 -5 A04X+050691Y-018996X0787Y0236R090S1 -327D-(U3-QG-PAD6) U3 -6 A04X+051191Y-018996X0787Y0236R090S1 -327D-(U3-QH-PAD7) U3 -7 A04X+051691Y-018996X0787Y0236R090S1 +327NET-(U3-QG) U3 -6 A04X+051191Y-018996X0787Y0236R090S1 +327NET-(U3-QH) U3 -7 A04X+051691Y-018996X0787Y0236R090S1 327GND U3 -8 A04X+052191Y-018996X0787Y0236R090S1 327NET-(U3-QH') U3 -9 A04X+052191Y-020965X0787Y0236R090S1 3273_3V U3 -10 A04X+051691Y-020965X0787Y0236R090S1 @@ -626,10 +651,6 @@ P arrayDim N 3273_3V U3 -16 A04X+048691Y-020965X0787Y0236R090S1 327PUMP1 R49 -1 A04X+043593Y-040876X0315Y0374R270S1 327NET-(Q5-G) R49 -2 A04X+043593Y-040226X0315Y0374R270S1 -327GND R38 -1 A04X+078321Y-009100X0902Y0799R090S1 -327NET-(R38-PAD2) R38 -2 A04X+077571Y-008925X0551Y0299R090S1 -327NET-(R38-PAD3) R38 -3 A04X+077571Y-011626X0551Y0299R090S1 -327ATTERY1-PIN_1) R38 -4 A04X+078321Y-011451X0902Y0799R090S1 327PUMP1 U1 -1 A04X+044018Y-018996X0787Y0236R090S1 327PUMP2 U1 -2 A04X+044518Y-018996X0787Y0236R090S1 327PUMP3 U1 -3 A04X+045018Y-018996X0787Y0236R090S1 @@ -651,12 +672,9 @@ P arrayDim N 327-(PUMP6-PIN_1) D30 -3 A04X+065945Y-041043X0581Y0236R090S1 3273_3V C31 -1 A04X+050325Y-015138X0463Y0571R000S1 327GND C31 -2 A04X+051142Y-015138X0463Y0571R000S1 -327NET-(C88-PAD1) D103 -1 A04X+044409Y-006890X0581Y0236R000S1 -3273_3V D103 -2 A04X+044409Y-006142X0581Y0236R000S1 -327NET-(U36-+) D103 -3 A04X+045148Y-006516X0581Y0236R000S1 -327NET-(Q29-C) Q29 -1 A04X+068563Y-034739X0354Y0315R180S1 -327NET-(Q29-B) Q29 -2 A04X+068563Y-035487X0354Y0315R180S1 -327GND Q29 -3 A04X+067776Y-035113X0354Y0315R180S1 +327NET-(Q29-B) Q29 -1 A04X+067776Y-035487X0354Y0315R000S1 +327GND Q29 -2 A04X+067776Y-034739X0354Y0315R000S1 +327NET-(Q29-C) Q29 -3 A04X+068563Y-035113X0354Y0315R000S1 327NET-(Q7-G) R56 -1 A04X+052333Y-039469X0315Y0374R000S1 327GND R56 -2 A04X+052982Y-039469X0315Y0374R000S1 327GND D38 -1 A04X+075935Y-041122X0581Y0236R000S1 @@ -669,15 +687,10 @@ P arrayDim N 327VBAT Q3 -3 A04X+056324Y-007579X0354Y0315R180S1 327G8 R95 -1 A04X+073524Y-025797X0315Y0374R180S1 327NET-(Q22-B) R95 -2 A04X+072874Y-025797X0315Y0374R180S1 -327NET-(U36--) U36 -1 A04X+044478Y-007618X0522Y0236R180S1 -327GND U36 -2 A04X+044478Y-007992X0522Y0236R180S1 -327NET-(U36-+) U36 -3 A04X+044478Y-008366X0522Y0236R180S1 -327ISDAY U36 -4 A04X+043583Y-008366X0522Y0236R180S1 -3273_3V U36 -5 A04X+043583Y-007618X0522Y0236R180S1 327VBAT C14 -1 A04X+074125Y-021795X0463Y0571R180S1 327GND C14 -2 A04X+073308Y-021795X0463Y0571R180S1 -327NET-(Q1-G) R3 -1 A04X+076870Y-027264X0315Y0374R000S1 -327GND R3 -2 A04X+077520Y-027264X0315Y0374R000S1 +327NET-(Q1-G) R3 -1 A04X+075610Y-025640X0315Y0374R090S1 +327GND R3 -2 A04X+075610Y-026289X0315Y0374R090S1 327NET-(Q4-G) R18 -1 A04X+042766Y-039370X0315Y0374R180S1 327GND R18 -2 A04X+042116Y-039370X0315Y0374R180S1 327NET-(Q30-C) CTimer-1 A04X+074823Y-035094X0423Y0374R090S1 @@ -706,9 +719,9 @@ P arrayDim N 327GND C24 -2 A04X+061698Y-039370X0463Y0571R180S1 327VBAT R109 -1 A04X+069921Y-014951X0315Y0374R090S1 3275K_VBAT R109 -2 A04X+069921Y-015600X0315Y0374R090S1 -327NET-(Q28-C) Q28 -1 A04X+064670Y-034754X0354Y0315R180S1 -327NET-(Q28-B) Q28 -2 A04X+064670Y-035502X0354Y0315R180S1 -327GND Q28 -3 A04X+063883Y-035128X0354Y0315R180S1 +327NET-(Q28-B) Q28 -1 A04X+063883Y-035502X0354Y0315R000S1 +327GND Q28 -2 A04X+063883Y-034754X0354Y0315R000S1 +327NET-(Q28-C) Q28 -3 A04X+064670Y-035128X0354Y0315R000S1 327GND D75 -1 A04X+041339Y-038504X0581Y0236R270S1 3273_3V D75 -2 A04X+040591Y-038504X0581Y0236R270S1 327TANK_SENSOR D75 -3 A04X+040965Y-037766X0581Y0236R270S1 @@ -727,8 +740,6 @@ P arrayDim N 327GND R50 -2 A04X+045177Y-039528X0315Y0374R000S1 327NET-(U6-BAT) R30 -1 A04X+064449Y-012234X0315Y0374R090S1 327NET-(U6-FB) R30 -2 