diff --git a/250407_-cache.lib b/250407_-cache.lib new file mode 100644 index 0000000..afbb91e --- /dev/null +++ b/250407_-cache.lib @@ -0,0 +1,1702 @@ +EESchema-LIBRARY Version 2.4 +#encoding utf-8 +# +# 250407_-rescue_JUMPER_WIRE-KU-schematics-library +# +DEF 250407_-rescue_JUMPER_WIRE-KU-schematics-library E 0 40 Y Y 1 F N +F0 "E" 0 0 39 H I C CNN +F1 "250407_-rescue_JUMPER_WIRE-KU-schematics-library" 0 -50 39 H I C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +C 0 0 15 0 1 0 N +C -150 0 15 1 1 0 N +T 0 -75 31 31 0 0 0 PAL Normal 0 C C +P 2 0 0 0 -135 0 -15 0 N +X ~ 1 -150 0 0 L 50 49 1 1 I N +X ~ 2 0 0 0 L 50 49 1 1 I N +ENDDRAW +ENDDEF +# +# 250407_-rescue_JUMPER_WIRE_DASHED-KU-schematics-library +# +DEF 250407_-rescue_JUMPER_WIRE_DASHED-KU-schematics-library E 0 40 Y Y 1 F N +F0 "E" 0 0 39 H I C CNN +F1 "250407_-rescue_JUMPER_WIRE_DASHED-KU-schematics-library" 0 -50 39 H I C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +C 0 0 15 0 1 0 N +C -150 0 15 1 1 0 N +T 0 -75 30 31 0 0 0 NTSC Normal 0 C C +P 2 0 0 0 -120 0 -135 0 N +P 2 0 0 0 -70 0 -95 0 N +P 2 0 0 0 -15 0 -45 0 N +X ~ 1 -150 0 0 L 50 49 1 1 I N +X ~ 2 0 0 0 L 50 49 1 1 I N +ENDDRAW +ENDDEF +# +# 250407_-rescue_POWER_SWITCH-KU-schematics-library +# +DEF 250407_-rescue_POWER_SWITCH-KU-schematics-library SW 0 40 Y Y 1 F N +F0 "SW" 230 49 50 H V C CNN +F1 "250407_-rescue_POWER_SWITCH-KU-schematics-library" -50 -150 50 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +C 0 35 10 0 1 0 N +C 500 35 10 0 1 0 N +T 0 200 175 50 0 0 0 shield Normal 0 C C +P 2 0 1 0 -5 45 -90 215 N +P 2 0 1 0 0 100 50 100 N +P 2 0 1 0 100 100 150 100 N +P 2 0 1 0 200 100 250 100 N +P 2 0 1 0 300 100 350 100 N +P 2 0 1 0 400 100 450 100 N +P 2 0 1 0 495 45 410 215 N +P 2 0 1 0 500 0 500 25 N +P 2 0 1 25 500 200 500 200 N +P 2 0 1 0 500 250 500 200 N +P 3 0 1 0 0 0 0 25 0 20 N +P 2 1 1 25 -100 200 -100 200 N +P 2 1 1 0 -100 250 -100 200 N +P 2 1 1 25 0 200 0 200 N +P 2 1 1 0 0 250 0 200 N +P 2 1 1 25 400 200 400 200 N +P 2 1 1 0 400 250 400 200 N +X ~ 1 0 0 0 D 25 50 1 1 I +X ~ 2 0 250 0 D 25 50 1 1 I +X ~ 3 -100 250 0 D 25 50 1 1 I +X ~ 4 500 0 0 D 25 50 1 1 I +X ~ 5 500 250 0 D 25 50 1 1 I +X ~ 6 400 250 0 D 25 50 1 1 I +X pe ~ 200 250 50 D 50 0 1 1 P +ENDDRAW +ENDDEF +# +# Connector_Generic_Conn_01x03 +# +DEF Connector_Generic_Conn_01x03 J 0 40 Y N 1 F N +F0 "J" 0 200 50 H V C CNN +F1 "Connector_Generic_Conn_01x03" 0 -200 50 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +$FPLIST + Connector*:*_1x??_* +$ENDFPLIST +DRAW +S -50 -95 0 -105 1 1 6 N +S -50 5 0 -5 1 1 6 N +S -50 105 0 95 1 1 6 N +S -50 150 50 -150 1 1 10 f +X Pin_1 1 -200 100 150 R 50 50 1 1 P +X Pin_2 2 -200 0 150 R 50 50 1 1 P +X Pin_3 3 -200 -100 150 R 50 50 1 1 P +ENDDRAW +ENDDEF +# +# Device_CP_Small +# +DEF Device_CP_Small C 0 10 N N 1 F N +F0 "C" 10 70 50 H V L CNN +F1 "Device_CP_Small" 10 -80 50 H V L CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +$FPLIST + CP_* +$ENDFPLIST +DRAW +S -60 -12 60 -27 0 1 0 F +S -60 27 60 12 0 1 0 N +P 2 0 1 0 -50 60 -30 60 N +P 2 0 1 0 -40 50 -40 70 N +X ~ 1 0 100 73 D 50 50 1 1 P +X ~ 2 0 -100 73 U 50 50 1 1 P +ENDDRAW +ENDDEF +# +# Device_C_Small +# +DEF Device_C_Small C 0 10 N N 1 F N +F0 "C" 10 70 50 H V L CNN +F1 "Device_C_Small" 10 -80 50 H V L CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +$FPLIST + C_* +$ENDFPLIST +DRAW +P 2 0 1 13 -60 -20 60 -20 N +P 2 0 1 12 -60 20 60 20 N +X ~ 1 0 100 80 D 50 50 1 1 P +X ~ 2 0 -100 80 U 50 50 1 1 P +ENDDRAW +ENDDEF +# +# Device_D_Small_ALT +# +DEF Device_D_Small_ALT D 0 10 N N 1 F N +F0 "D" -50 80 50 H V L CNN +F1 "Device_D_Small_ALT" -150 -80 50 H V L CNN +F2 "" 0 0 50 V I C CNN +F3 "" 0 0 50 V I C CNN +$FPLIST + TO-???* + *_Diode_* + *SingleDiode* + D_* +$ENDFPLIST +DRAW +P 2 0 1 0 -30 -40 -30 40 N +P 2 0 1 0 -30 0 30 0 N +P 4 0 1 0 30 -40 -30 0 30 40 30 -40 F +X K 1 -100 0 70 R 50 50 1 1 P +X A 2 100 0 70 L 50 50 1 1 P +ENDDRAW +ENDDEF +# +# Device_D_Zener_Small_ALT +# +DEF Device_D_Zener_Small_ALT D 0 10 N N 1 F N +F0 "D" 0 90 50 H V C CNN +F1 "Device_D_Zener_Small_ALT" 0 -90 50 H V C CNN +F2 "" 0 0 50 V I C CNN +F3 "" 0 0 50 V I C CNN +$FPLIST + TO-???* + *_Diode_* + *SingleDiode* + D_* +$ENDFPLIST +DRAW +P 2 0 1 0 30 0 -30 0 N +P 3 0 1 0 -10 40 -30 40 -30 -40 N +P 4 0 1 0 30 40 -30 0 30 -40 30 40 F +X K 1 -100 0 70 R 50 50 1 1 P +X A 2 100 0 70 L 50 50 1 1 P +ENDDRAW +ENDDEF +# +# Device_Fuse +# +DEF Device_Fuse F 0 0 N Y 1 F N +F0 "F" 80 0 50 V V C CNN +F1 "Device_Fuse" -75 0 50 V V C CNN +F2 "" -70 0 50 V I C CNN +F3 "" 0 0 50 H I C CNN +$FPLIST + *Fuse* +$ENDFPLIST +DRAW +S -30 -100 30 100 0 1 10 N +P 2 0 1 0 0 100 0 -100 N +X ~ 1 0 150 50 D 50 50 1 1 P +X ~ 2 0 -150 50 U 50 50 1 1 P +ENDDRAW +ENDDEF +# +# Device_Jumper_NC_Small +# +DEF Device_Jumper_NC_Small JP 0 30 N N 1 F N +F0 "JP" 0 80 50 H V C CNN +F1 "Device_Jumper_NC_Small" 10 -60 50 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +$FPLIST + SolderJumper*Bridged* +$ENDFPLIST +DRAW +A 0 -10 57 450 1350 0 1 0 N 40 30 -40 30 +C -40 0 20 0 1 0 N +C 40 0 20 0 1 0 N +X 1 1 -100 0 40 R 50 50 0 1 P +X 2 2 100 0 40 L 50 50 0 1 P +ENDDRAW +ENDDEF +# +# Device_L +# +DEF Device_L L 0 40 N N 1 F N +F0 "L" -50 0 50 V V C CNN +F1 "Device_L" 75 0 50 V V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +$FPLIST + Choke_* + *Coil* + Inductor_* + L_* +$ENDFPLIST +DRAW +A 0 -75 25 -899 899 0 1 0 N 0 -100 0 -50 +A 0 -25 25 -899 899 0 1 0 N 0 -50 0 0 +A 0 25 25 -899 899 0 1 0 N 0 0 0 50 +A 0 75 25 -899 899 0 1 0 N 0 50 0 100 +X 1 1 0 150 50 D 50 50 1 1 P +X 2 2 0 -150 50 U 50 50 1 1 P +ENDDRAW +ENDDEF +# +# Device_L_Core_Iron +# +DEF Device_L_Core_Iron L 0 40 N N 1 F N +F0 "L" -50 0 50 V V C CNN +F1 "Device_L_Core_Iron" 110 0 50 V V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +$FPLIST + Choke_* + *Coil* + Inductor_* + L_* +$ENDFPLIST +DRAW +A 0 -75 25 -899 899 0 1 0 N 0 -100 0 -50 +A 0 -25 25 -899 899 0 1 0 N 0 -50 0 0 +A 0 25 25 -899 899 0 1 0 N 0 0 0 50 +A 0 75 25 -899 899 0 1 0 N 0 50 0 100 +P 2 0 1 0 40 100 40 -100 N +P 2 0 1 0 60 -100 60 100 N +X 1 1 0 150 50 D 50 50 1 1 P +X 2 2 0 -150 50 U 50 50 1 1 P +ENDDRAW +ENDDEF +# +# Diode_1N4001 +# +DEF Diode_1N4001 D 0 40 N N 1 F N +F0 "D" 0 100 50 H V C CNN +F1 "Diode_1N4001" 0 -100 50 H V C CNN +F2 "Diode_THT:D_DO-41_SOD81_P10.16mm_Horizontal" 0 -175 50 H I C CNN +F3 "" 0 0 50 H I C CNN +ALIAS 1N4002 1N4003 1N4004 1N4005 1N4006 1N4007 BA157 BA158 BA159 +$FPLIST + D*DO?41* +$ENDFPLIST +DRAW +P 2 0 1 8 -50 50 -50 -50 N +P 2 0 1 0 50 0 -50 0 N +P 4 0 1 8 50 50 50 -50 -50 0 50 50 N +X K 1 -150 0 100 R 50 50 1 1 P +X A 2 150 0 100 L 50 50 1 1 P +ENDDRAW +ENDDEF +# +# KU-schematics-library_+9V_UNREG +# +DEF KU-schematics-library_+9V_UNREG #PWR 0 40 Y Y 1 F P +F0 "#PWR" 0 -150 50 H I C CNN +F1 "KU-schematics-library_+9V_UNREG" 8 166 50 H V C CNN +F2 "" 0 -50 50 H I C CNN +F3 "" 0 -200 50 H I C CNN +DRAW +C 0 100 25 0 1 0 N +P 2 0 1 0 0 0 0 74 N +X +9V_UNREG 1 0 0 0 R 40 50 1 1 W N +ENDDRAW +ENDDEF +# +# KU-schematics-library_2114-30L +# +DEF KU-schematics-library_2114-30L U 0 40 Y Y 1 F N +F0 "U" 50 500 79 H V C CNN +F1 "KU-schematics-library_2114-30L" 0 400 55 H V C CNN +F2 "" 0 -200 39 H I C CNN +F3 "" 0 -200 39 H I C CNN +DRAW +S -250 700 250 -700 0 1 12 N +X A6 1 -350 0 100 R 50 50 1 1 I +X ~WE~ 10 50 -800 100 U 50 50 1 1 I I +X D3 11 -150 800 100 D 50 50 1 1 B +X D2 12 -50 800 100 D 50 50 1 1 B +X D1 13 50 800 100 D 50 50 1 1 B +X D0 14 150 800 100 D 50 50 1 1 B +X A9 15 -350 300 100 R 50 50 1 1 I +X A8 16 -350 200 100 R 50 50 1 1 I +X A7 17 -350 100 100 R 50 50 1 1 I +X VCC 18 -350 500 100 R 50 50 1 1 W +X A5 2 -350 -100 100 R 50 50 1 1 I +X A4 3 -350 -200 100 R 50 50 1 1 I +X A3 4 -350 -300 100 R 50 50 1 1 I +X A0 5 -350 -600 100 R 50 50 1 1 I +X A1 6 -350 -500 100 R 50 50 1 1 I +X A2 7 -350 -400 100 R 50 50 1 1 I +X ~CS~ 8 -50 -800 100 U 50 50 1 1 I I +X GND 9 150 -800 100 U 50 50 1 1 W +ENDDRAW +ENDDEF +# +# KU-schematics-library_2332A_ROM +# +DEF KU-schematics-library_2332A_ROM U 0 40 Y Y 1 F N +F0 "U" 0 0 39 H V C CNN +F1 "KU-schematics-library_2332A_ROM" 0 0 39 H V C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +S -450 800 450 -700 1 1 12 N +X A7 1 -550 100 100 R 50 50 1 1 I +X D1 10 250 850 50 D 31 50 1 1 I +X D2 11 150 850 50 D 31 50 1 1 I +X GND 12 250 -800 100 U 50 50 1 1 W +X D3 13 50 850 50 D 31 50 1 1 I +X D4 14 -50 850 50 D 31 50 1 1 I +X D5 15 -150 850 50 D 31 50 1 1 I +X D6 16 -250 850 50 D 31 50 1 1 I +X D7 17 -350 850 50 D 31 50 1 1 I +X A11 18 -550 500 100 R 50 50 1 1 I +X A10 19 -550 400 100 R 50 50 1 1 I +X A6 2 -550 0 100 R 50 50 1 1 I +X ~CS~ 20 0 -800 100 U 50 50 1 1 I I +X CS2 21 -150 -800 100 U 50 50 1 1 I +X A9 22 -550 300 100 R 50 50 1 1 I +X A8 23 -550 200 100 R 50 50 1 1 I +X VCC 24 -250 -800 100 U 50 50 1 1 W +X A5 3 -550 -100 100 R 50 50 1 1 I +X A4 4 -550 -200 100 R 50 50 1 1 I +X A3 5 -550 -300 100 R 50 50 1 1 I +X A2 6 -550 -400 100 R 50 50 1 1 I +X A1 7 -550 -500 100 R 50 50 1 1 I +X A0 8 -550 -600 100 R 50 50 1 1 I +X D0 9 350 850 50 D 31 50 1 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_2364A_ROM +# +DEF KU-schematics-library_2364A_ROM U 0 40 Y Y 1 F N +F0 "U" 0 450 79 H V C CNN +F1 "KU-schematics-library_2364A_ROM" 0 0 79 V V C CNN +F2 "" -250 400 39 H I C CNN +F3 "" -250 400 39 H I C CNN +DRAW +S -450 800 450 -700 0 1 12 N +X A7 1 -550 100 100 R 50 50 1 1 I +X D1 10 250 850 50 D 31 50 1 1 I +X D2 11 150 850 50 D 31 50 1 1 I +X GND 12 250 -800 100 U 50 50 1 1 W +X D3 13 50 850 50 D 31 50 1 1 I +X D4 14 -50 850 50 D 31 50 1 1 I +X D5 15 -150 850 50 D 31 50 1 1 I +X D6 16 -250 850 50 D 31 50 1 1 I +X D7 17 -350 850 50 D 31 50 1 1 I +X A11 18 -550 500 100 R 50 50 1 1 I +X A10 19 -550 400 100 R 50 50 1 1 I +X A6 2 -550 0 100 R 50 50 1 1 I +X ~CS~ 20 0 -800 100 U 50 50 1 1 I I +X A12 21 -550 600 100 R 50 50 1 1 I +X A9 22 -550 300 100 R 50 50 1 1 I +X A8 23 -550 200 100 R 50 50 1 1 I +X VCC 24 -250 -800 100 U 50 50 1 1 W +X A5 3 -550 -100 100 R 50 50 1 1 I +X A4 4 -550 -200 100 R 50 50 1 1 I +X A3 5 -550 -300 100 R 50 50 1 1 I +X A2 6 -550 -400 100 R 50 50 1 1 I +X A1 7 -550 -500 100 R 50 50 1 1 I +X A0 8 -550 -600 100 R 50 50 1 1 I +X D0 9 350 850 50 D 31 50 1 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_4066_U28 +# +DEF KU-schematics-library_4066_U28 U 0 40 Y Y 1 F N +F0 "U" -350 100 75 H V C CIN +F1 "KU-schematics-library_4066_U28" -100 -500 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +T 0 -250 0 75 0 0 0 4066 Italic 0 C C +S -450 200 450 -200 0 1 12 N +X Y0 1 50 -300 100 U 50 50 1 1 I +X Z3 10 350 300 100 D 50 50 1 1 I +X Y3 11 350 -300 100 U 50 50 1 1 I +X E3 12 -50 -300 100 U 50 50 1 1 I +X E0 13 -350 -300 100 U 50 50 1 1 I +X VDD 14 -50 300 100 D 50 50 1 1 I +X Z0 2 50 300 100 D 50 50 1 1 I +X Z1 3 150 300 100 D 50 50 1 1 I +X Y1 4 150 -300 100 U 50 50 1 1 I +X E1 5 -250 -300 100 U 50 50 1 1 I +X E2 6 -150 -300 100 U 50 50 1 1 I +X VSS 7 550 0 100 L 50 50 1 1 I +X Y2 8 250 -300 100 U 50 50 1 1 I +X Z2 9 250 300 100 D 50 50 1 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_4164-2 +# +DEF KU-schematics-library_4164-2 U 0 40 Y Y 1 F N +F0 "U" 100 300 79 H V C CNN +F1 "KU-schematics-library_4164-2" 100 -50 63 V V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -150 650 150 -950 0 1 12 N +X ~ 1 -100 700 50 D 50 20 1 1 N +X A5 10 -250 350 100 R 50 50 1 1 I +X A4 11 -250 250 100 R 50 50 1 1 I +X A3 12 -250 150 100 R 50 50 1 1 I +X A6 13 -250 450 100 R 50 50 1 1 I +X D0 14 -250 -750 100 R 50 50 1 1 B +X ~CAS~ 15 -250 -450 100 R 50 50 1 1 I I +X GND 16 50 -1050 100 U 50 50 1 1 W +X D1 2 -250 -850 100 R 50 50 1 1 B +X ~WE~ 3 -250 -550 100 R 50 50 1 1 I I +X ~RAS~ 4 -250 -650 100 R 50 50 1 1 I I +X A0 5 -250 -150 100 R 50 50 1 1 I +X A2 6 -250 50 100 R 50 50 1 1 I +X A1 7 -250 -50 100 R 50 50 1 1 I +X VCC 8 50 750 100 D 50 50 1 1 W +X A7 9 -250 550 100 R 50 50 1 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_556 +# +DEF KU-schematics-library_556 U 0 40 Y Y 2 F N +F0 "U" -50 100 79 H V C CNN +F1 "KU-schematics-library_556" -150 500 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +T 0 0 0 79 0 0 0 556 Italic 0 C C +S -200 500 200 -200 0 1 12 N +X DISA 1 -300 200 100 R 39 39 1 1 I +X THRA 2 -300 300 100 R 39 39 1 1 I +X CVA 3 300 -100 100 L 39 39 1 1 I +X RSTB 4 -300 400 100 R 39 39 1 1 I +X OUTA 5 300 300 100 L 39 39 1 1 P +X TRIGA 6 -300 -100 100 R 39 39 1 1 I +X RSTB 10 -300 400 100 R 39 39 2 1 I +X CVB 11 300 200 100 L 39 39 2 1 I +X THRB 12 -300 300 100 R 39 39 2 1 I +X DISB 13 -300 200 100 R 39 39 2 1 I +X VCC 14 300 400 100 L 39 39 2 1 I +X GND 7 300 -100 100 L 39 39 2 1 I +X TRIGB 8 -300 -100 100 R 39 39 