A04X+064449Y-012884X0315Y0374R090S1 -327NET-(U36--) R60 -1 A04X+045276Y-007549X0315Y0374R090S1 -327GND R60 -2 A04X+045276Y-008199X0315Y0374R090S1 327FAULT8 U7 -1 A04X+053364Y-018996X0787Y0236R090S1 327FAULT7 U7 -2 A04X+053864Y-018996X0787Y0236R090S1 327FAULT6 U7 -3 A04X+054364Y-018996X0787Y0236R090S1 @@ -747,8 +758,6 @@ P arrayDim N 3273_3V U7 -16 A04X+053364Y-020965X0787Y0236R090S1 327NET-(Q22-C) CTimer-1 A04X+074803Y-024769X0423Y0374R090S1 327S8 CTimer-2 A04X+074803Y-025448X0423Y0374R090S1 -327NET-(U35-BAT) R36 -1 A04X+076693Y-013612X0315Y0374R090S1 -327ATTERY1-PIN_1) R36 -2 A04X+076693Y-014262X0315Y0374R090S1 327NET-(Q13-G) Q13 -1 A04X+071969Y-040281X0354Y0315R090S1 327GND Q13 -2 A04X+072717Y-040281X0354Y0315R090S1 327-(PUMP8-PIN_1) Q13 -3 A04X+072343Y-041068X0354Y0315R090S1 @@ -761,9 +770,9 @@ P arrayDim N 327NET-(Q30-B) R118 -2 A04X+072904Y-036102X0315Y0374R180S1 327NET-(Q13-G) R108 -1 A04X+072018Y-039469X0315Y0374R000S1 327GND R108 -2 A04X+072667Y-039469X0315Y0374R000S1 -327NET-(Q27-C) Q27 -1 A04X+060719Y-034754X0354Y0315R180S1 -327NET-(Q27-B) Q27 -2 A04X+060719Y-035502X0354Y0315R180S1 -327GND Q27 -3 A04X+059931Y-035128X0354Y0315R180S1 +327NET-(Q27-B) Q27 -1 A04X+059931Y-035502X0354Y0315R000S1 +327GND Q27 -2 A04X+059931Y-034754X0354Y0315R000S1 +327NET-(Q27-C) Q27 -3 A04X+060719Y-035128X0354Y0315R000S1 327S_VIN C73 -1 A04X+066875Y-008780X0423Y0374R180S1 327NET-(U6-VG) C73 -2 A04X+066196Y-008780X0423Y0374R180S1 327GND D3 -1 A04X+042151Y-029114X0581Y0236R000S1 @@ -793,18 +802,21 @@ P arrayDim N 327S10 U13 -22 A04X+065528Y-032559X0807Y0236R090S1 327S9 U13 -23 A04X+065028Y-032559X0807Y0236R090S1 3273_3V U13 -24 A04X+064528Y-032559X0807Y0236R090S1 -327NET-(R14-PAD2) R15 -1 A04X+043356Y-018583X0315Y0374R180S1 -3273_3V R15 -2 A04X+042707Y-018583X0315Y0374R180S1 +327NET-(R14-PAD2) R15 -1 A04X+043411Y-018583X0315Y0374R180S1 +3273_3V R15 -2 A04X+042762Y-018583X0315Y0374R180S1 327GND D6 -1 A04X+044203Y-027224X0581Y0236R000S1 3273_3V D6 -2 A04X+044203Y-026476X0581Y0236R000S1 327CD1 D6 -3 A04X+044941Y-026850X0581Y0236R000S1 +327SENSORS_ON JP1 -1 A04X+074256Y-029941X0394Y0591R090S1 +327NET-(JP1-C) JP1 -2 A04X+074256Y-030453X0394Y0591R090S1 +3273_3V JP1 -3 A04X+074256Y-030965X0394Y0591R090S1 327NET-(Q9-G) Q9 -1 A04X+060256Y-040281X0354Y0315R090S1 327GND Q9 -2 A04X+061004Y-040281X0354Y0315R090S1 327-(PUMP5-PIN_1) Q9 -3 A04X+060630Y-041068X0354Y0315R090S1 327GND R46 -1 A04X+045728Y-022215X0315Y0374R180S1 327SERIALIN R46 -2 A04X+045079Y-022215X0315Y0374R180S1 327GND C18 -1 A04X+070965Y-029985X0423Y0374R090S1 -3273_3V C18 -2 A04X+070965Y-030664X0423Y0374R090S1 +327NET-(JP1-C) C18 -2 A04X+070965Y-030664X0423Y0374R090S1 327NET-(Q11-G) Q11 -1 A04X+068031Y-040281X0354Y0315R090S1 327GND Q11 -2 A04X+068780Y-040281X0354Y0315R090S1 327-(PUMP7-PIN_1) Q11 -3 A04X+068406Y-041068X0354Y0315R090S1 @@ -812,9 +824,9 @@ P arrayDim N 327NET-(Q8-G) R58 -2 A04X+055512Y-040256X0315Y0374R270S1 327NET-(Q26-C) CTimer-1 A04X+059035Y-035162X0423Y0374R090S1 327S12 CTimer-2 A04X+059035Y-035842X0423Y0374R090S1 -327NET-(Q16-C) Q16 -1 A04X+048912Y-024469X0354Y0315R180S1 -327NET-(Q16-B) Q16 -2 A04X+048912Y-025217X0354Y0315R180S1 -327GND Q16 -3 A04X+048125Y-024843X0354Y0315R180S1 +327NET-(Q16-B) Q16 -1 A04X+048125Y-025217X0354Y0315R000S1 +327GND Q16 -2 A04X+048125Y-024469X0354Y0315R000S1 +327NET-(Q16-C) Q16 -3 A04X+048912Y-024843X0354Y0315R000S1 327GND D25 -1 A04X+046186Y-040354X0581Y0236R090S1 327VBAT D25 -2 A04X+046934Y-040354X0581Y0236R090S1 327-(PUMP1-PIN_1) D25 -3 A04X+046560Y-041093X0581Y0236R090S1 @@ -822,16 +834,21 @@ P arrayDim N 327NET-(Q27-B) R113 -2 A04X+060472Y-036122X0315Y0374R000S1 327NET-(Q4-G) R8 -1 A04X+041850Y-035472X0315Y0374R180S1 327ENABLE_TANK R8 -2 