2 1 I +X OUTB 9 300 300 100 L 39 39 2 1 P +ENDDRAW +ENDDEF +# +# KU-schematics-library_6510_MPU +# +DEF KU-schematics-library_6510_MPU U 0 40 Y Y 1 F N +F0 "U" -143 152 79 H V C CNN +F1 "KU-schematics-library_6510_MPU" -200 -1700 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +T 0 -50 50 79 0 0 0 6510A Normal 0 C C +T 0 -46 -63 79 0 0 0 MPU Normal 0 C C +S -400 1800 400 -1650 1 1 12 N +X PH0IN 1 500 -1400 100 L 50 50 1 1 I +X A3 10 500 0 100 L 50 50 1 1 I +X A4 11 500 100 100 L 50 50 1 1 I +X A5 12 500 200 100 L 50 50 1 1 I +X A6 13 500 300 100 L 50 50 1 1 I +X A7 14 500 400 100 L 50 50 1 1 I +X A8 15 500 500 100 L 50 50 1 1 I +X A9 16 500 600 100 L 50 50 1 1 I +X A10 17 500 700 100 L 50 50 1 1 I +X A11 18 500 800 100 L 50 50 1 1 I +X A12 19 500 900 100 L 50 50 1 1 I +X RDY 2 500 -1600 100 L 50 50 1 1 I +X A13 20 500 1000 100 L 50 50 1 1 I +X GND 21 0 -1750 100 U 50 50 1 1 I +X A14 22 500 1100 100 L 50 50 1 1 I +X A15 23 500 1200 100 L 50 50 1 1 I +X P5 24 -100 1900 100 D 50 50 1 1 I +X P4 25 -200 1900 100 D 50 50 1 1 I +X P3 26 -300 1900 100 D 50 50 1 1 I +X P2 27 500 1400 100 L 50 50 1 1 I I +X P1 28 500 1500 100 L 50 50 1 1 I I +X P0 29 500 1600 100 L 50 50 1 1 I I +X ~IRQ~ 3 500 -1500 100 L 50 50 1 1 I +X D7 30 500 -400 100 L 50 50 1 1 I +X D6 31 500 -500 100 L 50 50 1 1 I +X D5 32 500 -600 100 L 50 50 1 1 I +X D4 33 500 -700 100 L 50 50 1 1 I +X D3 34 500 -800 100 L 50 50 1 1 I +X D2 35 500 -900 100 L 50 50 1 1 I +X D1 36 500 -1000 100 L 50 50 1 1 I +X D0 37 500 -1100 100 L 50 50 1 1 I +X R/~W~ 38 500 -1300 100 L 50 50 1 1 I +X PHI2 39 500 -1200 100 L 50 50 1 1 I +X ~NMI~ 4 -500 -1550 100 R 50 50 1 1 I I +X ~RES~ 40 500 1300 100 L 50 50 1 1 I +X ~AEC~ 5 500 1700 100 L 50 50 1 1 I +X VCC 6 0 1900 100 D 50 50 1 1 W +X A0 7 500 -300 100 L 50 50 1 1 I +X A1 8 500 -200 100 L 50 50 1 1 I +X A2 9 500 -100 100 L 50 50 1 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_7408_U27 +# +DEF KU-schematics-library_7408_U27 U 0 40 Y Y 4 F N +F0 "U" -50 0 50 H V C CNN +F1 "KU-schematics-library_7408_U27" 50 -150 50 H I C CNN +F2 "" -50 0 50 H I C CNN +F3 "" -50 0 50 H I C CNN +DRAW +A 0 0 100 901 -901 0 1 0 N 0 100 0 -100 +P 4 0 1 0 0 100 100 100 100 -100 0 -100 N +X ~ 1 200 -50 100 L 50 50 1 1 I +X ~ 14 0 200 100 D 50 50 1 1 I +X ~ 2 200 50 100 L 50 50 1 1 I +X ~ 3 -200 0 100 R 50 50 1 1 I +X ~ 7 0 -200 100 U 50 50 1 1 I +X ~ 4 200 -50 100 L 50 50 2 1 I +X ~ 5 200 50 100 L 50 50 2 1 I +X ~ 6 -200 0 100 R 50 50 2 1 I +X ~ 11 -200 0 100 R 50 50 3 1 I +X ~ 12 200 -50 100 L 50 50 3 1 I +X ~ 13 200 50 100 L 50 50 3 1 I +X ~ 10 200 50 100 L 50 50 4 1 I +X ~ 8 -200 0 100 R 50 50 4 1 I +X ~ 9 200 -50 100 L 50 50 4 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_74LS06_ +# +DEF KU-schematics-library_74LS06_ U 0 40 Y Y 6 F N +F0 "U" 50 250 50 H V C CNN +F1 "KU-schematics-library_74LS06_" 50 50 31 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +P 5 0 1 10 -200 250 -200 150 -200 50 0 150 -200 250 N +X ~ 1 -300 150 100 R 50 50 1 1 I +X ~ 2 50 150 50 L 50 50 1 1 C I +X ~ 3 -300 150 100 R 50 50 2 1 I +X ~ 4 50 150 50 L 50 50 2 1 C I +X ~ 14 -100 300 100 D 30 50 3 1 W +X ~ 5 -300 150 100 R 50 50 3 1 I +X ~ 6 50 150 50 L 50 50 3 1 C I +X ~ 7 -100 0 100 U 30 50 3 1 W +X ~ 8 50 150 50 L 50 50 4 1 C I +X ~ 9 -300 150 100 R 50 50 4 1 I +X ~ 10 50 150 50 L 50 50 5 1 C I +X ~ 11 -300 150 100 R 50 50 5 1 I +X ~ 12 50 150 50 L 50 50 6 1 C I +X ~ 13 -300 150 100 R 50 50 6 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_74LS139 +# +DEF KU-schematics-library_74LS139 U 0 40 Y Y 2 F N +F0 "U" -150 0 50 H V C CNN +F1 "KU-schematics-library_74LS139" -250 -400 39 H V C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +S -200 200 150 -300 0 1 12 N +X EN1 1 -300 100 100 R 50 39 1 1 I I +X ~ 16 -50 300 100 D 50 31 1 1 W +X A1 2 -300 -200 100 R 50 39 1 1 I +X B1 3 -300 -100 100 R 50 39 1 1 I +X 1Y0 4 250 100 100 L 50 39 1 1 O I +X 1Y1 5 250 0 100 L 50 39 1 1 O I +X 1Y2 6 250 -100 100 L 50 39 1 1 O I +X 1Y3 7 250 -200 100 L 50 39 1 1 O I +X ~ 8 0 -400 100 U 50 31 1 1 W +X 2Y2 10 250 -100 100 L 50 39 2 1 O I +X 2Y1 11 250 0 100 L 50 39 2 1 O I +X 2Y0 12 250 100 100 L 50 39 2 1 O I +X B2 13 -300 -100 100 R 50 39 2 1 I +X A2 14 -300 -200 100 R 50 39 2 1 I +X EN2 15 -300 100 100 R 50 39 2 1 I I +X 2Y3 9 250 -200 100 L 50 39 2 1 O I +ENDDRAW +ENDDEF +# +# KU-schematics-library_74LS193 +# +DEF KU-schematics-library_74LS193 U 0 40 Y Y 1 F N +F0 "U" 26 -14 59 H V C CNN +F1 "KU-schematics-library_74LS193" 200 -100 59 H V C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +S -300 150 700 -200 0 1 12 N +X B 1 200 250 100 D 50 39 1 1 I +X C 10 100 250 100 D 50 39 1 1 I +X LOAD 11 500 250 100 D 50 28 1 1 I I +X CRY 12 400 250 100 D 50 31 1 1 I I +X ~ 13 -100 250 100 D 50 50 1 1 I +X CLR 14 450 -300 100 U 50 31 1 1 I I +X A 15 0 250 100 D 50 39 1 1 I +X VCC 16 600 250 100 D 50 31 1 1 I +X ~ 2 300 -300 100 U 50 39 1 1 I +X ~ 3 200 -300 100 U 50 50 1 1 I +X CNT_DN 4 -400 -100 100 R 50 35 1 1 I C +X CNT_UP 5 -400 50 100 R 50 35 1 1 I C +X Qc 6 800 -100 100 L 50 39 1 1 I +X ~ 7 800 50 100 L 50 28 1 1 I +X GND 8 550 -300 100 U 50 31 1 1 I +X D 9 300 250 100 D 50 39 1 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_74LS257 +# +DEF KU-schematics-library_74LS257 U 0 40 Y Y 1 F N +F0 "U" 0 450 59 H V C CNN +F1 "KU-schematics-library_74LS257" 3 187 59 V V C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +T 900 100 -300 39 0 0 0 1 Normal 0 C C +T 0 150 -200 39 0 0 0 "~SELA~" Normal 0 C C +S -250 650 250 -250 0 1 12 N +P 2 0 1 12 150 -250 150 -350 N +X ~SELA~ 1 150 -350 100 U 50 39 1 1 I NI +X B2 10 -350 50 100 R 50 50 1 1 I +X A2 11 -350 150 100 R 50 50 1 1 I +X Y3 12 350 -100 100 L 50 50 1 1 O +X B3 13 -350 -150 100 R 50 50 1 1 I +X A3 14 -350 -50 100 R 50 50 1 1 I +X ~OE~ 15 -50 750 100 D 50 39 1 1 I +X ~ 16 50 750 100 D 50 39 1 1 I +X A0 2 -350 550 100 R 50 50 1 1 I +X B0 3 -350 450 100 R 50 50 1 1 I +X Y0 4 350 500 100 L 50 50 1 1 O +X A1 5 -350 350 100 R 50 50 1 1 I +X B1 6 -350 250 100 R 50 50 1 1 I +X Y1 7 350 300 100 L 50 50 1 1 O +X ~ 8 -150 -350 100 U 50 39 1 1 W +X Y2 9 350 100 100 L 50 50 1 1 O +ENDDRAW +ENDDEF +# +# KU-schematics-library_74LS257_U13 +# +DEF KU-schematics-library_74LS257_U13 U 0 40 Y Y 1 F N +F0 "U" 0 250 39 H V C CNN +F1 "KU-schematics-library_74LS257_U13" 0 -50 39 V V C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +T 900 100 -500 39 0 1 1 1 Normal 0 C C +T 0 150 -400 39 0 1 1 "~SELA~" Normal 0 C C +S -250 450 250 -450 1 1 12 N +P 2 1 1 12 150 -450 150 -550 N +X ~SELA~ 1 150 -550 100 U 50 39 1 1 I NI +X B2 10 -350 250 100 R 50 50 1 1 I +X A2 11 -350 350 100 R 50 50 1 1 I +X Y3 12 350 -300 100 L 50 50 1 1 O +X B3 13 -350 -350 100 R 50 50 1 1 I +X A3 14 -350 -250 100 R 50 50 1 1 I +X ~OE~ 15 -50 550 100 D 50 39 1 1 I +X ~ 16 150 550 100 D 50 39 1 1 I +X A0 2 -350 150 100 R 50 50 1 1 I +X B0 3 -350 50 100 R 50 50 1 1 I +X Y0 4 350 100 100 L 50 50 1 1 O +X A1 5 -350 -50 100 R 50 50 1 1 I +X B1 6 -350 -150 100 R 50 50 1 1 I +X Y1 7 350 -100 100 L 50 50 1 1 O +X ~ 8 -150 -550 100 U 50 39 1 1 W +X Y2 9 350 300 100 L 50 50 1 1 O +ENDDRAW +ENDDEF +# +# KU-schematics-library_74LS258 +# +DEF KU-schematics-library_74LS258 U 0 40 Y Y 1 F N +F0 "U" 0 150 63 H V C CNN +F1 "KU-schematics-library_74LS258" 0 -150 63 V V C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +S -250 250 250 -650 0 1 12 N +X ~SELA~ 1 0 -750 100 U 50 50 1 1 I I +X B3 10 350 50 100 L 50 50 1 1 O +X A3 11 350 150 100 L 50 50 1 1 O +X ~Y2~ 12 -350 -150 100 R 50 50 1 1 I I +X B2 13 350 -150 100 L 50 50 1 1 O +X A2 14 350 -50 100 L 50 50 1 1 O +X ~OE~ 15 -350 150 100 R 50 50 1 1 I I +X ~ 16 150 350 100 D 50 50 1 1 W +X A0 2 350 -450 100 L 50 50 1 1 O +X B0 3 350 -550 100 L 50 50 1 1 O +X ~Y0~ 4 -350 -350 100 R 50 50 1 1 I I +X A1 5 350 -250 100 L 50 50 1 1 O +X B1 6 350 -350 100 L 50 50 1 1 O +X ~Y1~ 7 -350 -250 100 R 50 50 1 1 I I +X GND 8 -150 -750 100 U 50 50 1 1 W +X ~Y3~ 9 -350 -50 100 R 50 50 1 1 I I +ENDDRAW +ENDDEF +# +# KU-schematics-library_74LS373 +# +DEF KU-schematics-library_74LS373 U 0 40 Y Y 1 F N +F0 "U" 0 50 63 H V C CNN +F1 "KU-schematics-library_74LS373" 0 -50 63 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +T 0 -359 -67 50 0 0 0 GND Normal 0 C C +T 0 365 -72 50 0 0 0 STB Normal 0 C C +T 0 -359 70 50 0 0 0 VCC Normal 0 C C +T 0 382 59 50 0 0 0 "~OE~" Normal 0 C C +S -450 250 450 -250 0 1 12 N +X ~ 1 550 150 100 L 50 50 1 1 I I +X ~ 10 -550 -150 100 R 50 50 1 1 W +X ~ 11 550 -150 100 L 50 50 1 1 I +X Q1 12 250 -350 100 U 50 50 1 1 B +X D1 13 250 350 100 D 50 50 1 1 I +X D3 14 50 350 100 D 50 50 1 1 I +X Q3 15 50 -350 100 U 50 50 1 1 B +X Q4 16 -50 -350 100 U 50 50 1 1 B +X D4 17 -50 350 100 D 50 50 1 1 I +X D5 18 -150 350 100 D 50 50 1 1 I +X Q5 19 -150 -350 100 U 50 50 1 1 B +X Q7 2 -350 -350 100 U 50 50 1 1 B +X ~ 20 -550 150 100 R 50 50 1 1 W +X D7 3 -350 350 100 D 50 50 1 1 I +X D6 4 -250 350 100 D 50 50 1 1 I +X Q6 5 -250 -350 100 U 50 50 1 1 B +X Q0 6 350 -350 100 U 50 50 1 1 B +X D0 7 350 350 100 D 50 50 1 1 I +X D2 8 150 350 100 D 50 50 1 1 I +X Q2 9 150 -350 100 U 50 50 1 1 B +ENDDRAW +ENDDEF +# +# KU-schematics-library_74LS629N +# +DEF KU-schematics-library_74LS629N U 0 40 Y Y 2 F N +F0 "U" -100 50 59 H V C CNN +F1 "KU-schematics-library_74LS629N" -50 -50 59 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -400 150 400 -200 0 1 12 N +X FC 2 500 -50 100 L 50 39 1 1 I +X ~ 3 -500 -50 100 R 50 50 1 1 I +X CX1 4 -200 250 100 D 50 31 1 1 I +X CX2 5 200 250 100 D 50 31 1 1 I +X ~EN~ 6 -300 -300 100 U 50 39 1 1 I +X Y 7 0 -300 100 U 50 39 1 1 I +X FC 1 500 -50 100 L 50 39 2 1 I +X Y 10 200 -300 100 U 50 39 2 1 I +X ~EN~ 11 -300 -300 100 U 50 39 2 1 I +X ~ 12 -100 250 100 D 50 39 2 1 I +X ~ 13 -250 250 100 D 50 39 2 1 I +X RNG 14 -500 50 100 R 50 31 2 1 I +X ~ 15 200 250 100 D 50 31 2 1 I +X VCC 16 300 250 100 D 50 31 2 1 I +X GND 8 -100 -300 100 U 50 31 2 1 I +X ~ 9 0 -300 100 U 50 31 2 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_74LS74 +# +DEF KU-schematics-library_74LS74 U 0 40 Y Y 2 F N +F0 "U" -120 45 59 H V L CNN +F1 "KU-schematics-library_74LS74" -178 -36 59 H V L CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +T 0 -50 -200 39 0 1 0 "~CLR~" Normal 0 C C +T 0 -45 190 39 0 1 1 "~PRE~" Normal 0 C C +S -200 250 150 -250 0 1 12 N +X ~ 1 -50 -350 100 U 50 35 1 1 I I +X ~ 14 50 350 100 D 50 35 1 1 I +X D 2 -300 -150 100 R 50 47 1 1 I +X CK 3 -300 150 100 R 50 44 1 1 I C +X ~ 4 -50 350 100 D 50 35 1 1 I I +X Q 5 250 -150 100 L 50 47 1 1 I +X ~Q~ 6 250 150 100 L 50 47 1 1 I +X ~ 7 50 -350 100 U 50 35 1 1 I +X ~ 10 -50 350 100 D 50 49 2 1 I +X CK 11 -300 150 100 R 50 49 2 1 I C +X D 12 -300 -150 100 R 50 49 2 1 I +X ~ 13 50 350 100 D 50 49 2 1 I +X ~Q~ 8 250 -150 100 L 50 49 2 1 I I +X Q 9 250 150 100 L 50 49 2 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_7805 +# +DEF KU-schematics-library_7805 VR 0 40 Y Y 1 F N +F0 "VR" -100 150 79 H V C CNN +F1 "KU-schematics-library_7805" 0 0 79 H V C CNN +F2 "" 0 150 50 H I C CNN +F3 "" 0 150 50 H I C CNN +DRAW +S -200 100 200 -100 0 1 12 N +X ~ 1 300 0 100 L 50 50 1 1 W +X ~ 2 -300 0 100 R 50 50 1 1 w +X ~ 3 0 -200 100 U 50 50 1 1 W +ENDDRAW +ENDDEF +# +# KU-schematics-library_7812 +# +DEF KU-schematics-library_7812 VR 0 40 Y Y 1 F N +F0 "VR" -150 150 50 H V C CNN +F1 "KU-schematics-library_7812" 0 0 79 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -200 100 200 -100 1 1 12 N +X ~ 1 300 0 100 L 50 50 1 1 W +X ~ 2 -300 0 100 R 50 50 1 1 w +X ~ 3 0 -200 100 U 50 50 1 1 W +ENDDRAW +ENDDEF +# +# KU-schematics-library_AV_CONN +# +DEF KU-schematics-library_AV_CONN CN 0 40 Y Y 1 F N +F0 "CN" 50 -100 118 H V C CNN +F1 "KU-schematics-library_AV_CONN" 0 0 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S 0 650 100 -3450 0 1 12 N +X ~ 1 -100 450 100 R 50 50 1 1 O +X ~ 2 -100 -3350 100 R 50 50 1 1 O +X ~ 3 -100 -2150 100 R 50 50 1 1 O +X ~ 4 -100 550 100 R 50 50 1 1 O +X ~ 5 -100 -3150 100 R 50 50 1 1 O +X ~ 6 -100 350 100 R 50 50 1 1 O +X ~ 7 -100 0 100 R 50 50 1 1 O +X ~ 8 -100 -100 100 R 50 50 1 1 O +ENDDRAW +ENDDEF +# +# KU-schematics-library_BRIDGE_RECTIFIER +# +DEF KU-schematics-library_BRIDGE_RECTIFIER CR 0 40 Y Y 1 F N +F0 "CR" -350 150 50 H V C CNN +F1 "KU-schematics-library_BRIDGE_RECTIFIER" 0 -900 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +A -25 75 29 1490 310 0 1 10 N -50 90 0 90 +A 25 105 29 -1490 -310 0 1 10 N 0 90 50 90 +A -25 -105 29 1490 310 1 1 10 N -50 -90 0 -90 +A 25 -75 29 -1490 -310 1 1 10 N 0 -90 50 -90 +C 0 0 127 0 1 10 N +P 2 0 1 10 -105 0 -35 0 N +P 2 0 1 10 -70 35 -70 -35 N +P 2 0 1 10 105 0 45 0 N +X ~ 1 -200 0 75 R 50 50 1 1 w +X ~ 2 0 -200 75 U 50 50 1 1 W +X ~ 3 200 0 75 L 50 50 1 1 w +X ~ 4 0 200 75 D 50 50 1 1 W +ENDDRAW +ENDDEF +# +# KU-schematics-library_CASSETTE_PORT_CON +# +DEF KU-schematics-library_CASSETTE_PORT_CON CN 0 40 Y Y 1 F N +F0 "CN" -150 -650 50 H V C CNN +F1 "KU-schematics-library_CASSETTE_PORT_CON" -125 -700 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -200 300 -100 -600 1 1 12 N +X ~ A,1 -300 -550 100 R 40 50 1 1 I +X ~ B,2 -300 -450 100 R 40 50 1 1 I +X ~ C,3 -300 200 100 R 40 50 1 1 I +X ~ D,4 -300 -350 100 R 40 50 1 1 I +X ~ E,5 -300 -250 100 R 40 50 1 1 I +X ~ F,6 -300 -150 100 R 40 50 1 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_CHOKE +# +DEF KU-schematics-library_CHOKE L 0 40 Y Y 1 F N +F0 "L" 100 100 50 H V C CNN +F1 "KU-schematics-library_CHOKE" 0 -250 50 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +A 0 -75 25 -899 899 0 1 0 N 0 -100 0 -50 +A 0 -25 25 -899 899 0 1 0 N 0 -50 0 0 +A 0 25 25 -899 899 0 1 0 N 0 0 0 50 +A 0 75 25 -899 899 0 1 0 N 0 50 0 100 +A 400 -75 25 -899 899 1 1 0 N 400 -100 400 -50 +A 400 -25 25 -899 899 1 1 0 N 400 -50 400 0 +A 400 25 25 -899 899 1 1 0 N 400 0 400 50 +A 400 75 25 -899 899 1 1 0 N 400 50 400 100 +C 0 -140 10 0 1 0 N +C 0 140 10 0 1 0 N +C 400 -140 10 0 1 0 N +C 400 140 10 0 1 0 N +P 2 0 1 0 -80 -120 -80 -70 N +P 2 0 1 0 -80 -35 -80 15 N +P 2 0 1 0 -80 65 -80 115 N +P 2 0 1 0 -65 140 -35 140 N +P 2 0 1 0 -30 -140 -80 -140 N +P 2 0 1 0 0 -130 0 -100 N +P 2 0 1 0 0 130 0 100 N +P 2 0 1 0 50 140 100 140 N +P 2 0 1 0 85 -140 35 -140 N +P 2 0 1 0 150 140 200 140 N +P 2 0 1 0 250 140 300 140 N +P 2 0 1 0 355 -140 305 -140 N +P 2 0 1 0 440 140 475 140 N +P 2 0 1 0 480 -140 430 -140 N +P 2 0 1 0 485 -50 485 -100 N +P 2 0 1 0 485 50 485 0 N +P 2 0 1 0 485 135 485 85 N +P 2 1 1 0 400 -130 400 -100 N +P 2 1 1 0 400 130 400 100 N +X ~ 1 0 150 0 D 50 50 1 1 I N +X ~ 2 0 -150 0 D 50 50 1 1 I N +X ~ 3 400 -150 0 D 50 50 1 1 I N +X ~ 4 400 150 0 D 50 50 1 1 I N +ENDDRAW +ENDDEF +# +# KU-schematics-library_CIA_U1 +# +DEF KU-schematics-library_CIA_U1 U1 0 40 Y Y 1 F N +F0 "U1" 500 -450 79 H V C CNN +F1 "KU-schematics-library_CIA_U1" 500 -1300 50 H I C CNN +F2 "" 500 -100 50 H I C CNN +F3 "" 500 -100 50 H I C CNN +DRAW +T 0 500 -900 59 0 0 0 (DC00- Normal 0 C C +T 0 500 -600 79 0 0 0 6526 Normal 0 C C +T 0 500 -700 79 0 0 0 CIA Normal 0 C C +T 0 500 -1000 59 0 0 0 DCFF) Normal 0 C C +S 100 100 900 -2000 0 1 12 N +X GND 1 650 -2100 100 U 50 50 1 1 W +X PB0 10 0 -1000 100 R 50 50 1 1 B +X PB1 11 0 -1100 100 R 50 50 1 1 B +X PB2 12 0 -1200 100 R 50 50 1 1 B +X PB3 13 0 -1300 100 R 50 50 1 1 B +X PB4 14 0 -1400 100 R 50 50 1 1 B +X PB5 15 0 -1500 100 R 50 50 1 1 B +X PB6 16 0 -1600 100 R 50 50 1 1 B +X PB7 17 0 -1700 100 R 50 50 1 1 B +X ~PC~ 18 0 -900 100 R 50 50 1 1 I +X TOD 19 500 -2100 100 U 50 50 1 1 I +X PA0 2 0 -100 100 R 50 50 1 1 B +X VCC 20 400 200 100 D 50 50 1 1 W +X ~IRQ~ 21 1000 -1400 100 L 50 50 1 1 C I +X R/~W~ 22 1000 -1700 100 L 50 50 1 1 I +X ~CS~ 23 1000 -1800 100 L 50 50 1 1 I I +X ~FLAG~ 24 0 0 100 R 50 50 1 1 I I +X PH2 25 1000 -1500 100 L 50 50 1 1 I +X D7 26 1000 0 100 L 50 50 1 1 B +X D6 27 1000 -100 100 L 50 50 1 1 B +X D5 28 1000 -200 100 L 50 50 1 1 B +X D4 29 1000 -300 100 L 50 50 1 1 B +X PA1 3 0 -200 100 R 50 50 1 1 B +X D3 30 1000 -400 100 L 50 50 1 1 B +X D2 31 1000 -500 100 L 50 50 1 1 B +X D1 32 1000 -600 100 L 50 50 1 1 B +X D0 33 1000 -700 100 L 50 50 1 1 B +X ~RES~ 34 1000 -1600 100 L 50 50 1 1 I I +X RS3 35 1000 -900 100 L 50 50 1 1 I +X RS2 36 1000 -1000 100 L 50 50 1 1 I +X RS1 37 1000 -1100 100 L 50 50 1 1 I +X RS0 38 1000 -1200 100 L 50 50 1 1 I +X SP 39 0 -1900 100 R 50 50 1 1 B +X PA2 4 0 -300 100 R 50 50 1 1 B +X CNT 40 0 -1800 100 R 50 50 1 1 I +X PA3 5 0 -400 100 R 50 50 1 1 B +X PA4 6 0 -500 100 R 50 50 1 1 B +X PA5 7 0 -600 100 R 50 50 1 1 B +X PA6 8 0 -700 100 R 50 50 1 1 B +X PA7 9 0 -800 100 R 50 50 1 1 B +ENDDRAW +ENDDEF +# +# KU-schematics-library_CIA_U2 +# +DEF KU-schematics-library_CIA_U2 U 0 40 Y Y 1 F N +F0 "U" 500 -650 79 H V C CNN +F1 "KU-schematics-library_CIA_U2" 500 -1700 50 H I C CNN +F2 "" 500 -1150 50 H I C CNN +F3 "" 500 -1150 50 H I C CNN +DRAW +T 0 500 -800 79 0 1 1 6526 Normal 0 C C +T 0 500 -900 79 0 1 1 CIA Normal 0 C C +S 100 100 900 -2000 1 1 12 N +X GND 1 650 -2100 100 U 50 50 1 1 W +X PB0 10 0 -1100 100 R 50 50 1 1 B +X PB1 11 0 -1200 100 R 50 50 1 1 B +X PB2 12 0 -1300 100 R 50 50 1 1 B +X PB3 13 0 -1400 100 R 50 50 1 1 B +X PB4 14 0 -1500 100 R 50 50 1 1 B +X PB5 15 0 -1600 100 R 50 50 1 1 B +X PB6 16 0 -1700 100 R 50 50 1 1 B +X PB7 17 0 -1800 100 R 50 50 1 1 B +X ~PC~ 18 0 -900 100 R 50 50 1 1 I +X TOD 19 500 -2100 100 U 50 50 1 1 I +X PA0 2 1000 -1650 100 L 50 50 1 1 B +X VCC 20 650 200 100 D 50 50 1 1 W +X ~IRQ~ 21 0 0 100 R 50 50 1 1 C I +X R/~W~ 22 1000 -1550 100 L 50 50 1 1 I +X ~CS~ 23 1000 -1850 100 L 50 50 1 1 I I +X ~FLAG~ 24 0 -1900 100 R 50 50 1 1 I I +X PH2 25 1000 -1350 100 L 50 50 1 1 I +X D7 26 1000 0 100 L 50 50 1 1 B +X D6 27 1000 -100 100 L 50 50 1 1 B +X D5 28 1000 -200 100 L 50 50 1 1 B +X D4 29 1000 -300 100 L 50 50 1 1 B +X PA1 3 1000 -1750 100 L 50 50 1 1 B +X D3 30 1000 -400 100 L 50 50 1 1 B +X D2 31 1000 -500 100 L 50 50 1 1 B +X D1 32 1000 -600 100 L 50 50 1 1 B +X D0 33 1000 -700 100 L 50 50 1 1 B +X ~RES~ 34 1000 -1450 100 L 50 50 1 1 I I +X RS3 35 1000 -900 100 L 50 50 1 1 I +X RS2 36 1000 -1000 100 L 50 50 1 1 I +X RS1 37 1000 -1100 100 L 50 50 1 1 I +X RS0 38 1000 -1200 100 L 50 50 1 1 I +X SP 39 0 -800 100 R 50 50 1 1 B +X PA2 4 0 -1000 100 R 50 50 1 1 B +X CNT 40 0 -700 100 R 50 50 1 1 I +X PA3 5 0 -500 100 R 50 50 1 1 B +X PA4 6 0 -400 100 R 50 50 1 1 B +X PA5 7 0 -300 100 R 50 50 1 1 B +X PA6 8 0 -200 100 R 50 50 1 1 B +X PA7 9 0 -100 100 R 50 50 1 1 B +ENDDRAW +ENDDEF +# +# KU-schematics-library_CONTROL_PORT +# +DEF KU-schematics-library_CONTROL_PORT CN 0 40 Y Y 1 F N +F0 "CN" -350 0 118 V V C CNN +F1 "KU-schematics-library_CONTROL_PORT" -150 0 39 V I C CNN +F2 "" 0 400 118 H I C CNN +F3 "" 0 400 118 H I C CNN +DRAW +S -200 500 -100 -500 0 1 12 N +X ~ 1 0 100 100 L 50 50 1 1 I +X ~ 2 0 0 100 L 50 50 1 1 I +X ~ 3 0 -100 100 L 50 50 1 1 I +X ~ 4 0 -200 100 L 50 50 1 1 I +X ~ 5 0 200 100 L 50 50 1 1 I +X ~ 6 0 -300 100 L 50 50 1 1 I +X ~ 7 0 400 100 L 50 50 1 1 I +X ~ 8 0 -400 100 L 50 50 1 1 I +X ~ 9 0 300 100 L 50 50 1 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_Crystal +# +DEF KU-schematics-library_Crystal Y 0 40 Y Y 1 F N +F0 "Y" -300 50 50 H V C CNN +F1 "KU-schematics-library_Crystal" 0 -150 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -50 20 50 -20 0 1 0 N +P 2 0 1 4 -75 -25 -75 25 N +P 2 0 1 4 -75 50 -75 100 N +P 2 0 1 4 -75 100 -50 100 N +P 2 0 1 4 -50 0 -75 0 N +P 2 0 1 0 -40 50 40 50 N +P 2 0 1 4 -25 100 25 100 N +P 2 0 1 0 0 -50 0 -100 N +P 2 0 1 0 0 50 0 100 N +P 2 0 1 4 25 -100 -25 -100 N +P 2 0 1 4 75 -15 75 -50 N +P 2 0 1 4 75 100 50 100 N +P 2 0 1 4 75 100 75 75 N +P 3 0 1 4 -75 -50 -75 -100 -50 -100 N +P 3 0 1 4 75 -75 75 -100 50 -100 N +P 2 1 1 0 -40 -50 40 -50 N +P 2 1 1 4 75 50 75 15 N +X ~ 1 0 100 0 U 50 39 1 1 I N +X ~ 2 0 -100 0 U 50 39 1 1 I N +X ~ 3 -50 0 0 U 50 39 1 1 I N +ENDDRAW +ENDDEF +# +# KU-schematics-library_EXPANSION_PORT +# +DEF KU-schematics-library_EXPANSION_PORT CN 0 40 Y Y 1 F N +F0 "CN" 350 -100 39 H V C CNN +F1 "KU-schematics-library_EXPANSION_PORT" 0 -100 39 H V C CNN +F2 "" 0 -100 39 H I C CNN +F3 "" 0 -100 39 H I C CNN +DRAW +S -2200 100 8000 0 0 1 12 N +X ~ 1 3150 200 100 D 50 50 1 1 I +X ~ 10 6000 200 100 D 50 50 1 1 I +X ~ 11 3950 200 100 D 50 50 1 1 I +X ~ 12 -1150 200 100 D 50 50 1 1 I +X ~ 13 -750 200 100 D 50 50 1 1 I +X ~ 14 -450 200 100 D 50 50 1 1 I +X ~ 15 -350 200 100 D 50 50 1 1 I +X ~ 16 -250 200 100 D 50 50 1 1 I +X ~ 17 -150 200 100 D 50 50 1 1 I +X ~ 18 -50 200 100 D 50 50 1 1 I +X ~ 19 50 200 100 D 50 50 1 1 I +X ~ 2 3650 200 100 D 50 50 1 1 I +X ~ 20 150 200 100 D 50 50 1 1 I +X ~ 21 250 200 100 D 50 50 1 1 I +X ~ 22 3050 200 100 D 50 50 1 1 I +X ~ 3 3550 200 100 D 50 50 1 1 I +X ~ 4 -1250 200 100 D 50 50 1 1 I +X ~ 5 -1550 200 100 D 50 50 1 1 I +X ~ 6 7900 200 100 D 50 50 1 1 I +X ~ 7 6100 200 100 D 50 50 1 1 I +X ~ 8 2550 200 100 D 50 50 1 1 I +X ~ 9 2450 200 100 D 50 50 1 1 I +X ~ A 2950 200 100 D 50 50 1 1 I +X ~ B 3850 200 100 D 50 50 1 1 I +X ~ C -1450 200 100 D 50 50 1 1 I +X ~ D -2100 200 100 D 50 50 1 1 I +X ~ E -1350 200 100 D 50 50 1 1 I +X ~ F 450 200 100 D 50 50 1 1 I +X ~ H 550 200 100 D 50 50 1 1 I +X ~ J 650 200 100 D 50 50 1 1 I +X ~ K 750 200 100 D 50 50 1 1 I +X ~ L 850 200 100 D 50 50 1 1 I +X ~ M 950 200 100 D 50 50 1 1 I +X ~ N 1050 200 100 D 50 50 1 1 I +X ~ P 1150 200 100 D 50 50 1 1 I +X ~ R 1250 200 100 D 50 50 1 1 I +X ~ S 1350 200 100 D 50 50 1 1 I +X ~ T 1450 200 100 D 50 50 1 1 I +X ~ U 1550 200 100 D 50 50 1 1 I +X ~ V 1650 200 100 D 50 50 1 1 I +X ~ W 1750 200 100 D 50 50 1 1 I +X ~ X 1850 200 100 D 50 50 1 1 I +X ~ Y 1950 200 100 D 50 50 1 1 I +X ~ Z 2850 200 100 D 50 50 1 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_FERRITE_BEAD +# +DEF KU-schematics-library_FERRITE_BEAD FB 0 40 Y Y 1 F N +F0 "FB" -50 0 50 H V C CNN +F1 "KU-schematics-library_FERRITE_BEAD" 0 -50 50 H I C CNN +F2 "" 50 25 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -100 35 100 -30 0 1 0 N +P 2 0 1 0 -100 0 -200 0 N +P 2 0 1 0 100 0 200 0 N +X ~ 1 -200 0 0 R 50 50 1 1 I N +X ~ 2 200 0 0 L 50 50 1 1 I N +ENDDRAW +ENDDEF +# +# KU-schematics-library_FERRITE_NARROW +# +DEF KU-schematics-library_FERRITE_NARROW FB 0 40 Y Y 1 F N +F0 "FB" 0 100 50 H V C CNN +F1 "KU-schematics-library_FERRITE_NARROW" -50 -100 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -75 25 75 -25 0 1 0 N +P 2 0 1 0 -100 0 -75 0 N +P 2 0 1 0 100 0 75 0 N +X ~ 1 -100 0 0 R 50 50 1 1 P N +X ~ 2 100 0 0 L 50 50 1 1 P N +ENDDRAW +ENDDEF +# +# KU-schematics-library_GND_SMALL +# +DEF KU-schematics-library_GND_SMALL U 0 40 Y Y 1 F P +F0 "U" 0 0 50 H I C CNN +F1 "KU-schematics-library_GND_SMALL" 0 0 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +P 2 1 1 0 -25 -25 25 -25 N +P 2 1 1 0 -5 -50 5 -50 N +P 2 1 1 0 50 0 -50 0 N +X Earth 1 0 0 0 D 50 50 1 1 W N +ENDDRAW +ENDDEF +# +# KU-schematics-library_KEYBOARD_20PIN_MALE +# +DEF KU-schematics-library_KEYBOARD_20PIN_MALE CN 0 40 Y Y 1 F N +F0 "CN" -350 1050 118 V V C CIN +F1 "KU-schematics-library_KEYBOARD_20PIN_MALE" -150 900 50 V I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +T 0 75 125 47 0 0 0 "2 (KEY)" Normal 0 C C +S -200 2100 -100 -100 0 0 12 N +X ~ 1 0 0 100 L 50 50 1 1 I +X ~ 10 0 900 100 L 50 50 1 1 I +X ~ 11 0 1000 100 L 50 50 1 1 I +X ~ 12 0 1100 100 L 50 50 1 1 I +X ~ 13 0 2000 100 L 50 50 1 1 I +X ~ 14 0 1400 100 L 50 50 1 1 I +X ~ 15 0 1500 100 L 50 50 1 1 I +X ~ 16 0 1600 100 L 50 50 1 1 I +X ~ 17 0 1700 100 L 50 50 1 1 I +X ~ 18 0 1800 100 L 50 50 1 1 I +X ~ 19 0 1900 100 L 50 50 1 1 I +X ~ 20 0 1300 100 L 50 50 1 1 I +X ~ 3 0 200 100 L 50 50 1 1 I +X ~ 4 0 300 100 L 50 50 1 1 I +X ~ 5 0 800 100 L 50 50 1 1 I +X ~ 6 0 500 100 L 50 50 1 1 I +X ~ 7 0 600 100 L 50 50 1 1 I +X ~ 8 0 700 100 L 50 50 1 1 I +X ~ 9 0 400 100 L 50 50 1 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_MC4044 +# +DEF KU-schematics-library_MC4044 U 0 40 Y Y 4 F N +F0 "U" -70 6 39 H V C CNN +F1 "KU-schematics-library_MC4044" 100 -100 28 H V C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +C 116 1 16 3 1 10 N +T 0 0 -50 31 0 1 1 DETECT Normal 0 C C +T 0 0 50 31 0 1 1 PHASE Normal 0 C C +T 0 0 50 31 0 2 1 CHARGE Normal 0 C C +T 0 0 -50 31 0 2 1 PUMP Normal 0 C C +T 0 0 -50 31 0 4 1 DETECT Normal 0 C C +T 0 0 50 31 0 4 1 PHASE Normal 0 C C +S -100 150 100 -150 1 1 12 N +S -100 150 100 -150 2 1 12 N +S -100 150 100 -150 4 1 12 N +P 5 3 1 10 -100 100 -100 0 -100 -100 100 0 -100 100 N +X ~ 1 -200 100 100 R 50 50 1 1 I +X ~ 13 200 100 100 L 50 50 1 1 I +X ~ 2 200 -100 100 L 50 50 1 1 I +X ~ 3 -200 -100 100 R 50 50 1 1 I +X ~ 10 200 -100 100 L 50 50 2 1 I +X ~ 11 -200 -100 100 R 50 50 2 1 I +X ~ 4 -200 100 100 R 50 50 2 1 I +X ~ 5 200 100 100 L 50 50 2 1 I +X ~ 14 0 150 100 D 30 50 3 1 W +X ~ 7 0 -150 100 U 30 50 3 1 W +X ~ 8 200 0 67 L 30 50 3 1 O +X ~ 9 -200 0 100 R 30 50 3 1 I +X ~ 12 200 100 100 L 50 50 4 1 I +X ~ 6 200 -100 100 L 50 50 4 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_MODULATOR_LONGBOARD +# +DEF KU-schematics-library_MODULATOR_LONGBOARD M 0 40 Y Y 1 F N +F0 "M" 0 0 39 H I C CNN +F1 "KU-schematics-library_MODULATOR_LONGBOARD" 0 0 39 H I C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +T 0 200 -100 79 0 0 0 MODULATOR Normal 0 C C +T 0 -50 50 79 0 0 0 RF- Normal 0 C C +S -450 200 850 -300 0 1 12 N +X 9V 1 -550 100 100 R 