A04X+041201Y-035472X0315Y0374R180S1 +327MS3 R47 -1 A04X+045008Y-031451X0315Y0374R090S1 +327GND R47 -2 A04X+045008Y-032100X0315Y0374R090S1 327G2 R83 -1 A04X+049921Y-025846X0315Y0374R180S1 327NET-(Q16-B) R83 -2 A04X+049272Y-025846X0315Y0374R180S1 327NET-(Q8-G) R59 -1 A04X+056270Y-039469X0315Y0374R000S1 327GND R59 -2 A04X+056919Y-039469X0315Y0374R000S1 -327PUMP_ENABLE R4 -1 A04X+077530Y-026614X0315Y0374R180S1 -327NET-(Q1-G) R4 -2 A04X+076880Y-026614X0315Y0374R180S1 +327PUMP_ENABLE R4 -1 A04X+075610Y-025049X0315Y0374R270S1 +327NET-(Q1-G) R4 -2 A04X+075610Y-024400X0315Y0374R270S1 327GND C1 -1 A04X+040669Y-018332X0423Y0374R270S1 327T-(BOOT1-PAD2) C1 -2 A04X+040669Y-017653X0423Y0374R270S1 327VBAT C7 -1 A04X+074227Y-039370X0463Y0571R180S1 327GND C7 -2 A04X+073410Y-039370X0463Y0571R180S1 +327GND D13 -1 A04X+075955Y-028957X0581Y0236R270S1 +3273_3V D13 -2 A04X+075207Y-028957X0581Y0236R270S1 +327SCL D13 -3 A04X+075581Y-028219X0581Y0236R270S1 327CD_PROBE U10 -1 A04X+056669Y-028898X0807Y0236R090S1 327CD1 U10 -2 A04X+057169Y-028898X0807Y0236R090S1 327CD2 U10 -3 A04X+057669Y-028898X0807Y0236R090S1 @@ -856,24 +873,18 @@ P arrayDim N 327CD10 U10 -22 A04X+057669Y-032559X0807Y0236R090S1 327CD9 U10 -23 A04X+057169Y-032559X0807Y0236R090S1 3273_3V U10 -24 A04X+056669Y-032559X0807Y0236R090S1 -3273_3V C81 -1 A04X+075079Y-006885X0423Y0374R270S1 -327GND C81 -2 A04X+075079Y-006206X0423Y0374R270S1 327GND R84 -1 A04X+048012Y-025846X0315Y0374R000S1 327NET-(Q16-B) R84 -2 A04X+048661Y-025846X0315Y0374R000S1 327OE R34 -1 A04X+044811Y-017077X0315Y0374R090S1 3273_3V R34 -2 A04X+044811Y-017726X0315Y0374R090S1 3273_3V R1 -1 A04X+042195Y-027638X0315Y0374R000S1 327TEMP R1 -2 A04X+042844Y-027638X0315Y0374R000S1 -327NET-(U37-IO8) R45 -1 A04X+050049Y-009882X0315Y0374R180S1 -327ISDAY R45 -2 A04X+049400Y-009882X0315Y0374R180S1 327GND R96 -1 A04X+071654Y-025797X0315Y0374R000S1 327NET-(Q22-B) R96 -2 A04X+072303Y-025797X0315Y0374R000S1 327/LIGHT+ C17 -1 A04X+074177Y-020221X0463Y0571R270S1 327GND C17 -2 A04X+074177Y-019405X0463Y0571R270S1 3273_3V C3 -1 A04X+041432Y-008346X0463Y0571R180S1 327GND C3 -2 A04X+040615Y-008346X0463Y0571R180S1 -327ISDAY R63 -1 A04X+048740Y-010226X0315Y0374R090S1 -327NET-(D11-A) R63 -2 A04X+048740Y-010876X0315Y0374R090S1 327NET-(D100-K) Q6 -1 A04X+063740Y-006061X0236Y0866R090S1 327NET-(D100-K) Q6 -1 A04X+063740Y-006561X0236Y0866R090S1 327NET-(D100-K) Q6 -1 A04X+063740Y-007061X0236Y0866R090S1 @@ -892,13 +903,11 @@ P arrayDim N 327NET-(Q14-G) Q14 -1 A04X+048445Y-040281X0354Y0315R090S1 327GND Q14 -2 A04X+049193Y-040281X0354Y0315R090S1 327-(PUMP2-PIN_1) Q14 -3 A04X+048819Y-041068X0354Y0315R090S1 -327NET-(Q24-C) Q24 -1 A04X+048903Y-034759X0354Y0315R180S1 -327NET-(Q24-B) Q24 -2 A04X+048903Y-035507X0354Y0315R180S1 -327GND Q24 -3 A04X+048115Y-035133X0354Y0315R180S1 +327NET-(Q24-B) Q24 -1 A04X+048115Y-035507X0354Y0315R000S1 +327GND Q24 -2 A04X+048115Y-034759X0354Y0315R000S1 +327NET-(Q24-C) Q24 -3 A04X+048903Y-035133X0354Y0315R000S1 327VBAT R2 -1 A04X+053307Y-016959X0315Y0374R090S1 327NET-(D78-A) R2 -2 A04X+053307Y-017608X0315Y0374R090S1 -327REG25 C80 -1 A04X+075906Y-006885X0423Y0374R270S1 -327GND C80 -2 A04X+075906Y-006206X0423Y0374R270S1 327NET-(U6-FB) R32 -1 A04X+065157Y-012234X0315Y0374R090S1 327GND R32 -2 A04X+065157Y-012884X0315Y0374R090S1 327NET-(Q_PWR1-G) R21 -1 A04X+074837Y-013337X0315Y0374R000S1 @@ -915,9 +924,9 @@ P arrayDim N 327S4 CTimer-2 A04X+059026Y-025458X0423Y0374R090S1 3271K_3_3 R53 -1 A04X+057756Y-022805X0315Y0374R270S1 3273_3V R53 -2 A04X+057756Y-022156X0315Y0374R270S1 -327NET-(Q2-G) Q2 -1 A04X+073316Y-013317X0354Y0315R000S1 -327GND Q2 -2 A04X+073316Y-012569X0354Y0315R000S1 -327NET-(Q2-D) Q2 -3 A04X+074103Y-012943X0354Y0315R000S1 +327NET-(Q2-G) Q2 -1 A04X+074661Y-010264X0354Y0315R090S1 +327GND Q2 -2 A04X+075409Y-010264X0354Y0315R090S1 +327NET-(Q2-D) Q2 -3 A04X+075035Y-011051X0354Y0315R090S1 327GND D77 -1 A04X+074956Y-022323X0581Y0236R000S1 327VBAT D77 -2 A04X+074956Y-021575X0581Y0236R000S1 327NET-(D78-K) D77 -3 A04X+075694Y-021949X0581Y0236R000S1 @@ -925,8 +934,8 @@ P arrayDim N 327NET-(Q17-B) R86 -2 A04X+052598Y-025827X0315Y0374R000S1 327PUMP8 R107 -1 A04X+071260Y-040876X0315Y0374R270S1 327NET-(Q13-G) R107 -2 A04X+071260Y-040226X0315Y0374R270S1 -327S_VIN C77 -1 A04X+071850Y-005989X0522Y0709R090S1 -327GND C77 -2 A04X+071850Y-007219X0522Y0709R090S1 +327S_VIN C77 -1 A04X+069409Y-006436X0522Y0709R090S1 +327GND C77 -2 A04X+069409Y-007666X0522Y0709R090S1 327G3 R85 -1 A04X+053839Y-025827X0315Y0374R180S1 327NET-(Q17-B) R85 -2 A04X+053189Y-025827X0315Y0374R180S1 327GND D28 -1 A04X+061732Y-040305X0581Y0236R090S1 @@ -955,22 +964,15 @@ P arrayDim N 327ET-(SIGNAL1-K) R41 -2 A04X+052677Y-022598X0315Y0374R180S1 327GND R98 -1 A04X+058465Y-016683X0315Y0374R090S1 327T-(P_FAULT1-K) R98 -2 A04X+058465Y-017333X0315Y0374R090S1 -327NET-(Q23-C) Q23 -1 A04X+044985Y-034764X0354Y0315R180S1 -327NET-(Q23-B) Q23 -2 A04X+044985Y-035512X0354Y0315R180S1 -327GND Q23 -3 A04X+044198Y-035138X0354Y0315R180S1 -327NET-(U35-SRP) C83 -1 A04X+075512Y-010300X0423Y0374R090S1 -327GND C83 -2 A04X+075512Y-010979X0423Y0374R090S1 -327GND C4 -1 A04X+041314Y-018386X0463Y0571R000S1 -327BOOT_SEL C4 -2 A04X+042131Y-018386X0463Y0571R000S1 +327NET-(Q23-B) Q23 -1 A04X+044198Y-035512X0354Y0315R000S1 +327GND Q23 -2 A04X+044198Y-034764X0354Y0315R000S1 +327NET-(Q23-C) Q23 -3 A04X+044985Y-035138X0354Y0315R000S1 327GND D49 -1 A04X+067795Y-037500X0581Y0236R000S1 3273_3V D49 -2 A04X+067795Y-036752X0581Y0236R000S1 327CD15 D49 -3 A04X+068533Y-037126X0581Y0236R000S1 -327BAT_LED Q12 -1 A04X+072441Y-009286X0354Y0315R270S1 -327GND Q12 -2 A04X+071693Y-009286X0354Y0315R270S1 -327NET-(D76-K) Q12 -3 A04X+072067Y-008499X0354Y0315R270S1 327GND R99 -1 A04X+044085Y-036142X0315Y0374R000S1 327NET-(Q23-B) R99 -2 A04X+044734Y-036142X0315Y0374R000S1 -327GND U14 -1 A04X+048843Y-028898X0807Y0236R090S1 +3273_3V U14 -1 A04X+048843Y-028898X0807Y0236R090S1 327G1 U14 -2 A04X+049343Y-028898X0807Y0236R090S1 327G2 U14 -3 A04X+049843Y-028898X0807Y0236R090S1 327G3 U14 -4 A04X+050343Y-028898X0807Y0236R090S1 @@ -1013,22 +1015,22 @@ P arrayDim N 327GND D31 -1 A04X+044222Y-037539X0581Y0236R000S1 3273_3V D31 -2 A04X+044222Y-036791X0581Y0236R000S1 327CD9 D31 -3 A04X+044961Y-037165X0581Y0236R000S1 -327NET-(Q22-C) Q22 -1 A04X+072544Y-024409X0354Y0315R180S1 -327NET-(Q22-B) Q22 -2 A04X+072544Y-025157X0354Y0315R180S1 -327GND Q22 -3 A04X+071757Y-024783X0354Y0315R180S1 +327NET-(Q22-B) Q22 -1 A04X+071757Y-025157X0354Y0315R000S1 +327GND Q22 -2 A04X+071757Y-024409X0354Y0315R000S1 +327NET-(Q22-C) Q22 -3 A04X+072544Y-024783X0354Y0315R000S1 327GND D21 -1 A04X+063883Y-027185X0581Y0236R000S1 3273_3V D21 -2 A04X+063883Y-026437X0581Y0236R000S1 327CD6 D21 -3 A04X+064621Y-026811X0581Y0236R000S1 327GND D20 -1 A04X+066088Y-027185X0581Y0236R000S1 3273_3V D20 -2 A04X+066088Y-026437X0581Y0236R000S1 327S6 D20 -3 A04X+066826Y-026811X0581Y0236R000S1 -327NET-(Q21-C) Q21 -1 A04X+068578Y-024419X0354Y0315R180S1 -327NET-(Q21-B) Q21 -2 A04X+068578Y-025167X0354Y0315R180S1 -327GND Q21 -3 A04X+067790Y-024793X0354Y0315R180S1 -327S_VIN R31 -1 A04X+068740Y-008455X0315Y0374R090S1 -327NET-(U6-MPPT) R31 -2 A04X+068740Y-009104X0315Y0374R090S1 -327TANK_SENSOR R29 -1 A04X+041235Y-037008X0404Y0551R180S1 -3273_3V R29 -2 A04X+040517Y-037008X0404Y0551R180S1 +327NET-(Q21-B) Q21 -1 A04X+067790Y-025167X0354Y0315R000S1 +327GND Q21 -2 A04X+067790Y-024419X0354Y0315R000S1 +327NET-(Q21-C) Q21 -3 A04X+068578Y-024793X0354Y0315R000S1 +327S_VIN R31 -1 A04X+068921Y-009299X0315Y0374R090S1 +327NET-(U6-MPPT) R31 -2 A04X+068921Y-009949X0315Y0374R090S1 +327TANK_SENSOR R29 -1 A04X+041235Y-036965X0404Y0551R180S1 +3273_3V R29 -2 A04X+040517Y-036965X0404Y0551R180S1 327PUMP3 R55 -1 A04X+051575Y-040876X0315Y0374R270S1 327NET-(Q7-G) R55 -2 A04X+051575Y-040226X0315Y0374R270S1 327GND D43 -1 A04X+056024Y-037500X0581Y0236R000S1 @@ -1038,8 +1040,6 @@ P arrayDim N 327NET-(Q21-B) R93 -2 A04X+068898Y-025797X0315Y0374R180S1 327NET-(Q23-C) CTimer-1 A04X+047244Y-035133X0423Y0374R090S1 327S9 CTimer-2 A04X+047244Y-035812X0423Y0374R090S1 -327NET-(U35-SRN) C85 -1 A04X+076220Y-009936X0423Y0374R090S1 -327NET-(U35-SRP) C85 -2 A04X+076220Y-010615X0423Y0374R090S1 327/LIGHT+ R23 -1 A04X+073124Y-016270X0315Y0374R180S1 327NET-(U5-FB) R23 -2 A04X+072474Y-016270X0315Y0374R180S1 327NET-(Q1-G) Q1 -1 A04X+074926Y-023760X0354Y0315R000S1 @@ -1061,12 +1061,8 @@ P arrayDim N 327CD14 D47 -3 A04X+064641Y-037126X0581Y0236R000S1 327NET-(Q16-C) CTimer-1 A04X+051152Y-024798X0423Y0374R090S1 327S2 CTimer-2 A04X+051152Y-025477X0423Y0374R090S1 -327NET-(U35-SRN) C84 -1 A04X+076220Y-009080X0423Y0374R270S1 -327GND C84 -2 A04X+076220Y-008401X0423Y0374R270S1 327G1 R6 -1 A04X+045984Y-025846X0315Y0374R180S1 327NET-(Q15-B) R6 -2 A04X+045335Y-025846X0315Y0374R180S1 -327BAT_LED R66 -1 A04X+071821Y-010000X0315Y0374R180S1 -327GND R66 -2 A04X+071171Y-010000X0315Y0374R180S1 327G11 R102 -1 A04X+053868Y-036122X0315Y0374R180S1 327NET-(Q25-B) R102 -2 A04X+053219Y-036122X0315Y0374R180S1 327NET-(U5-FB) R24 -1 A04X+072504Y-014823X0315Y0374R270S1 @@ -1084,14 +1080,14 @@ P arrayDim N 327(U37-IO4-PAD4) U37 -4 A04X+042134Y-009293X0591Y0354R090S1 327TANK_SENSOR U37 -5 A04X+042634Y-009293X0591Y0354R090S1 327WARN_LED U37 -6 A04X+043134Y-009293X0591Y0354R090S1 -327(U37-IO7-PAD7) U37 -7 A04X+043634Y-009293X0591Y0354R090S1 +327ISDAY U37 -7 A04X+043634Y-009293X0591Y0354R090S1 327(U37-IO0-PAD8) U37 -8 A04X+044134Y-009293X0591Y0354R090S1 327(U37-IO1-PAD9) U37 -9 A04X+044634Y-009293X0591Y0354R090S1 -327NET-(U37-IO8) U37 -10 A04X+045134Y-009293X0591Y0354R090S1 +327U37-IO8-PAD10) U37 -10 A04X+045134Y-009293X0591Y0354R090S1 327LED_ENABLE U37 -11 A04X+045634Y-009293X0591Y0354R090S1 327ENABLE_TANK U37 -12 A04X+046134Y-009293X0591Y0354R090S1 -32737-IO12-PAD13) U37 -13 A04X+046634Y-009293X0591Y0354R090S1 -32737-IO13-PAD14) U37 -14 A04X+047134Y-009293X0591Y0354R090S1 +327USB_D- U37 -13 A04X+046634Y-009293X0591Y0354R090S1 +327USB_D+ U37 -14 A04X+047134Y-009293X0591Y0354R090S1 327BOOT_SEL U37 -15 A04X+047134Y-016183X0591Y0354R090S1 327TEMP U37 -16 A04X+046634Y-016183X0591Y0354R090S1 327SCL U37 -17 A04X+046134Y-016183X0591Y0354R090S1 @@ -1115,18 +1111,18 @@ P arrayDim N 327GND U37 -29_7 A04X+043378Y-011654X0315Y0315R090S1 327GND U37 -29_8 A04X+043378Y-012146X0315Y0315R090S1 327GND U37 -29_9 A04X+043378Y-012638X0315Y0315R090S1 -317N/C U37 -30_1 D0098PA00X+042394Y-011900X0138Y0000R090S3 -317N/C U37 -30_2 D0098PA00X+042394Y-012392X0138Y0000R090S3 -317N/C U37 -30_3 D0098PA00X+042640Y-011654X0138Y0000R090S3 -317N/C U37 -30_4 D0098PA00X+042640Y-012146X0138Y0000R090S3 -317N/C U37 -30_5 D0098PA00X+042640Y-012638X0138Y0000R090S3 -317N/C U37 -30_6 D0098PA00X+042886Y-011900X0138Y0000R090S3 -317N/C U37 -30_7 D0098PA00X+042886Y-012392X0138Y0000R090S3 -317N/C U37 -30_8 D0098PA00X+043132Y-011654X0138Y0000R090S3 -317N/C U37 -30_9 D0098PA00X+043132Y-012146X0138Y0000R090S3 -317N/C U37 -30_1 D0098PA00X+043132Y-012638X0138Y0000R090S3 -317N/C U37 -30_1 D0098PA00X+043378Y-011900X0138Y0000R090S3 -317N/C U37 -30_1 D0098PA00X+043378Y-012392X0138Y0000R090S3 +317GND U37 -30_1 D0098PA00X+042394Y-011900X0138Y0000R090S3 +317GND U37 -30_2 D0098PA00X+042394Y-012392X0138Y0000R090S3 +317GND U37 -30_3 D0098PA00X+042640Y-011654X0138Y0000R090S3 +317GND U37 -30_4 D0098PA00X+042640Y-012146X0138Y0000R090S3 +317GND U37 -30_5 D0098PA00X+042640Y-012638X0138Y0000R090S3 +317GND U37 -30_6 D0098PA00X+042886Y-011900X0138Y0000R090S3 +317GND U37 -30_7 D0098PA00X+042886Y-012392X0138Y0000R090S3 +317GND U37 -30_8 D0098PA00X+043132Y-011654X0138Y0000R090S3 +317GND U37 -30_9 D0098PA00X+043132Y-012146X0138Y0000R090S3 +317GND U37 -30_1 D0098PA00X+043132Y-012638X0138Y0000R090S3 +317GND U37 -30_1 D0098PA00X+043378Y-011900X0138Y0000R090S3 +317GND U37 -30_1 D0098PA00X+043378Y-012392X0138Y0000R090S3 327GND D45 -1 A04X+059961Y-037500X0581Y0236R000S1 3273_3V D45 -2 A04X+059961Y-036752X0581Y0236R000S1 327CD13 D45 -3 A04X+060699Y-037126X0581Y0236R000S1 @@ -1136,13 +1132,16 @@ P arrayDim N 327S5 CTimer-2 A04X+062963Y-025458X0423Y0374R090S1 327GND R105 -1 A04X+055886Y-036122X0315Y0374R000S1 327NET-(Q26-B) R105 -2 A04X+056535Y-036122X0315Y0374R000S1 -327S_VIN R26 -1 A04X+046624Y-006142X0315Y0374R180S1 -327NET-(C88-PAD1) R26 -2 A04X+045974Y-006142X0315Y0374R180S1 +327S_VIN R26 -1 A04X+049882Y-007559X0315Y0374R090S1 +327NET-(D11-A) R26 -2 A04X+049882Y-008209X0315Y0374R090S1 327GND D46 -1 A04X+066073Y-037500X0581Y0236R000S1 3273_3V D46 -2 A04X+066073Y-036752X0581Y0236R000S1 327S14 D46 -3 A04X+066811Y-037126X0581Y0236R000S1 327GND R103 -1 A04X+051959Y-036122X0315Y0374R000S1 327NET-(Q25-B) R103 -2 A04X+052608Y-036122X0315Y0374R000S1 +327GND D52 -1 A04X+077077Y-026152X0581Y0236R270S1 +3273_3V D52 -2 A04X+076329Y-026152X0581Y0236R270S1 +327SDA D52 -3 A04X+076703Y-025413X0581Y0236R270S1 327GND R48 -1 A04X+042628Y-020315X0315Y0374R000S1 327LATCH R48 -2 A04X+043278Y-020315X0315Y0374R000S1 327/LIGHT_IN C13 -1 A04X+074177Y-017131X0522Y0709R090S1 @@ -1156,23 +1155,9 @@ P arrayDim N 327-(PUMP7-PIN_1) D32 -3 A04X+069882Y-041043X0581Y0236R090S1 327G6 R91 -1 A04X+065620Y-025797X0315Y0374R180S1 327NET-(Q20-B) R91 -2 A04X+064970Y-025797X0315Y0374R180S1 -327NET-(Q26-C) Q26 -1 A04X+056777Y-034744X0354Y0315R180S1 -327NET-(Q26-B) Q26 -2 A04X+056777Y-035492X0354Y0315R180S1 -327GND Q26 -3 A04X+055989Y-035118X0354Y0315R180S1 -327BAT_ALERT U35 -1 A04X+073248Y-007807X0618Y0161R090S1 -3273_3V U35 -2 A04X+073504Y-007807X0618Y0161R090S1 -327BAT_LED U35 -3 A04X+073760Y-007807X0618Y0161R090S1 -327NET-(U35-BAT) U35 -4 A04X+074016Y-007807X0618Y0161R090S1 -3273_3V U35 -5 A04X+074272Y-007807X0618Y0161R090S1 -3273_3V U35 -6 A04X+074528Y-007807X0618Y0161R090S1 -327REG25 U35 -7 A04X+074783Y-007807X0618Y0161R090S1 -327GND U35 -8 A04X+074783Y-010067X0618Y0161R090S1 -327NET-(U35-SRP) U35 -9 A04X+074528Y-010067X0618Y0161R090S1 -327NET-(U35-SRN) U35 -10 A04X+074272Y-010067X0618Y0161R090S1 -327LASH}TS-PAD11) U35 -11 A04X+074016Y-010067X0618Y0161R090S1 -327ASH}HDQ-PAD12) U35 -12 A04X+073760Y-010067X0618Y0161R090S1 -327SCL U35 -13 A04X+073504Y-010067X0618Y0161R090S1 -327SDA U35 -14 A04X+073248Y-010067X0618Y0161R090S1 +327NET-(Q26-B) Q26 -1 A04X+055989Y-035492X0354Y0315R000S1 +327GND Q26 -2 A04X+055989Y-034744X0354Y0315R000S1 +327NET-(Q26-C) Q26 -3 A04X+056777Y-035118X0354Y0315R000S1 327NET-(Q27-C) CTimer-1 A04X+062982Y-035143X0423Y0374R090S1 327S13 CTimer-2 A04X+062982Y-035822X0423Y0374R090S1 327VBAT C22 -1 A04X+054542Y-039370X0463Y0571R180S1 @@ -1193,12 +1178,12 @@ P arrayDim N 327NET-(Q30-B) R119 -2 A04X+072333Y-036102X0315Y0374R000S1 327PUMP7 R67 -1 A04X+067323Y-040876X0315Y0374R270S1 327NET-(Q11-G) R67 -2 A04X+067323Y-040226X0315Y0374R270S1 -327GND R27 -1 A04X+068740Y-010364X0315Y0374R270S1 -327NET-(U6-MPPT) R27 -2 A04X+068740Y-009715X0315Y0374R270S1 +327GND R27 -1 A04X+068921Y-011209X0315Y0374R270S1 +327NET-(U6-MPPT) R27 -2 A04X+068921Y-010559X0315Y0374R270S1 