50 50 1 1 I +X LUM 2 -550 0 100 R 50 50 1 1 I +X CHR 3 -550 -100 100 R 50 50 1 1 I +X AUDIO 4 -550 -200 100 R 50 50 1 1 I +X COMP 5 950 100 100 L 50 50 1 1 I +X LUM 6 950 0 100 L 50 50 1 1 I +X CHR 7 950 -100 100 L 50 50 1 1 I +X PAL/I 8 950 -200 100 L 50 50 1 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_PLA_U17 +# +DEF KU-schematics-library_PLA_U17 U 0 40 Y Y 1 F N +F0 "U" 0 -600 79 H V C CNN +F1 "KU-schematics-library_PLA_U17" 50 -700 39 H V C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +S -300 800 250 -900 0 1 12 N +X FE 1 350 -100 100 L 50 50 1 1 I +X F7 10 350 0 100 L 50 50 1 1 O I +X F6 11 350 100 100 L 50 50 1 1 O I +X F5 12 350 200 100 L 50 50 1 1 O I +X F4 13 350 300 100 L 50 50 1 1 O I +X GND 14 350 -400 100 L 50 50 1 1 W +X F3 15 350 400 100 L 50 50 1 1 O I +X F2 16 350 500 100 L 50 50 1 1 O I +X F1 17 350 600 100 L 50 50 1 1 O I +X F0 18 350 700 100 L 50 50 1 1 O I +X ~OE~ 19 350 -300 100 L 50 50 1 1 I I +X I7 2 -400 0 100 R 50 50 1 1 I +X I15 20 -400 -800 100 R 50 50 1 1 I +X I14 21 -400 -700 100 R 50 50 1 1 I +X I13 22 -400 -600 100 R 50 50 1 1 I I +X I12 23 -400 -500 100 R 50 50 1 1 I I +X I11 24 -400 -400 100 R 50 50 1 1 I +X I10 25 -400 -300 100 R 50 50 1 1 I I +X I9 26 -400 -200 100 R 50 50 1 1 I +X I8 27 -400 -100 100 R 50 50 1 1 I +X VDD 28 350 -200 100 L 50 50 1 1 W +X I6 3 -400 100 100 R 50 50 1 1 I +X I5 4 -400 200 100 R 50 50 1 1 I +X I4 5 -400 300 100 R 50 50 1 1 I I +X I3 6 -400 400 100 R 50 50 1 1 I I +X I2 7 -400 500 100 R 50 50 1 1 I I +X I1 8 -400 600 100 R 50 50 1 1 I I +X I0 9 -400 700 100 R 50 50 1 1 I I +ENDDRAW +ENDDEF +# +# KU-schematics-library_POWER_CON +# +DEF KU-schematics-library_POWER_CON CN 0 40 Y Y 1 F N +F0 "CN" -150 100 50 H V C CNN +F1 "KU-schematics-library_POWER_CON" 0 0 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -750 0 750 -100 0 1 12 N +X ~ 1 650 100 100 D 50 50 1 1 I +X ~ 2 550 100 100 D 50 50 1 1 I +X ~ 3 450 100 100 D 50 50 1 1 I +X ~ 4 350 100 100 D 50 50 1 1 I +X ~ 5 250 100 100 D 50 50 1 1 I +X ~ 6 -250 100 100 D 50 50 1 1 I +X ~ 7 -650 100 100 D 50 50 1 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_R_ARRAY_7WAY_US +# +DEF KU-schematics-library_R_ARRAY_7WAY_US RP 0 40 Y Y 7 F N +F0 "RP" 150 150 50 H V C CNN +F1 "KU-schematics-library_R_ARRAY_7WAY_US" 350 50 50 H I C CNN +F2 "" 0 10 50 H I C CNN +F3 "" 0 10 50 H I C CNN +DRAW +P 2 0 1 0 0 80 0 100 N +P 9 0 1 0 0 80 25 65 -25 40 25 15 -25 -10 25 -35 -25 -60 0 -75 0 -100 N +X ~ 1 0 100 12 D 39 39 0 1 P +X ~ 2 0 -100 12 U 39 39 1 1 P +X ~ 3 0 -100 12 U 39 39 2 1 P +X ~ 4 0 -100 12 U 39 39 3 1 P +X ~ 5 0 -100 12 U 39 39 4 1 P +X ~ 6 0 -100 12 U 39 39 5 1 P +X ~ 7 0 -100 12 U 39 39 6 1 P +X ~ 8 0 -100 12 U 39 39 7 1 P +ENDDRAW +ENDDEF +# +# KU-schematics-library_R_ARRAY_9WAY_US +# +DEF KU-schematics-library_R_ARRAY_9WAY_US RP 0 40 Y Y 9 F N +F0 "RP" 75 50 50 H V C CNN +F1 "KU-schematics-library_R_ARRAY_9WAY_US" 375 125 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +P 2 0 1 0 0 100 0 81 N +P 9 0 1 0 0 80 25 65 -25 40 25 15 -25 -10 25 -35 -25 -60 0 -75 0 -100 N +P 2 1 1 0 0 80 0 100 N +X ~ 1 0 100 15 D 39 39 0 1 P +X ~ 2 0 -100 12 U 39 39 1 1 P +X ~ 3 0 -100 12 U 39 39 2 1 P +X ~ 4 0 -100 12 U 39 39 3 1 P +X ~ 5 0 -100 12 U 39 39 4 1 P +X ~ 6 0 -100 12 U 39 39 5 1 P +X ~ 7 0 -100 12 U 39 39 6 1 P +X ~ 8 0 -100 12 U 39 39 7 1 P +X ~ 9 0 -100 12 U 39 39 8 1 P +X ~ 10 0 -100 12 U 39 39 9 1 P +ENDDRAW +ENDDEF +# +# KU-schematics-library_R_ARRAY_US_4RES +# +DEF KU-schematics-library_R_ARRAY_US_4RES RP 0 40 Y Y 4 F N +F0 "RP" 100 50 39 H V C CNN +F1 "KU-schematics-library_R_ARRAY_US_4RES" 300 -50 39 H V C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +P 2 0 1 0 0 80 0 100 N +P 9 0 1 0 0 80 25 65 -25 40 25 15 -25 -10 25 -35 -25 -60 0 -75 0 -100 N +X ~ 1 0 100 12 D 39 39 1 1 P +X ~ 2 0 -100 0 U 39 39 1 1 I +X ~ 3 0 100 12 D 39 39 2 1 P +X ~ 4 0 -100 0 U 39 39 2 1 P +X ~ 5 0 100 12 D 39 39 3 1 P +X ~ 6 0 -100 0 U 39 39 3 1 P +X ~ 7 0 100 12 D 39 39 4 1 P +X ~ 8 0 -100 0 U 39 39 4 1 P +ENDDRAW +ENDDEF +# +# KU-schematics-library_R_POTMETER_US +# +DEF KU-schematics-library_R_POTMETER_US R 0 40 Y Y 1 F N +F0 "R" 50 50 39 H V L CNN +F1 "KU-schematics-library_R_POTMETER_US" 50 0 39 H V L CNN +F2 "" 0 -150 39 H I C CNN +F3 "" 0 -150 39 H I C CNN +DRAW +P 8 0 1 0 -10 0 -50 10 -50 -10 -10 0 -45 5 -45 -5 -25 0 -40 0 N +P 2 1 1 0 0 -100 0 -85 N +P 2 1 1 0 0 80 0 100 N +P 9 1 1 0 0 80 25 65 -25 40 25 15 -25 -10 25 -35 -25 -60 0 -75 0 -100 N +X ~ 1 0 100 0 D 39 39 1 1 P N +X ~ 2 0 -100 0 U 39 39 1 1 P N +X ~ 3 -50 0 0 R 50 50 1 1 I N +ENDDRAW +ENDDEF +# +# KU-schematics-library_R_US_CUSTOM +# +DEF KU-schematics-library_R_US_CUSTOM R 0 40 Y Y 1 F N +F0 "R" -100 50 50 H V C CNN +F1 "KU-schematics-library_R_US_CUSTOM" 150 -300 50 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +P 2 0 1 0 0 -100 0 -85 N +P 2 1 1 0 0 80 0 100 N +P 9 1 1 0 0 80 25 65 -25 40 25 15 -25 -10 25 -35 -25 -60 0 -75 0 -100 N +X ~ 1 0 100 0 D 39 39 1 1 P N +X ~ 2 0 -100 0 U 39 39 1 1 P N +ENDDRAW +ENDDEF +# +# KU-schematics-library_SERIAL_BUS_CON +# +DEF KU-schematics-library_SERIAL_BUS_CON CN 0 40 Y Y 1 F N +F0 "CN" -350 50 118 V V C CNN +F1 "KU-schematics-library_SERIAL_BUS_CON" 100 -950 118 H I C CNN +F2 "" -50 -600 118 H I C CNN +F3 "" -50 -600 118 H I C CNN +DRAW +S -200 400 -100 -300 0 1 12 N +X ~ 1 0 200 100 L 50 50 1 1 I +X ~ 2 0 -200 100 L 50 50 1 1 I +X ~ 3 0 -100 100 L 50 50 1 1 I +X ~ 4 0 0 100 L 50 50 1 1 I +X ~ 5 0 100 100 L 50 50 1 1 I +X ~ 6 0 300 100 L 50 50 1 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_SID +# +DEF KU-schematics-library_SID U 0 40 Y Y 1 F N +F0 "U" -100 0 39 H V C CNN +F1 "KU-schematics-library_SID" -100 -100 39 H V C CNN +F2 "" -100 0 39 H I C CNN +F3 "" -100 0 39 H I C CNN +DRAW +S -400 1100 400 -1300 0 1 12 N +X CAP1A 1 500 -400 100 L 50 50 1 1 P +X A1 10 -500 -200 100 R 50 50 1 1 I +X A2 11 -500 -100 100 R 50 50 1 1 I +X A3 12 -500 0 100 R 50 50 1 1 I +X A4 13 -500 100 100 R 50 50 1 1 I +X GND 14 0 -1400 100 U 50 50 1 1 W +X D0 15 -500 300 100 R 50 50 1 1 B +X D1 16 -500 400 100 R 50 50 1 1 B +X D2 17 -500 500 100 R 50 50 1 1 B +X D3 18 -500 600 100 R 50 50 1 1 B +X D4 19 -500 700 100 R 50 50 1 1 B +X CAP1B 2 500 -600 100 L 50 50 1 1 P +X D5 20 -500 800 100 R 50 50 1 1 B +X D6 21 -500 900 100 R 50 50 1 1 B +X D7 22 -500 1000 100 R 50 50 1 1 B +X POTY 23 500 -1100 100 L 50 50 1 1 I +X POTX 24 500 -1000 100 L 50 50 1 1 I +X VCC 25 500 600 100 L 50 50 1 1 W +X EXT_IN 26 500 -1200 100 L 50 50 1 1 I +X AUDIO 27 500 0 100 L 50 50 1 1 W +X VDD 28 500 1000 100 L 50 50 1 1 W +X CAP2A 3 500 -700 100 L 50 50 1 1 P +X CAP2B 4 500 -900 100 L 50 50 1 1 P +X ~RES~ 5 -500 -700 100 R 50 50 1 1 I I +X PHI2 6 -500 -600 100 R 50 50 1 1 I +X R/~W~ 7 -500 -500 100 R 50 50 1 1 I +X ~CS~ 8 -500 -800 100 R 50 50 1 1 I I +X A0 9 -500 -300 100 R 50 50 1 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_USER_PORT_CON +# +DEF KU-schematics-library_USER_PORT_CON CN 0 40 Y Y 1 F N +F0 "CN" -300 0 79 V V C CIN +F1 "KU-schematics-library_USER_PORT_CON" -150 50 50 V I C CNN +F2 "" -100 -150 50 H I C CNN +F3 "" -100 -150 50 H I C CNN +DRAW +S -200 1300 -100 -1450 0 1 12 N +X ~ 1 0 -1000 100 L 50 50 1 1 I +X ~ 10 0 -800 100 L 50 50 1 1 I +X ~ 11 0 -900 100 L 50 50 1 1 I +X ~ 12 0 -1100 100 L 50 50 1 1 I +X ~ 2 0 -500 100 L 50 50 1 1 I +X ~ 3 0 -700 100 L 50 50 1 1 I +X ~ 4 0 1200 100 L 50 50 1 1 I +X ~ 5 0 1100 100 L 50 50 1 1 I +X ~ 6 0 800 100 L 50 50 1 1 I +X ~ 7 0 700 100 L 50 50 1 1 I +X ~ 8 0 600 100 L 50 50 1 1 I +X ~ 9 0 1000 100 L 50 50 1 1 I +X ~ A 0 -1200 100 L 50 50 1 1 I +X ~ B 0 -400 100 L 50 50 1 1 I +X ~ C 0 400 100 L 50 50 1 1 I +X ~ D 0 300 100 L 50 50 1 1 I +X ~ E 0 200 100 L 50 50 1 1 I +X ~ F 0 100 100 L 50 50 1 1 I +X ~ H 0 0 100 L 50 50 1 1 I +X ~ J 0 -100 100 L 50 50 1 1 I +X ~ K 0 -200 100 L 50 50 1 1 I +X ~ L 0 -300 100 L 50 50 1 1 I +X ~ M 0 500 100 L 50 50 1 1 I +X ~ N 0 -1300 100 L 50 50 1 1 I +ENDDRAW +ENDDEF +# +# KU-schematics-library_VIC +# +DEF KU-schematics-library_VIC U 0 40 Y Y 1 F N +F0 "U" 0 0 79 H V C CNN +F1 "KU-schematics-library_VIC" 0 -100 79 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -400 2050 400 -2600 0 1 12 N +X D6 1 -500 -300 100 R 50 50 1 1 I +X ~CS~ 10 -500 -2500 100 R 50 50 1 1 I I +X R/~W~ 11 -500 -1700 100 R 50 50 1 1 I +X BA 12 -500 -1500 100 R 50 50 1 1 I +X VDD 13 500 1450 100 L 50 50 1 1 W +X CHROMA 14 500 300 100 L 50 50 1 1 O +X SYNC_LUMA 15 500 400 100 L 50 50 1 1 O +X AEC 16 -500 850 100 R 50 50 1 1 I +X PHI0_OUT 17 -500 -1300 100 R 50 50 1 1 I +X ~RAS~ 18 -500 -1100 100 R 50 50 1 1 I I +X ~CAS~ 19 -500 -1200 100 R 50 50 1 1 I I +X D5 2 -500 -400 100 R 50 50 1 1 I +X GND 20 0 -2700 100 U 50 50 1 1 W +X PHI_COLOR 21 -500 -2300 100 R 50 50 1 1 I +X PHI_IN 22 -500 -2400 100 R 50 50 1 1 I +X A11 23 -500 -1900 100 R 50 50 1 1 I +X A0/A8 24 -500 1050 100 R 50 50 1 1 I +X A1/A9 25 -500 1150 100 R 50 50 1 1 I +X A2/A10 26 -500 1250 100 R 50 50 1 1 I +X A3/A11 27 -500 1350 100 R 50 50 1 1 I +X A4/A12 28 -500 1450 100 R 50 50 1 1 I +X A5/A13 29 -500 1550 100 R 50 50 1 1 I +X D4 3 -500 -500 100 R 50 50 1 1 I +X A6 30 -500 1650 100 R 50 50 1 1 I +X A7 31 -500 1750 100 R 50 50 1 1 I +X A8 32 -500 -2200 100 R 50 50 1 1 I +X A9 33 -500 -2100 100 R 50 50 1 1 I +X A10 34 -500 -2000 100 R 50 50 1 1 I +X D11 35 -500 200 100 R 50 50 1 1 I +X D10 36 -500 100 100 R 50 50 1 1 I +X D9 37 -500 0 100 R 50 50 1 1 I +X D8 38 -500 -100 100 R 50 50 1 1 I +X D7 39 -500 -200 100 R 50 50 1 1 I +X D3 4 -500 -600 100 R 50 50 1 1 I +X VCC 40 500 1950 100 L 50 50 1 1 W +X D2 5 -500 -700 100 R 50 50 1 1 I +X D1 6 -500 -800 100 R 50 50 1 1 I +X D0 7 -500 -900 100 R 50 50 1 1 I +X ~IRQ~ 8 -500 -1400 100 R 50 50 1 1 I I +X LP 9 -500 1950 100 R 50 50 1 1 I +ENDDRAW +ENDDEF +# +# Transistor_BJT_2SC1815 +# +DEF Transistor_BJT_2SC1815 Q 0 0 Y N 1 F N +F0 "Q" 200 75 50 H V L CNN +F1 "Transistor_BJT_2SC1815" 200 0 50 H V L CNN +F2 "Package_TO_SOT_THT:TO-92_Inline" 200 -75 50 H I L CIN +F3 "" 0 0 50 H I L CNN +$FPLIST + TO?92* +$ENDFPLIST +DRAW +C 50 0 111 0 1 10 N +P 2 0 1 0 0 0 20 0 N +P 2 0 1 0 25 25 100 100 N +P 3 0 1 0 25 -25 100 -100 100 -100 N +P 3 0 1 20 25 75 25 -75 25 -75 N +P 5 0 1 0 50 -70 70 -50 90 -90 50 -70 50 -70 F +X E 1 100 -200 100 U 50 50 1 1 P +X C 2 100 200 100 D 50 50 1 1 P +X B 3 -200 0 200 R 50 50 1 1 I +ENDDRAW +ENDDEF +# +# Transistor_BJT_TIP41 +# +DEF Transistor_BJT_TIP41 Q 0 0 Y N 1 F N +F0 "Q" 250 75 50 H V L CNN +F1 "Transistor_BJT_TIP41" 250 0 50 H V L CNN +F2 "Package_TO_SOT_THT:TO-220-3_Vertical" 250 -75 50 H I L CIN +F3 "" 0 0 50 H I L CNN +ALIAS BD909 TIP41A TIP41B TIP41C TIP41 +$FPLIST + TO?220* +$ENDFPLIST +DRAW +C 50 0 111 0 1 10 N +P 2 0 1 0 25 25 100 100 N +P 3 0 1 0 25 -25 100 -100 100 -100 N +P 3 0 1 20 25 75 25 -75 25 -75 N +P 5 0 1 0 50 -70 70 -50 90 -90 50 -70 50 -70 F +X B 1 -200 0 225 R 50 50 1 1 I +X C 2 100 200 100 D 50 50 1 1 P +X E 3 100 -200 100 U 50 50 1 1 P +ENDDRAW +ENDDEF +# +# power_+12V +# +DEF power_+12V #PWR 0 0 Y Y 1 F P +F0 "#PWR" 0 -150 50 H I C CNN +F1 "power_+12V" 0 140 50 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +P 2 0 1 0 -30 50 0 100 N +P 2 0 1 0 0 0 0 100 N +P 2 0 1 0 0 100 30 50 N +X +12V 1 0 0 0 U 50 50 1 1 W N +ENDDRAW +ENDDEF +# +# power_+5V +# +DEF power_+5V #PWR 0 0 Y Y 1 F P +F0 "#PWR" 0 -150 50 H I C CNN +F1 "power_+5V" 0 140 50 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +P 2 0 1 0 -30 50 0 100 N +P 2 0 1 0 0 0 0 100 N +P 2 0 1 0 0 100 30 50 N +X +5V 1 0 0 0 U 50 50 1 1 W N +ENDDRAW +ENDDEF +# +#End Library diff --git a/250407_-rescue.dcm b/250407_-rescue.dcm new file mode 100644 index 0000000..5f3ed79 --- /dev/null +++ b/250407_-rescue.dcm @@ -0,0 +1,3 @@ +EESchema-DOCLIB Version 2.0 +# +#End Doc Library diff --git a/250407_.kicad_pcb b/250407_.kicad_pcb new file mode 100644 index 0000000..8f9c713 --- /dev/null +++ b/250407_.kicad_pcb @@ -0,0 +1,21024 @@ +(kicad_pcb (version 20171130) (host pcbnew 5.1.5+dfsg1-2build2) + + (general + (thickness 1.6) + (drawings 3358) + (tracks 7126) + (zones 0) + (modules 227) + (nets 250) + ) + + (page A3) + (title_block + (title "C64 250407 PCB Replica") + (date 2021-06-19) + (rev 1.1) + (comment 1 "by BWACK") + (comment 2 "with help from Der Alte Bastler") + ) + + (layers + (0 F.Cu signal) + (31 B.Cu signal) + (32 B.Adhes user) + (33 F.Adhes user) + (34 B.Paste user) + (35 F.Paste user) + (36 B.SilkS user) + (37 F.SilkS user) + (38 B.Mask user) + (39 F.Mask user) + (40 Dwgs.User user) + (41 Cmts.User user) + (42 Eco1.User user) + (43 Eco2.User user) + (44 Edge.Cuts user) + (45 Margin user hide) + (46 B.CrtYd user hide) + (47 F.CrtYd user hide) + ) + + (setup + (last_trace_width 0.25) + (user_trace_width 1.2) + (trace_clearance 0.25) + (zone_clearance 0) + (zone_45_only no) + (trace_min 0.25) + (via_size 0.8) + (via_drill 0.4) + (via_min_size 0.4) + (via_min_drill 0.3) + (uvia_size 0.3) + (uvia_drill 0.1) + (uvias_allowed no) + (uvia_min_size 0.2) + (uvia_min_drill 0.1) + (edge_width 0.05) + (segment_width 0.2) + (pcb_text_width 0.3) + (pcb_text_size 1.5 1.5) + (mod_edge_width 0.12) + (mod_text_size 1 1) + (mod_text_width 0.15) + (pad_size 1.6 1.8) + (pad_drill 1.1) + (pad_to_mask_clearance 0.051) + (solder_mask_min_width 0.25) + (aux_axis_origin 0 0) + (visible_elements 7FFFFFFF) + (pcbplotparams + (layerselection 0x010f0_ffffffff) + (usegerberextensions false) + (usegerberattributes false) + (usegerberadvancedattributes false) + (creategerberjobfile false) + (excludeedgelayer true) + (linewidth 0.100000) + (plotframeref false) + (viasonmask false) + (mode 1) + (useauxorigin false) + (hpglpennumber 1) + (hpglpenspeed 20) + (hpglpendiameter 15.000000) + (psnegative false) + (psa4output false) + (plotreference true) + (plotvalue true) + (plotinvisibletext false) + (padsonsilk false) + (subtractmaskfromsilk false) + (outputformat 1) + (mirror false) + (drillshape 0) + (scaleselection 1) + (outputdirectory "gerbers")) + ) + + (net 0 "") + (net 1 /PA2) + (net 2 /PB7) + (net 3 /PB6) + (net 4 /PB5) + (net 5 /PB4) + (net 6 /PB3) + (net 7 /PB2) + (net 8 /PB1) + (net 9 /PB0) + (net 10 /~FLAG2~) + (net 11 /~PC2~) + (net 12 /SP2) + (net 13 /CNT2) + (net 14 /SP1) + (net 15 /CNT1) + (net 16 +5V) + (net 17 /CASS_MOTOR) + (net 18 /CASS_RD) + (net 19 /CASS_WRT) + (net 20 /CASS_WRT') + (net 21 Earth) + (net 22 /9VAC~~) + (net 23 /'9VAC~~) + (net 24 /ATN') + (net 25 ~RESET~) + (net 26 /5V_FB3) + (net 27 "Net-(C10-Pad2)") + (net 28 "Net-(C10-Pad1)") + (net 29 "Net-(C11-Pad2)") + (net 30 "Net-(C11-Pad1)") + (net 31 /250407_sheet2/AUDIO_IN) + (net 32 "Net-(C12-Pad1)") + (net 33 /250407_sheet2/AUDIO_OUT) + (net 34 "Net-(C13-Pad1)") + (net 35 +9V_UNREG) + (net 36 "Net-(C18-Pad2)") + (net 37 /9VAC) + (net 38 "Net-(C23-Pad1)") + (net 39 "Net-(C24-Pad1)") + (net 40 DOT_CLOCK) + (net 41 "Net-(C37-Pad1)") + (net 42 /~RESTORE~) + (net 43 /TRIGA) + (net 44 POTX) + (net 45 "Net-(C50-Pad1)") + (net 46 "Net-(C51-Pad1)") + (net 47 +12V) + (net 48 "Net-(C54-Pad1)") + (net 49 /+Vc) + (net 50 "Net-(C101-Pad1)") + (net 51 CAN+5V) + (net 52 "Net-(C70-Pad2)") + (net 53 "Net-(C70-Pad1)") + (net 54 /250407_sheet2/LUMA) + (net 55 /250407_sheet2/CHROMA) + (net 56 "Net-(C83-Pad1)") + (net 57 "Net-(C85-Pad2)") + (net 58 "Net-(C85-Pad1)") + (net 59 "Net-(C86-Pad2)") + (net 60 "Net-(C86-Pad1)") + (net 61 "Net-(C88-Pad1)") + (net 62 "Net-(C90-Pad1)") + (net 63 POTY) + (net 64 "Net-(C97-Pad2)") + (net 65 "Net-(C105-Pad2)") + (net 66 "Net-(C107-Pad1)") + (net 67 "Net-(C108-Pad1)") + (net 68 "Net-(C200-Pad1)") + (net 69 /250407_sheet2/~CAS~) + (net 70 /250407_sheet2/~CASRAM~') + (net 71 /COL7) + (net 72 /COL1) + (net 73 /COL2) + (net 74 /COL3) + (net 75 /BTNB) + (net 76 /COL5) + (net 77 /COL6) + (net 78 /COL0) + (net 79 /JOYA0) + (net 80 /JOYA1) + (net 81 /JOYA2) + (net 82 /ROW7) + (net 83 BTNA\~LP~) + (net 84 /ROW5) + (net 85 /ROW6) + (net 86 /JOYA3) + (net 87 /CASS_SENSE) + (net 88 /DATA) + (net 89 /CLK) + (net 90 /ATN) + (net 91 /250407_sheet2/CHROMA_O) + (net 92 /250407_sheet2/COMP_O) + (net 93 /250407_sheet2/LUMA_O) + (net 94 A0) + (net 95 A1) + (net 96 A2) + (net 97 A3) + (net 98 A4) + (net 99 A5) + (net 100 A6) + (net 101 A7) + (net 102 A8) + (net 103 A9) + (net 104 A10) + (net 105 A11) + (net 106 A12) + (net 107 A13) + (net 108 A14) + (net 109 A15) + (net 110 PHI2) + (net 111 ~NMI~) + (net 112 /250407_sheet2/~RESET'~) + (net 113 /250407_sheet2/~ROMH~) + (net 114 D0) + (net 115 D1) + (net 116 D2) + (net 117 D3) + (net 118 D4) + (net 119 D5) + (net 120 D6) + (net 121 D7) + (net 122 /250407_sheet2/~DMA~) + (net 123 /250407_sheet2/BA) + (net 124 /250407_sheet2/~ROML~) + (net 125 "Net-(CN6-Pad10)") + (net 126 /250407_sheet2/~EXROM~) + (net 127 /250407_sheet2/~GAME~) + (net 128 "Net-(CN6-Pad7)") + (net 129 R\~W~) + (net 130 ~IRQ~) + (net 131 "Net-(CN7-Pad6)") + (net 132 "Net-(CN7-Pad4)") + (net 133 /POTBX) + (net 134 /5V_joyport) + (net 135 /POTBY) + (net 136 /POTAX) + (net 137 /POTAY) + (net 138 /LED+) + (net 139 /GND_LED) + (net 140 /jumper_select) + (net 141 "Net-(FB2-Pad2)") + (net 142 /PH2_FB) + (net 143 /DATA') + (net 144 /CLK') + (net 145 "Net-(FB13-Pad2)") + (net 146 "Net-(FB13-Pad1)") + (net 147 "Net-(FB14-Pad1)") + (net 148 "Net-(FB15-Pad1)") + (net 149 PHI_COLOR) + (net 150 "Net-(FB16-Pad1)") + (net 151 "Net-(FB17-Pad1)") + (net 152 "Net-(FB19-Pad1)") + (net 153 "Net-(FB21-Pad1)") + (net 154 PHI0) + (net 155 "Net-(FB23-Pad1)") + (net 156 "Net-(JP1-Pad1)") + (net 157 "Net-(Q1-Pad1)") + (net 158 "Net-(Q2-Pad3)") + (net 159 "Net-(Q7-Pad1)") + (net 160 "Net-(R16-Pad2)") + (net 161 "Net-(R19-Pad2)") + (net 162 "Net-(R27-Pad2)") + (net 163 "Net-(R27-Pad1)") + (net 164 /250407_sheet2/~AEC~) + (net 165 /60Hz) + (net 166 "Net-(R100-Pad2)") + (net 167 /250407_sheet2/~CASRAM~) + (net 168 ~CHAREN~) + (net 169 ~HIRAM~) + (net 170 ~LORAM~) + (net 171 /250407_sheet2/MA7) + (net 172 /250407_sheet2/VA7) + (net 173 /250407_sheet2/MA5) + (net 174 /250407_sheet2/VA5) + (net 175 /250407_sheet2/MA4) + (net 176 /250407_sheet2/VA4) + (net 177 /250407_sheet2/MA6) + (net 178 /250407_sheet2/VA6) + (net 179 /250407_sheet2/MA1) + (net 180 /250407_sheet2/VA1) + (net 181 /250407_sheet2/MA2) + (net 182 /250407_sheet2/VA2) + (net 183 /250407_sheet2/MA0) + (net 184 /250407_sheet2/VA0) + (net 185 /250407_sheet2/MA3) + (net 186 /250407_sheet2/VA3) + (net 187 ~CIA1~) + (net 188 ~CIA2~) + (net 189 /DATA_OUT) + (net 190 /CLK_OUT) + (net 191 /ATN_OUT) + (net 192 ~VA15~) + (net 193 ~VA14~) + (net 194 /250407_sheet2/~BASIC~) + (net 195 /250407_sheet2/~KERNAL) + (net 196 /250407_sheet2/~CHAROM~) + (net 197 "Net-(U27-Pad11)") + (net 198 "Net-(U16-Pad2)") + (net 199 "Net-(U16-Pad10)") + (net 200 "Net-(U16-Pad3)") + (net 201 "Net-(U16-Pad9)") + (net 202 /250407_sheet2/GR\~W~) + (net 203 CAEC) + (net 204 RDY) + (net 205 "Net-(U20-Pad9)") + (net 206 "Net-(U20-Pad5)") + (net 207 /250407_sheet2/AEC) + (net 208 /250407_sheet2/~RAS~) + (net 209 "Net-(U14-Pad12)") + (net 210 /250407_sheet2/VA6') + (net 211 "Net-(U14-Pad6)") + (net 212 /250407_sheet2/VA7') + (net 213 /250407_sheet2/~CIAS~) + (net 214 /250407_sheet2/~VIC~) + (net 215 /250407_sheet2/~SID~) + (net 216 /250407_sheet2/~I\O~) + (net 217 /250407_sheet2/~COLOR~) + (net 218 "Net-(U29-Pad12)") + (net 219 /F_DIV) + (net 220 "Net-(U29-Pad9)") + (net 221 "Net-(U29-Pad5)") + (net 222 "Net-(U31-Pad12)") + (net 223 "Net-(U32-Pad13)") + (net 224 "Net-(U32-Pad11)") + (net 225 /CASS_PWR) + (net 226 "Net-(C20-Pad1)") + (net 227 "Net-(C21-Pad1)") + (net 228 "Net-(CN5-Pad7)") + (net 229 "Net-(CN5-Pad8)") + (net 230 "Net-(RP4-Pad2)") + (net 231 "Net-(SW1-Pad6)") + (net 232 "Net-(SW1-Pad3)") + (net 233 "Net-(U1-Pad18)") + (net 234 "Net-(U9-Pad1)") + (net 235 "Net-(U10-Pad1)") + (net 236 "Net-(U11-Pad1)") + (net 237 "Net-(U12-Pad1)") + (net 238 "Net-(U17-Pad1)") + (net 239 "Net-(U20-Pad11)") + (net 240 "Net-(U20-Pad3)") + (net 241 "Net-(U21-Pad1)") + (net 242 "Net-(U22-Pad1)") + (net 243 "Net-(U23-Pad1)") + (net 244 "Net-(U24-Pad1)") + (net 245 "Net-(U29-Pad6)") + (net 246 "Net-(U30-Pad3)") + (net 247 "Net-(U30-Pad13)") + (net 248 "Net-(U30-Pad2)") + (net 249 "Net-(U30-Pad7)") + + (net_class Default "This is the default net class." + (clearance 0.25) + (trace_width 0.25) + (via_dia 0.8) + (via_drill 0.4) + (uvia_dia 0.3) + (uvia_drill 0.1) + (diff_pair_width 0.4) + (diff_pair_gap 0.25) + (add_net +12V) + (add_net +5V) + (add_net +9V_UNREG) + (add_net /'9VAC~~) + (add_net /+Vc) + (add_net /250407_sheet2/AEC) + (add_net /250407_sheet2/AUDIO_IN) + (add_net /250407_sheet2/AUDIO_OUT) + (add_net /250407_sheet2/BA) + (add_net /250407_sheet2/CHROMA) + (add_net /250407_sheet2/CHROMA_O) + (add_net /250407_sheet2/COMP_O) + (add_net /250407_sheet2/GR\~W~) + (add_net /250407_sheet2/LUMA) + (add_net /250407_sheet2/LUMA_O) + (add_net /250407_sheet2/MA0) + (add_net /250407_sheet2/MA1) + (add_net /250407_sheet2/MA2) + (add_net /250407_sheet2/MA3) + (add_net /250407_sheet2/MA4) + (add_net /250407_sheet2/MA5) + (add_net /250407_sheet2/MA6) + (add_net /250407_sheet2/MA7) + (add_net /250407_sheet2/VA0) + (add_net /250407_sheet2/VA1) + (add_net /250407_sheet2/VA2) + (add_net /250407_sheet2/VA3) + (add_net /250407_sheet2/VA4) + (add_net /250407_sheet2/VA5) + (add_net /250407_sheet2/VA6) + (add_net /250407_sheet2/VA6') + (add_net /250407_sheet2/VA7) + (add_net /250407_sheet2/VA7') + (add_net /250407_sheet2/~AEC~) + (add_net /250407_sheet2/~BASIC~) + (add_net /250407_sheet2/~CASRAM~) + (add_net /250407_sheet2/~CASRAM~') + (add_net /250407_sheet2/~CAS~) + (add_net /250407_sheet2/~CHAROM~) + (add_net /250407_sheet2/~CIAS~) + (add_net /250407_sheet2/~COLOR~) + (add_net /250407_sheet2/~DMA~) + (add_net /250407_sheet2/~EXROM~) + (add_net /250407_sheet2/~GAME~) + (add_net /250407_sheet2/~I\O~) + (add_net /250407_sheet2/~KERNAL) + (add_net /250407_sheet2/~RAS~) + (add_net /250407_sheet2/~RESET'~) + (add_net /250407_sheet2/~ROMH~) + (add_net /250407_sheet2/~ROML~) + (add_net /250407_sheet2/~SID~) + (add_net /250407_sheet2/~VIC~) + (add_net /5V_FB3) + (add_net /5V_joyport) + (add_net /60Hz) + (add_net /9VAC) + (add_net /9VAC~~) + (add_net /ATN) + (add_net /ATN') + (add_net /ATN_OUT) + (add_net /BTNB) + (add_net /CASS_MOTOR) + (add_net /CASS_PWR) + (add_net /CASS_RD) + (add_net /CASS_SENSE) + (add_net /CASS_WRT) + (add_net /CASS_WRT') + (add_net /CLK) + (add_net /CLK') + (add_net /CLK_OUT) + (add_net /CNT1) + (add_net /CNT2) + (add_net /COL0) + (add_net /COL1) + (add_net /COL2) + (add_net /COL3) + (add_net /COL5) + (add_net /COL6) + (add_net /COL7) + (add_net /DATA) + (add_net /DATA') + (add_net /DATA_OUT) + (add_net /F_DIV) + (add_net /GND_LED) + (add_net /JOYA0) + (add_net /JOYA1) + (add_net /JOYA2) + (add_net /JOYA3) + (add_net /LED+) + (add_net /PA2) + (add_net /PB0) + (add_net /PB1) + (add_net /PB2) + (add_net /PB3) + (add_net /PB4) + (add_net /PB5) + (add_net /PB6) + (add_net /PB7) + (add_net /PH2_FB) + (add_net /POTAX) + (add_net /POTAY) + (add_net /POTBX) + (add_net /POTBY) + (add_net /ROW5) + (add_net /ROW6) + (add_net /ROW7) + (add_net /SP1) + (add_net /SP2) + (add_net /TRIGA) + (add_net /jumper_select) + (add_net /~FLAG2~) + (add_net /~PC2~) + (add_net /~RESTORE~) + (add_net A0) + (add_net A1) + (add_net A10) + (add_net A11) + (add_net A12) + (add_net A13) + (add_net A14) + (add_net A15) + (add_net A2) + (add_net A3) + (add_net A4) + (add_net A5) + (add_net A6) + (add_net A7) + (add_net A8) + (add_net A9) + (add_net BTNA\~LP~) + (add_net CAEC) + (add_net CAN+5V) + (add_net D0) + (add_net D1) + (add_net D2) + (add_net D3) + (add_net D4) + (add_net D5) + (add_net D6) + (add_net D7) + (add_net DOT_CLOCK) + (add_net Earth) + (add_net "Net-(C10-Pad1)") + (add_net "Net-(C10-Pad2)") + (add_net "Net-(C101-Pad1)") + (add_net "Net-(C105-Pad2)") + (add_net "Net-(C107-Pad1)") + (add_net "Net-(C108-Pad1)") + (add_net "Net-(C11-Pad1)") + (add_net "Net-(C11-Pad2)") + (add_net "Net-(C12-Pad1)") + (add_net "Net-(C13-Pad1)") + (add_net "Net-(C18-Pad2)") + (add_net "Net-(C20-Pad1)") + (add_net "Net-(C200-Pad1)") + (add_net "Net-(C21-Pad1)") + (add_net "Net-(C23-Pad1)") + (add_net "Net-(C24-Pad1)") + (add_net "Net-(C37-Pad1)") + (add_net "Net-(C50-Pad1)") + (add_net "Net-(C51-Pad1)") + (add_net "Net-(C54-Pad1)") + (add_net "Net-(C70-Pad1)") + (add_net "Net-(C70-Pad2)") + (add_net "Net-(C83-Pad1)") + (add_net "Net-(C85-Pad1)") + (add_net "Net-(C85-Pad2)") + (add_net "Net-(C86-Pad1)") + (add_net "Net-(C86-Pad2)") + (add_net "Net-(C88-Pad1)") + (add_net "Net-(C90-Pad1)") + (add_net "Net-(C97-Pad2)") + (add_net "Net-(CN5-Pad7)") + (add_net "Net-(CN5-Pad8)") + (add_net "Net-(CN6-Pad10)") + (add_net "Net-(CN6-Pad7)") + (add_net "Net-(CN7-Pad4)") + (add_net "Net-(CN7-Pad6)") + (add_net "Net-(FB13-Pad1)") + (add_net "Net-(FB13-Pad2)") + (add_net "Net-(FB14-Pad1)") + (add_net "Net-(FB15-Pad1)") + (add_net "Net-(FB16-Pad1)") + (add_net "Net-(FB17-Pad1)") + (add_net "Net-(FB19-Pad1)") + (add_net "Net-(FB2-Pad2)") + (add_net "Net-(FB21-Pad1)") + (add_net "Net-(FB23-Pad1)") + (add_net "Net-(JP1-Pad1)") + (add_net "Net-(Q1-Pad1)") + (add_net "Net-(Q2-Pad3)") + (add_net "Net-(Q7-Pad1)") + (add_net "Net-(R100-Pad2)") + (add_net "Net-(R16-Pad2)") + (add_net "Net-(R19-Pad2)") + (add_net "Net-(R27-Pad1)") + (add_net "Net-(R27-Pad2)") + (add_net "Net-(RP4-Pad2)") + (add_net "Net-(SW1-Pad3)") + (add_net "Net-(SW1-Pad6)") + (add_net "Net-(U1-Pad18)") + (add_net "Net-(U10-Pad1)") + (add_net "Net-(U11-Pad1)") + (add_net "Net-(U12-Pad1)") + (add_net "Net-(U14-Pad12)") + (add_net "Net-(U14-Pad6)") + (add_net "Net-(U16-Pad10)") + (add_net "Net-(U16-Pad2)") + (add_net "Net-(U16-Pad3)") + (add_net "Net-(U16-Pad9)") + (add_net "Net-(U17-Pad1)") + (add_net "Net-(U20-Pad11)") + (add_net "Net-(U20-Pad3)") + (add_net "Net-(U20-Pad5)") + (add_net "Net-(U20-Pad9)") + (add_net "Net-(U21-Pad1)") + (add_net "Net-(U22-Pad1)") + (add_net "Net-(U23-Pad1)") + (add_net "Net-(U24-Pad1)") + (add_net "Net-(U27-Pad11)") + (add_net "Net-(U29-Pad12)") + (add_net "Net-(U29-Pad5)") + (add_net "Net-(U29-Pad6)") + (add_net "Net-(U29-Pad9)") + (add_net "Net-(U30-Pad13)") + (add_net "Net-(U30-Pad2)") + (add_net "Net-(U30-Pad3)") + (add_net "Net-(U30-Pad7)") + (add_net "Net-(U31-Pad12)") + (add_net "Net-(U32-Pad11)") + (add_net "Net-(U32-Pad13)") + (add_net "Net-(U9-Pad1)") + (add_net PHI0) + (add_net PHI2) + (add_net PHI_COLOR) + (add_net POTX) + (add_net POTY) + (add_net RDY) + (add_net R\~W~) + (add_net ~CHAREN~) + (add_net ~CIA1~) + (add_net ~CIA2~) + (add_net ~HIRAM~) + (add_net ~IRQ~) + (add_net ~LORAM~) + (add_net ~NMI~) + (add_net ~RESET~) + (add_net ~VA14~) + (add_net ~VA15~) + ) + + (module MountingHole:MountingHole_2.2mm_M2_ISO14580 (layer F.Cu) (tedit 56D1B4CB) (tstamp 60CA0889) + (at 345.4095 203.835) + (descr "Mounting Hole 2.2mm, no annular, M2, ISO14580") + (tags "mounting hole 2.2mm no annular m2 iso14580") + (attr virtual) + (fp_text reference REF** (at 0 -3.25) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value MountingHole_2.2mm_M2_ISO14580 (at 0 3.25) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_circle (center 0 0) (end 2.15 0) (layer F.CrtYd) (width 0.05)) + (fp_circle (center 0 0) (end 1.9 0) (layer Cmts.User) (width 0.15)) + (fp_text user %R (at 0.3 0) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 np_thru_hole circle (at 0 0) (size 2.2 2.2) (drill 2.2) (layers *.Cu *.Mask)) + ) + + (module MountingHole:MountingHole_3.5mm locked (layer F.Cu) (tedit 56D1B4CB) (tstamp 607DEC20) + (at 391.414 59.6265) + (descr "Mounting Hole 3.5mm, no annular") + (tags "mounting hole 3.5mm no annular") + (attr virtual) + (fp_text reference REF** (at 0 -3.25) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value MountingHole_3.5mm (at 0 3.25) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_circle (center 0 0) (end 3.75 0) (layer F.CrtYd) (width 0.05)) + (fp_circle (center 0 0) (end 3.5 0) (layer Cmts.User) (width 0.15)) + (fp_text user %R (at 0.3 0) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 np_thru_hole circle (at 0 0) (size 3.5 3.5) (drill 3.5) (layers *.Cu *.Mask)) + ) + + (module MountingHole:MountingHole_2.7mm_M2.5_ISO7380 (layer F.Cu) (tedit 56D1B4CB) (tstamp 60CCBC8E) + (at 402.604 171.7665) + (descr "Mounting Hole 2.7mm, no annular, M2.5, ISO7380") + (tags "mounting hole 2.7mm no annular m2.5 iso7380") + (attr virtual) + (fp_text reference REF** (at 0 -3.25) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value MountingHole_2.7mm_M2.5_ISO7380 (at 0 3.25) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user %R (at 0.3 0) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_circle (center 0 0) (end 2.25 0) (layer Cmts.User) (width 0.15)) + (fp_circle (center 0 0) (end 2.5 0) (layer F.CrtYd) (width 0.05)) + (pad 1 np_thru_hole circle (at 0 0) (size 2.7 2.7) (drill 2.7) (layers *.Cu *.Mask)) + ) + + (module MountingHole:MountingHole_4.3mm_M4 locked (layer F.Cu) (tedit 607EC081) (tstamp 607187F0) + (at 398.6 59.75) + (descr "Mounting Hole 4.3mm, no annular, M4") + (tags "mounting hole 4.3mm no annular m4") + (attr virtual) + (fp_text reference REF** (at 0 -5.3) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value MountingHole_4.3mm_M4 (at 0 5.3) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user %R (at 0.3 0) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 np_thru_hole circle (at 0 0) (size 4.3 4.3) (drill 4.3) (layers *.Cu *.Mask)) + ) + + (module MountingHole:MountingHole_2.7mm_M2.5_ISO7380 locked (layer F.Cu) (tedit 607EC01A) (tstamp 607DEBC8) + (at 21.59 226.695) + (descr "Mounting Hole 2.7mm, no annular, M2.5, ISO7380") + (tags "mounting hole 2.7mm no annular m2.5 iso7380") + (attr virtual) + (fp_text reference REF** (at -1.85928 -4.6736) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value MountingHole_2.7mm_M2.5_ISO7380 (at 0 3.25) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user %R (at 0.3 0) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 np_thru_hole circle (at 0 0) (size 2.7 2.7) (drill 2.7) (layers *.Cu *.Mask)) + ) + + (module MountingHole:MountingHole_2.7mm_M2.5_ISO7380 (layer F.Cu) (tedit 56D1B4CB) (tstamp 607DEB8A) + (at 226.441 227.0125) + (descr "Mounting Hole 2.7mm, no annular, M2.5, ISO7380") + (tags "mounting hole 2.7mm no annular m2.5 iso7380") + (attr virtual) + (fp_text reference REF** (at 0 -3.25) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value MountingHole_2.7mm_M2.5_ISO7380 (at 0 3.25) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_circle (center 0 0) (end 2.5 0) (layer F.CrtYd) (width 0.05)) + (fp_circle (center 0 0) (end 2.25 0) (layer Cmts.User) (width 0.15)) + (fp_text user %R (at 0.3 0) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 np_thru_hole circle (at 0 0) (size 2.7 2.7) (drill 2.7) (layers *.Cu *.Mask)) + ) + + (module KU-14194HB-RevB-KiCad:VREG_TO-220-3_Horizontal_TabDown (layer F.Cu) (tedit 607C2037) (tstamp 6063AE8B) + (at 326.39 203.835) + (descr "TO-220-3, Horizontal, RM 2.54mm, see https://www.vishay.com/docs/66542/to-220-1.pdf") + (tags "TO-220-3 Horizontal RM 2.54mm") + (path /605D0751) + (fp_text reference VR1 (at 2.54 -20.58) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 7812 (at 2.54 2) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_poly (pts (xy 7.747 -3.7465) (xy -2.667 -3.7465) (xy -2.667 -19.6215) (xy 7.747 -19.6215)) (layer F.Mask) (width 0.1)) + (fp_text user %R (at 2.54 -20.58) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 7.79 -19.71) (end -2.71 -19.71) (layer F.CrtYd) (width 0.05)) + (fp_line (start 7.79 1.25) (end 7.79 -19.71) (layer F.CrtYd) (width 0.05)) + (fp_line (start -2.71 1.25) (end 7.79 1.25) (layer F.CrtYd) (width 0.05)) + (fp_line (start -2.71 -19.71) (end -2.71 1.25) (layer F.CrtYd) (width 0.05)) + (fp_line (start 5.08 -3.69) (end 5.08 -1.15) (layer F.SilkS) (width 0.12)) + (fp_line (start 2.54 -3.69) (end 2.54 -1.15) (layer F.SilkS) (width 0.12)) + (fp_line (start 0 -3.69) (end 0 -1.15) (layer F.SilkS) (width 0.12)) + (fp_line (start 7.66 -19.58) (end 7.66 -3.69) (layer F.SilkS) (width 0.12)) + (fp_line (start -2.58 -19.58) (end -2.58 -3.69) (layer F.SilkS) (width 0.12)) + (fp_line (start -2.58 -19.58) (end 7.66 -19.58) (layer F.SilkS) (width 0.12)) + (fp_line (start -2.58 -3.69) (end 7.66 -3.69) (layer F.SilkS) (width 0.12)) + (fp_line (start 5.08 -3.81) (end 5.08 0) (layer F.Fab) (width 0.1)) + (fp_line (start 2.54 -3.81) (end 2.54 0) (layer F.Fab) (width 0.1)) + (fp_line (start 0 -3.81) (end 0 0) (layer F.Fab) (width 0.1)) + (fp_line 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thru_hole rect (at 0 0) (size 1.905 2) (drill 1.1) (layers *.Cu *.Mask) + (net 61 "Net-(C88-Pad1)")) + (pad 3 thru_hole oval (at 2.54 -16.66) (size 3.8 3.8) (drill 3.5) (layers *.Cu *.Mask) + (net 21 Earth)) + (model ${KISYS3DMOD}/Package_TO_SOT_THT.3dshapes/TO-220-3_Horizontal_TabDown.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:VREG_TO-220-3_Horizontal_TabDown (layer F.Cu) (tedit 607C2037) (tstamp 6063B2E4) + (at 372.11 206.375 90) + (descr "TO-220-3, Horizontal, RM 2.54mm, see https://www.vishay.com/docs/66542/to-220-1.pdf") + (tags "TO-220-3 Horizontal RM 2.54mm") + (path /605D074B) + (fp_text reference VR2 (at 2.54 -20.58 90) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 7805 (at 2.54 2 90) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_poly (pts (xy 7.747 -3.7465) (xy -2.667 -3.7465) (xy -2.667 -19.6215) (xy 7.747 -19.6215)) (layer F.Mask) (width 0.1)) + 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(layer F.Fab) (width 0.1)) + (fp_line (start 2.54 -3.81) (end 2.54 0) (layer F.Fab) (width 0.1)) + (fp_line (start 0 -3.81) (end 0 0) (layer F.Fab) (width 0.1)) + (fp_line (start 7.54 -3.81) (end -2.46 -3.81) (layer F.Fab) (width 0.1)) + (fp_line (start 7.54 -13.06) (end 7.54 -3.81) (layer F.Fab) (width 0.1)) + (fp_line (start -2.46 -13.06) (end 7.54 -13.06) (layer F.Fab) (width 0.1)) + (fp_line (start -2.46 -3.81) (end -2.46 -13.06) (layer F.Fab) (width 0.1)) + (fp_line (start 7.54 -13.06) (end -2.46 -13.06) (layer F.Fab) (width 0.1)) + (fp_line (start 7.54 -19.46) (end 7.54 -13.06) (layer F.Fab) (width 0.1)) + (fp_line (start -2.46 -19.46) (end 7.54 -19.46) (layer F.Fab) (width 0.1)) + (fp_line (start -2.46 -13.06) (end -2.46 -19.46) (layer F.Fab) (width 0.1)) + (fp_circle (center 2.54 -16.66) (end 4.39 -16.66) (layer F.Fab) (width 0.1)) + (pad 3 smd rect (at 2.54 -11.684 90) (size 10.4 16) (layers F.Cu F.Paste F.Mask) + (net 21 Earth)) + (pad 3 thru_hole oval (at 2.54 0 90) (size 1.905 2) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 2 thru_hole oval (at 5.08 0.127 90) (size 1.905 2) (drill 1.1) (layers *.Cu *.Mask) + (net 51 CAN+5V)) + (pad 1 thru_hole rect (at 0 0 90) (size 1.905 2) (drill 1.1) (layers *.Cu *.Mask) + (net 35 +9V_UNREG)) + (pad 3 thru_hole oval (at 2.54 -16.66 90) (size 3.8 3.8) (drill 3.5) (layers *.Cu *.Mask) + (net 21 Earth)) + (model ${KISYS3DMOD}/Package_TO_SOT_THT.3dshapes/TO-220-3_Horizontal_TabDown.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:TO-220-3_Horizontal_TabDown_250407 (layer F.Cu) (tedit 607C1564) (tstamp 607C9DAD) + (at 118.11 76.835) + (descr "TO-220-3, Horizontal, RM 2.54mm, see https://www.vishay.com/docs/66542/to-220-1.pdf") + (tags "TO-220-3 Horizontal RM 2.54mm") + (path /605D0635) + (fp_text reference Q3 (at 5.08 -5.715) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value TP298/2SD880 (at 2.54 2) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_poly (pts (xy 22.733 8.6995) (xy 2.7305 8.6995) (xy 2.7305 -3.6195) (xy 22.6695 -3.6195)) (layer F.Mask) (width 0.1)) + (fp_poly (pts (xy 22.733 8.6995) (xy 2.7305 8.6995) (xy 2.7305 -3.6195) (xy 22.6695 -3.6195)) (layer F.Cu) (width 0.1)) + (fp_line (start 2.1 5.08) (end 4.1 5.08) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.1 0) (end 4.1 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.1 2.54) (end 4.1 2.54) (layer F.SilkS) (width 0.4)) + (fp_line (start 21.84 -3.085) (end 21.84 8.255) (layer F.SilkS) (width 0.4)) + (fp_line (start 4.1 8.255) (end 21.84 8.255) (layer F.SilkS) (width 0.4)) + (fp_line (start 4.1 -3.085) (end 21.84 -3.085) (layer F.SilkS) (width 0.4)) + (fp_line (start 4.1 -3.085) (end 4.1 8.255) (layer F.SilkS) (width 0.4)) + (fp_text user %R (at 20.58 2.54 270) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 19.71 7.79) (end 19.71 -2.71) (layer F.CrtYd) (width 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*.Mask) + (net 21 Earth)) + (pad 3 thru_hole circle (at 0 7.5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask) + (net 21 Earth)) + ) + + (module KU-14194HB-RevB-KiCad:RECTIFIER_TH_P12.7mm (layer F.Cu) (tedit 606AE2AC) (tstamp 60639D33) + (at 360.68 157.48 270) + (path /605D076B) + (fp_text reference CR6 (at 5.3086 2.4384 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value 1N4001 (at 6.35 2.54 90) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 7.874 0) (end 7.366 0) (layer F.SilkS) (width 0.4)) + (fp_poly (pts (xy 7.493 0.889) (xy 5.715 0) (xy 7.493 -0.889)) (layer F.SilkS) (width 0.3)) + (fp_line (start 5.461 0) (end 5.461 0.762) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 0) (end 5.461 -0.762) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 11.43 0) (end 10.16 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 0) (end 1.27 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 1.27) (end 10.16 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 1.27) (end 2.54 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 12.7 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 35 +9V_UNREG)) + (pad 1 thru_hole rect (at 0 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 62 "Net-(C90-Pad1)")) + (model ${KISYS3DMOD}/Diode_THT.3dshapes/D_5W_P12.70mm_Horizontal.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:RECTIFIER_TH_P12.7mm (layer F.Cu) (tedit 606AE2AC) (tstamp 606AF490) + (at 360.68 173.355 270) + (path /605D077A) + (fp_text reference CR5 (at 3.7084 2.3876 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value 1N4001 (at 6.35 2.54 90) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 7.874 0) (end 7.366 0) (layer F.SilkS) (width 0.4)) + (fp_poly (pts (xy 7.493 0.889) (xy 5.715 0) (xy 7.493 -0.889)) (layer F.SilkS) (width 0.3)) + (fp_line (start 5.461 0) (end 5.461 0.762) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 0) (end 5.461 -0.762) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 11.43 0) (end 10.16 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 0) (end 1.27 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 1.27) (end 10.16 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 1.27) (end 2.54 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 12.7 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 62 "Net-(C90-Pad1)")) + (pad 1 thru_hole rect (at 0 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 61 "Net-(C88-Pad1)")) + (model ${KISYS3DMOD}/Diode_THT.3dshapes/D_5W_P12.70mm_Horizontal.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:CAP_ELYT_RADIAL_P5.08mm_SMALL_RING (layer F.Cu) (tedit 606771DE) (tstamp 6063936B) + (at 259.08 154.305 270) + (path /605D0A3E) + (fp_text reference C108 (at -1.905 -3.81 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value 10uF (at 0 1.27 90) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_circle (center 2.54 0) (end 5.715 0) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 5.08 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 1 thru_hole rect (at 0 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 67 "Net-(C108-Pad1)")) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/CP_Radial_D8.0mm_P5.00mm.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:CAP_ELYT_RADIAL_P5.08mm_SMALL_RING (layer F.Cu) (tedit 606771DE) (tstamp 60639359) + (at 278.13 180.975) + (path /605D0A37) + (fp_text reference C107 (at 1.905 5.08) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value 10uF (at 0 1.27) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_circle (center 2.54 0) (end 5.715 0) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 5.08 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 1 thru_hole rect (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 66 "Net-(C107-Pad1)")) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/CP_Radial_D8.0mm_P5.00mm.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:JUMPER_WIRE (layer F.Cu) (tedit 6068D51F) (tstamp 606DEEEB) + (at 260.35 147.955) + (path /60BFDC68) + (fp_text reference E2 (at -1.017 -15.24 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value JUMPER_WIRE_DASHED (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 2 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 140 /jumper_select)) + (pad 1 thru_hole circle (at 0 -12.7) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 49 /+Vc)) + ) + + (module KU-14194HB-RevB-KiCad:JUMPER_WIRE (layer F.Cu) (tedit 6068D51F) (tstamp 606DEEE5) + (at 256.54 147.955) + (path /605D0958) + (fp_text reference E1 (at -1.27 -15.24 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value JUMPER_WIRE (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 2 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 140 /jumper_select)) + (pad 1 thru_hole circle (at 0 -12.7) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + ) + + (module KU-14194HB-RevB-KiCad:CAP_POLY_100V_TH_P5.08_and_P12.07mm (layer F.Cu) (tedit 6068C1B3) (tstamp 60638B96) + (at 341.63 97.155 270) + (path /605D06AC) + (fp_text reference C21 (at 6.985 3.175 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value .22 (at 8.89 2.54 90) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 2 thru_hole circle (at 5.08 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 22 /9VAC~~)) + (pad 2 thru_hole circle (at 12.7 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 22 /9VAC~~)) + (pad 1 thru_hole circle (at 0 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 227 "Net-(C21-Pad1)")) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/C_Rect_L13.0mm_W4.0mm_P10.00mm_FKS3_FKP3_MKS4.wrl + (at (xyz 0 0 0)) + (scale (xyz 1.26 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:CAP_POLY_100V_TH_P5.08_and_P12.07mm (layer F.Cu) (tedit 6068C1B3) (tstamp 60638B87) + (at 372.11 97.155 270) + (path /605D06BC) + (fp_text reference C20 (at 5.08 3.175 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value .22 (at 8.89 2.54 90) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 2 thru_hole circle (at 5.08 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 37 /9VAC)) + (pad 2 thru_hole circle (at 12.7 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 37 /9VAC)) + (pad 1 thru_hole circle (at 0 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 226 "Net-(C20-Pad1)")) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/C_Rect_L13.0mm_W4.0mm_P10.00mm_FKS3_FKP3_MKS4.wrl + (at (xyz 0 0 0)) + (scale (xyz 1.26 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:CAP_P5.08mm (layer F.Cu) (tedit 5FFAFD08) (tstamp 60638FEA) + (at 242.57 206.375 270) + (path /605D0971) + (fp_text reference C67 (at 3.3507 -3.2534 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value .1 (at 2.54 2.54 90) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -1.27 1.27) (end -1.27 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.35 1.27) (end -1.27 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.35 -1.27) (end 6.35 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 -1.27) (end 6.35 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 5.08 0 270) (size 2 2) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 1 thru_hole circle (at 0 0 270) (size 2 2) (drill 1.1) (layers *.Cu *.Mask) + (net 49 /+Vc)) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/C_Disc_D7.5mm_W2.5mm_P5.00mm.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:CAP_ELYT_RADIAL_P5.08mm_SMALL_RING (layer F.Cu) (tedit 606771DE) 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CAN+5V)) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/CP_Radial_D8.0mm_P5.00mm.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:CAP_ELYT_RADIAL_P5.08mm_SMALL_RING (layer F.Cu) (tedit 606771DE) (tstamp 60639242) + (at 209.55 198.755) + (path /604E5F00/60634246) + (fp_text reference C94 (at 2.4486 5.1057) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value 10uF (at 0 1.27) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_circle (center 2.54 0) (end 5.715 0) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 5.08 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 1 thru_hole rect (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 47 +12V)) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/CP_Radial_D8.0mm_P5.00mm.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module 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0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:CAPACITOR_RADIAL_P13.97_L9.9_D3.6 (layer F.Cu) (tedit 6066F387) (tstamp 6063ADC0) + (at 207.222236 109.259248 8) + (path /604E5F00/606569E8) + (fp_text reference C203 (at 7.07601 2.878556 8) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value 82pF (at 6.35 0 8) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 1.905 0) (end 3.175 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.795 0) (end 12.065 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.175 -1.27) (end 10.795 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.795 -1.27) (end 10.795 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.795 1.27) (end 3.175 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.175 1.27) (end 3.175 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 13.97 0 8) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 69 /250407_sheet2/~CAS~)) + (pad 1 thru_hole circle (at 0 0 8) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + ) + + (module KU-14194HB-RevB-KiCad:ZENER_12.7mm (layer F.Cu) (tedit 60665ACB) (tstamp 60639CAB) + (at 102.87 142.875 180) + (path /605D0425) + (fp_text reference CR1 (at 16.51 0) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value IN4371 (at 6.985 -2.413) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 7.874 0) (end 7.366 0) (layer F.SilkS) (width 0.4)) + (fp_poly (pts (xy 7.493 0.889) (xy 5.715 0) (xy 7.493 -0.889)) (layer F.SilkS) (width 0.3)) + (fp_line (start 5.461 0.762) (end 5.08 0.762) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 0) (end 5.461 0.762) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 -0.762) (end 5.842 -0.762) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 0) (end 5.461 -0.762) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 11.43 0) (end 10.16 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 0) (end 1.27 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 1.27) (end 10.16 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 1.27) (end 2.54 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 12.7 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 1 thru_hole rect (at 0 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 68 "Net-(C200-Pad1)")) + (model ${KISYS3DMOD}/Diode_THT.3dshapes/D_DO-35_SOD27_P12.70mm_Horizontal.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:LARGE_ELECTROLYTIC_AXIAL_TH (layer F.Cu) (tedit 6065281D) (tstamp 60638B50) + (at 372.0104 191.135 180) + (path /605D0798) + (fp_text reference C19 (at 0 0.5) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value 2200uF (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 0 45.466) (end 0 46.355) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.509 45.466) (end -8.509 45.466) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.509 2.159) (end 0 2.159) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.509 2.159) (end 8.509 45.466) (layer F.SilkS) (width 0.4)) + (fp_line (start -8.509 2.159) (end -8.509 45.466) (layer F.SilkS) (width 0.4)) + (fp_line (start 0 2.159) (end -8.509 2.159) (layer F.SilkS) (width 0.4)) + (fp_line (start 0 1.27) (end 0 2.159) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 46.355) (end 8.89 46.355) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 48.895) (end 1.27 46.355) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 46.355) (end -1.27 48.895) (layer F.CrtYd) (width 0.12)) + (fp_line (start -8.89 46.355) (end -1.27 46.355) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 1.27) (end -8.89 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 -1.27) (end -1.27 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 1.27) (end 8.89 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 -1.27) (end 1.27 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start -8.89 46.355) (end -8.89 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 48.895) (end -1.27 48.895) (layer F.CrtYd) (width 0.12)) + (fp_line (start 8.89 1.27) (end 8.89 46.355) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 -1.27) (end 1.27 -1.27) (layer F.CrtYd) (width 0.12)) + (pad 2 thru_hole circle (at 0 47.62 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 1 thru_hole rect (at 0 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 35 +9V_UNREG)) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/CP_Axial_L30.0mm_D15.0mm_P35.00mm_Horizontal.wrl + (offset (xyz 0 -47.5 0)) + (scale (xyz 1.35 1 1)) + (rotate (xyz 0 0 -90)) + ) + ) + + (module KU-14194HB-RevB-KiCad:LARGE_ELECTROLYTIC_AXIAL_TH (layer F.Cu) (tedit 6065281D) (tstamp 6063915C) + (at 330.2 178.308 180) + (path /605D0787) + (fp_text reference C88 (at -3.683 48.387 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value 1000uF (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 0 45.466) (end 0 46.355) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.509 45.466) (end -8.509 45.466) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.509 2.159) (end 0 2.159) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.509 2.159) (end 8.509 45.466) (layer F.SilkS) (width 0.4)) + (fp_line (start -8.509 2.159) (end -8.509 45.466) (layer F.SilkS) (width 0.4)) + (fp_line (start 0 2.159) (end -8.509 2.159) (layer F.SilkS) (width 0.4)) + (fp_line (start 0 1.27) (end 0 2.159) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 46.355) (end 8.89 46.355) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 48.895) (end 1.27 46.355) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 46.355) (end -1.27 48.895) (layer F.CrtYd) (width 0.12)) + (fp_line (start -8.89 46.355) (end -1.27 46.355) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 1.27) (end -8.89 