327NET-(U5-BST) C16 -1 A04X+071717Y-018391X0423Y0374R090S1 327/LIGHT_COOL C16 -2 A04X+071717Y-019070X0423Y0374R090S1 -327VBAT R35 -1 A04X+077402Y-014252X0315Y0374R270S1 -327NET-(U35-BAT) R35 -2 A04X+077402Y-013602X0315Y0374R270S1 +327NET-(D11-A) R35 -1 A04X+048976Y-008228X0315Y0374R270S1 +327ISDAY R35 -2 A04X+048976Y-007579X0315Y0374R270S1 327NET-(Q_PWR1-G) Q_PWR1-1 A04X+074787Y-014050X0354Y0315R090S1 327VBAT Q_PWR1-2 A04X+075535Y-014050X0354Y0315R090S1 327NET-(Q_PWR1-D) Q_PWR1-3 A04X+075161Y-014838X0354Y0315R090S1 @@ -1229,8 +1214,6 @@ P arrayDim N 327/LIGHT_IN R5 -2 A04X+075161Y-017087X0315Y0374R090S1 327NET-(D100-K) L3 -1 A04X+061102Y-009272X1142Y2126R090S1 327NET-(L3-PAD2) L3 -2 A04X+061102Y-013169X1142Y2126R090S1 -327NET-(D76-A) R42 -1 A04X+053937Y-010620X0315Y0374R090S1 -3273_3V R42 -2 A04X+053937Y-011270X0315Y0374R090S1 327BOOT_SEL R13 -1 A04X+042047Y-017520X0315Y0374R180S1 327T-(BOOT1-PAD2) R13 -2 A04X+041398Y-017520X0315Y0374R180S1 327NET-(D100-K) D100 -1 A04X+062185Y-006811X0630Y0748R180S1 @@ -1242,33 +1225,29 @@ P arrayDim N 327GND C75 -2 A04X+058189Y-006698X0522Y0709R270S1 327G15 R116 -1 A04X+069528Y-036122X0315Y0374R180S1 327NET-(Q29-B) R116 -2 A04X+068878Y-036122X0315Y0374R180S1 -327NET-(Q30-C) Q30 -1 A04X+072584Y-034705X0354Y0315R180S1 -327NET-(Q30-B) Q30 -2 A04X+072584Y-035453X0354Y0315R180S1 -327GND Q30 -3 A04X+071796Y-035079X0354Y0315R180S1 +327NET-(Q30-B) Q30 -1 A04X+071796Y-035453X0354Y0315R000S1 +327GND Q30 -2 A04X+071796Y-034705X0354Y0315R000S1 +327NET-(Q30-C) Q30 -3 A04X+072584Y-035079X0354Y0315R000S1 327GND D26 -1 A04X+073996Y-027165X0581Y0236R000S1 3273_3V D26 -2 A04X+073996Y-026417X0581Y0236R000S1 327S8 D26 -3 A04X+074734Y-026791X0581Y0236R000S1 327G4 R87 -1 A04X+057756Y-025807X0315Y0374R180S1 327NET-(Q18-B) R87 -2 A04X+057106Y-025807X0315Y0374R180S1 -327NET-(U35-SRP) R43 -1 A04X+076969Y-010974X0315Y0374R090S1 -327NET-(R38-PAD3) R43 -2 A04X+076969Y-011624X0315Y0374R090S1 +327MS1 R69 -1 A04X+046287Y-031459X0315Y0374R090S1 +327GND R69 -2 A04X+046287Y-032108X0315Y0374R090S1 327GND D44 -1 A04X+062136Y-037510X0581Y0236R000S1 3273_3V D44 -2 A04X+062136Y-036762X0581Y0236R000S1 327S13 D44 -3 A04X+062874Y-037136X0581Y0236R000S1 -327NET-(U35-SRN) R44 -1 A04X+076929Y-009577X0315Y0374R270S1 -327NET-(R38-PAD2) R44 -2 A04X+076929Y-008927X0315Y0374R270S1 -327NET-(C88-PAD1) C88 -1 A04X+045950Y-006850X0423Y0374R000S1 -327GND C88 -2 A04X+046629Y-006850X0423Y0374R000S1 +327NET-(D11-A) C88 -1 A04X+048996Y-008873X0423Y0374R090S1 +327GND C88 -2 A04X+048996Y-009552X0423Y0374R090S1 327NET-(U22-BST) C28 -1 A04X+051959Y-011791X0423Y0374R180S1 327/3_3V_COOL C28 -2 A04X+051280Y-011791X0423Y0374R180S1 327NET-(Q25-C) CTimer-1 A04X+055098Y-035133X0423Y0374R090S1 327S11 CTimer-2 A04X+055098Y-035812X0423Y0374R090S1 -327GND C5 -1 A04X+047638Y-006196X0423Y0374R090S1 -327NET-(C5-PAD2) C5 -2 A04X+047638Y-006875X0423Y0374R090S1 +327GND C5 -1 A04X+048169Y-006078X0423Y0374R090S1 +327NET-(C5-PAD2) C5 -2 A04X+048169Y-006757X0423Y0374R090S1 327G12 R104 -1 A04X+057815Y-036122X0315Y0374R180S1 327NET-(Q26-B) R104 -2 A04X+057165Y-036122X0315Y0374R180S1 -327NET-(D13-A) R39 -1 A04X+052756Y-010620X0315Y0374R090S1 -3273_3V R39 -2 A04X+052756Y-011270X0315Y0374R090S1 327G10 R100 -1 A04X+049931Y-036142X0315Y0374R180S1 327NET-(Q24-B) R100 -2 A04X+049281Y-036142X0315Y0374R180S1 327GND R40 -1 A04X+053317Y-023425X0315Y0374R180S1 @@ -1280,10 +1259,10 @@ P arrayDim N 327NET-(U2-CV) U2 -5 A04X+073083Y-031467X0689Y0236R090S1 327SIGNAL U2 -6 A04X+072583Y-031467X0689Y0236R090S1 327-(U2-DIS-PAD7) U2 -7 A04X+072083Y-031467X0689Y0236R090S1 -3273_3V U2 -8 A04X+071583Y-031467X0689Y0236R090S1 -327NET-(Q19-C) Q19 -1 A04X+060709Y-024429X0354Y0315R180S1 -327NET-(Q19-B) Q19 -2 A04X+060709Y-025177X0354Y0315R180S1 -327GND Q19 -3 A04X+059921Y-024803X0354Y0315R180S1 +327NET-(JP1-C) U2 -8 A04X+071583Y-031467X0689Y0236R090S1 +327NET-(Q19-B) Q19 -1 A04X+059921Y-025177X0354Y0315R000S1 +327GND Q19 -2 A04X+059921Y-024429X0354Y0315R000S1 +327NET-(Q19-C) Q19 -3 A04X+060709Y-024803X0354Y0315R000S1 327NET-(C19-PAD1) C20 -1 A04X+065795Y-012897X0423Y0374R270S1 327GND C20 -2 A04X+065795Y-012218X0423Y0374R270S1 327GND D37 -1 A04X+075935Y-039646X0581Y0236R000S1 @@ -1297,14 +1276,18 @@ P arrayDim N 327S10 D34 -3 A04X+051063Y-037146X0581Y0236R000S1 327EN R16 -1 A04X+042795Y-008356X0315Y0374R270S1 3273_3V R16 -2 A04X+042795Y-007707X0315Y0374R270S1 -327S_VIN D4 -1 A04X+049291Y-007146X0630Y0748R090S1 -327NET-(D10-A) D4 -2 A04X+049291Y-008839X0630Y0748R090S1 +327S_VIN D4 -1 A04X+073396Y-007766X0630Y0748R270S1 +327NET-(D4-A) D4 -2 A04X+073396Y-006073X0630Y0748R270S1 3273_3V U22 -1 A04X+053051Y-012500X0522Y0236R180S1 327/3_3IN U22 -2 A04X+053051Y-012874X0522Y0236R180S1 327/3_3IN U22 -3 A04X+053051Y-013248X0522Y0236R180S1 327GND U22 -4 A04X+052156Y-013248X0522Y0236R180S1 327/3_3V_COOL U22 -5 A04X+052156Y-012874X0522Y0236R180S1 327NET-(U22-BST) U22 -6 A04X+052156Y-012500X0522Y0236R180S1 +327MS0 R70 -1 A04X+046921Y-031463X0315Y0374R090S1 +327GND R70 -2 A04X+046921Y-032112X0315Y0374R090S1 +327MS4 R37 -1 A04X+044378Y-031453X0315Y0374R090S1 +3273_3V R37 -2 A04X+044378Y-032102X0315Y0374R090S1 327/LIGHT+ C71 -1 A04X+075260Y-020221X0463Y0571R270S1 327GND C71 -2 A04X+075260Y-019405X0463Y0571R270S1 327GND D12 -1 A04X+048150Y-027224X0581Y0236R000S1 @@ -1312,28 +1295,30 @@ P arrayDim N 327CD2 D12 -3 A04X+048888Y-026850X0581Y0236R000S1 327VBAT C21 -1 A04X+046993Y-039449X0463Y0571R180S1 327GND C21 -2 A04X+046176Y-039449X0463Y0571R180S1 +327MS2 R52 -1 A04X+045650Y-031459X0315Y0374R090S1 +327GND R52 -2 A04X+045650Y-032108X0315Y0374R090S1 327GND R9 -1 A04X+050886Y-017402X0315Y0374R180S1 327NET-(D10-K) R9 -2 A04X+050236Y-017402X0315Y0374R180S1 327GND D19 -1 A04X+059941Y-027205X0581Y0236R000S1 3273_3V D19 -2 A04X+059941Y-026457X0581Y0236R000S1 327CD5 D19 -3 A04X+060679Y-026831X0581Y0236R000S1 -327NET-(Q17-C) Q17 -1 A04X+052830Y-024449X0354Y0315R180S1 -327NET-(Q17-B) Q17 -2 A04X+052830Y-025197X0354Y0315R180S1 -327GND Q17 -3 A04X+052042Y-024823X0354Y0315R180S1 +327NET-(Q17-B) Q17 -1 A04X+052042Y-025197X0354Y0315R000S1 +327GND Q17 -2 A04X+052042Y-024449X0354Y0315R000S1 +327NET-(Q17-C) Q17 -3 A04X+052830Y-024823X0354Y0315R000S1 327GND D48 -1 A04X+069970Y-037500X0581Y0236R000S1 3273_3V D48 -2 A04X+069970Y-036752X0581Y0236R000S1 327S15 D48 -3 A04X+070709Y-037126X0581Y0236R000S1 -327NET-(C88-PAD1) R54 -1 A04X+045984Y-007549X0315Y0374R090S1 -327GND R54 -2 A04X+045984Y-008199X0315Y0374R090S1 +327NET-(D11-A) R54 -1 A04X+049892Y-008917X0315Y0374R090S1 +327GND R54 -2 A04X+049892Y-009567X0315Y0374R090S1 327NET-(Q14-G) R111 -1 A04X+048494Y-039469X0315Y0374R000S1 327GND R111 -2 A04X+049144Y-039469X0315Y0374R000S1 327NET-(Q2-G) R19 -1 A04X+071024Y-012608X0315Y0374R270S1 327GND R19 -2 A04X+071024Y-011959X0315Y0374R270S1 3273_3V C30 -1 A04X+050325Y-014154X0463Y0571R000S1 327GND C30 -2 A04X+051142Y-014154X0463Y0571R000S1 -327NET-(Q25-C) Q25 -1 A04X+052849Y-034724X0354Y0315R180S1 -327NET-(Q25-B) Q25 -2 A04X+052849Y-035472X0354Y0315R180S1 -327GND Q25 -3 A04X+052062Y-035098X0354Y0315R180S1 +327NET-(Q25-B) Q25 -1 A04X+052062Y-035472X0354Y0315R000S1 +327GND Q25 -2 A04X+052062Y-034724X0354Y0315R000S1 +327NET-(Q25-C) Q25 -3 A04X+052849Y-035098X0354Y0315R000S1 327GND R115 -1 A04X+063770Y-036132X0315Y0374R000S1 327NET-(Q28-B) R115 -2 A04X+064419Y-036132X0315Y0374R000S1 327GND D15 -1 A04X+052067Y-027205X0581Y0236R000S1

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