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 -1.27) (end -1.27 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 1.27) (end 8.89 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 -1.27) (end 1.27 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start -8.89 46.355) (end -8.89 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 48.895) (end -1.27 48.895) (layer F.CrtYd) (width 0.12)) + (fp_line (start 8.89 1.27) (end 8.89 46.355) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 -1.27) (end 1.27 -1.27) (layer F.CrtYd) (width 0.12)) + (pad 2 thru_hole circle (at 0 47.62 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 1 thru_hole rect (at 0 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 61 "Net-(C88-Pad1)")) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/CP_Axial_L30.0mm_D15.0mm_P35.00mm_Horizontal.wrl + (offset (xyz 0 -47.5 0)) + (scale (xyz 1.35 1 1)) + (rotate (xyz 0 0 -90)) + ) + ) + + (module KU-14194HB-RevB-KiCad:LARGE_ELECTROLYTIC_AXIAL_TH (layer F.Cu) (tedit 6065281D) (tstamp 606391C2) + (at 347.98 178.435 180) + (path /605D0771) + (fp_text reference C90 (at -3.81 48.26 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value 470uF (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 0 45.466) (end 0 46.355) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.509 45.466) (end -8.509 45.466) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.509 2.159) (end 0 2.159) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.509 2.159) (end 8.509 45.466) (layer F.SilkS) (width 0.4)) + (fp_line (start -8.509 2.159) (end -8.509 45.466) (layer F.SilkS) (width 0.4)) + (fp_line (start 0 2.159) (end -8.509 2.159) (layer F.SilkS) (width 0.4)) + (fp_line (start 0 1.27) (end 0 2.159) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 46.355) (end 8.89 46.355) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 48.895) (end 1.27 46.355) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 46.355) (end -1.27 48.895) (layer F.CrtYd) (width 0.12)) + (fp_line (start -8.89 46.355) (end -1.27 46.355) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 1.27) (end -8.89 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 -1.27) (end -1.27 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 1.27) (end 8.89 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 -1.27) (end 1.27 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start -8.89 46.355) (end -8.89 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 48.895) (end -1.27 48.895) (layer F.CrtYd) (width 0.12)) + (fp_line (start 8.89 1.27) (end 8.89 46.355) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 -1.27) (end 1.27 -1.27) (layer F.CrtYd) (width 0.12)) + (pad 2 thru_hole circle (at 0 47.62 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 22 /9VAC~~)) + (pad 1 thru_hole rect (at 0 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 62 "Net-(C90-Pad1)")) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/CP_Axial_L30.0mm_D15.0mm_P35.00mm_Horizontal.wrl + (offset (xyz 0 -47.5 0)) + (scale (xyz 1.35 1 1)) + (rotate (xyz 0 0 -90)) + ) + ) + + (module KU-14194HB-RevB-KiCad:JOYPORT_DB9 (layer F.Cu) (tedit 605927FE) (tstamp 6063B32B) + (at 390.652 117.904 90) + (path /605D013F) + (fp_text reference CN8 (at 0 2.84 90) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CONTROL_PORT (at 1.938 5.3594) (layer Dwgs.User) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 15.2273 13.7033) (end -15.1638 13.7033) (layer Dwgs.User) (width 0.1)) + (fp_line (start -1.9633 3.3661) (end 1.2117 3.3661) (layer Dwgs.User) (width 0.1)) + (fp_line (start -1.9633 7.1761) (end -1.9633 3.3661) (layer Dwgs.User) (width 0.1)) + (fp_line (start 1.2117 7.1761) (end -1.9633 7.1761) (layer Dwgs.User) (width 0.1)) + (fp_line (start 1.2117 3.3661) (end 1.2117 7.1761) (layer Dwgs.User) (width 0.1)) + (fp_line (start 0.3505 3.7084) (end 0.922 4.2799) (layer Dwgs.User) (width 0.15)) + (fp_line (start -0.5385 3.7084) (end 0.922 5.1689) (layer Dwgs.User) (width 0.15)) + (fp_line (start -1.4275 3.7084) (end 0.922 6.1214) (layer Dwgs.User) (width 0.15)) + (fp_line (start -1.618 4.7244) (end 0.4775 6.8199) (layer Dwgs.User) (width 0.15)) + (fp_line (start -1.745 5.6769) (end -0.6655 6.6929) (layer Dwgs.User) (width 0.15)) + (fp_line (start -1.5545 6.5024) (end -1.237 6.8199) (layer Dwgs.User) (width 0.15)) + (pad "" np_thru_hole circle (at 12.5 7.5 90) (size 3.3 3.3) (drill 3.3) (layers *.Cu *.Mask)) + (pad "" np_thru_hole circle (at -12.5 7.5 90) (size 3.3 3.3) (drill 3.3) (layers *.Cu *.Mask)) + (pad 9 thru_hole circle (at 4.155 0 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 133 /POTBX)) + (pad 8 thru_hole circle (at 1.385 0 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 7 thru_hole circle (at -1.385 0 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 134 /5V_joyport)) + (pad 6 thru_hole circle (at -4.155 0 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 75 /BTNB)) + (pad 5 thru_hole circle (at 5.54 -2.84 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 135 /POTBY)) + (pad 4 thru_hole circle (at 2.77 -2.84 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 74 /COL3)) + (pad 3 thru_hole circle (at 0 -2.84 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 73 /COL2)) + (pad 2 thru_hole circle (at -2.77 -2.84 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 72 /COL1)) + (pad 1 thru_hole circle (at -5.54 -2.84 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 78 /COL0)) + ) + + (module KU-14194HB-RevB-KiCad:CRYSTAL (layer F.Cu) (tedit 5D751C60) (tstamp 6063AEA7) + (at 290.83 179.705 180) + (path /605D0882) + (fp_text reference Y1 (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value Crystal (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 3 thru_hole circle (at 0 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 2 thru_hole circle (at 0 2.54 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 53 "Net-(C70-Pad1)")) + (pad 1 thru_hole circle (at 0 -2.54 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 222 "Net-(U31-Pad12)")) + (model ${KISYS3DMOD}/Crystal.3dshapes/Crystal_HC49-U_Horizontal_1EP_style1.step + (offset (xyz 0 2.5 0.5)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 90)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP14 (layer F.Cu) (tedit 5FFB008F) (tstamp 6063AECA) + (at 297.18 147.955) + (path /605D09EE) + (fp_text reference U32 (at -5.715 -5.08 90) (layer F.SilkS) + (effects (font (size 1.2 1.2) (thickness 0.2))) + ) + (fp_text value MC4044 (at 0 10.16) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_arc (start 0 -8.89) (end -1.27 -8.89) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -8.89) (end 2.54 -8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -8.89) (end -1.27 -8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 8.89) (end 2.54 8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -8.89) (end 2.54 8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -8.89) (end -2.54 8.89) (layer F.SilkS) (width 0.4)) + (pad 14 thru_hole circle (at 3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 49 /+Vc)) + (pad 13 thru_hole circle (at 3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 223 "Net-(U32-Pad13)")) + (pad 12 thru_hole circle (at 3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 11 thru_hole circle (at 3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 224 "Net-(U32-Pad11)")) + (pad 10 thru_hole circle (at 3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 161 "Net-(R19-Pad2)")) + (pad 9 thru_hole circle (at 3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 159 "Net-(Q7-Pad1)")) + (pad 8 thru_hole circle (at 3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 160 "Net-(R16-Pad2)")) + (pad 7 thru_hole circle (at -3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 6 thru_hole circle (at -3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at -3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 161 "Net-(R19-Pad2)")) + (pad 4 thru_hole circle (at -3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 223 "Net-(U32-Pad13)")) + (pad 3 thru_hole circle (at -3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 154 PHI0)) + (pad 2 thru_hole circle (at -3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 224 "Net-(U32-Pad11)")) + (pad 1 thru_hole rect (at -3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 220 "Net-(U29-Pad9)")) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-14_W7.62mm.wrl + (offset (xyz -3.8 7.6 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP16 (layer F.Cu) (tedit 5FFB015C) (tstamp 6063A7DF) + (at 269.24 174.625) + (path /605D083A) + (fp_text reference U31 (at -5.715 -3.175 90) (layer F.SilkS) + (effects (font (size 1.2 1.2) (thickness 0.2))) + ) + (fp_text value 74LS629N (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -10.16) (end -2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -10.16) (end -1.27 -10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -10.16) (end 2.54 -10.16) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -10.16) (end -1.27 -10.16) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (pad 16 thru_hole circle (at 3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 49 /+Vc)) + (pad 15 thru_hole circle (at 3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 66 "Net-(C107-Pad1)")) + (pad 8 thru_hole circle (at -3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 3 thru_hole circle (at -3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 4 thru_hole circle (at -3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 59 "Net-(C86-Pad2)")) + (pad 13 thru_hole circle (at 3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 52 "Net-(C70-Pad2)")) + (pad 2 thru_hole circle (at -3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 160 "Net-(R16-Pad2)")) + (pad 5 thru_hole circle (at -3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 60 "Net-(C86-Pad1)")) + (pad 9 thru_hole circle (at 3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 12 thru_hole circle (at 3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 222 "Net-(U31-Pad12)")) + (pad 1 thru_hole rect (at -3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 67 "Net-(C108-Pad1)")) + (pad 10 thru_hole circle (at 3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 150 "Net-(FB16-Pad1)")) + (pad 7 thru_hole circle (at -3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 151 "Net-(FB17-Pad1)")) + (pad 14 thru_hole circle (at 3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 6 thru_hole circle (at -3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 11 thru_hole circle (at 3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-16_W7.62mm.step + (offset (xyz -4 9 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP16 (layer F.Cu) (tedit 5FFB015C) (tstamp 60644082) + (at 283.21 149.225) + (path /605D0A03) + (fp_text reference U30 (at -5.715 -8.255 90) (layer F.SilkS) + (effects (font (size 1.2 1.2) (thickness 0.2))) + ) + (fp_text value 74LS193 (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -10.16) (end -2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -10.16) (end -1.27 -10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -10.16) (end 2.54 -10.16) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -10.16) (end -1.27 -10.16) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (pad 16 thru_hole circle (at 3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 49 /+Vc)) + (pad 15 thru_hole circle (at 3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 49 /+Vc)) + (pad 8 thru_hole circle (at -3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 3 thru_hole circle (at -3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 246 "Net-(U30-Pad3)")) + (pad 4 thru_hole circle (at -3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 49 /+Vc)) + (pad 13 thru_hole circle (at 3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 247 "Net-(U30-Pad13)")) + (pad 2 thru_hole circle (at -3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 248 "Net-(U30-Pad2)")) + (pad 5 thru_hole circle (at -3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 149 PHI_COLOR)) + (pad 9 thru_hole circle (at 3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 221 "Net-(U29-Pad5)")) + (pad 12 thru_hole circle (at 3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 56 "Net-(C83-Pad1)")) + (pad 1 thru_hole rect (at -3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 140 /jumper_select)) + (pad 10 thru_hole circle (at 3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 140 /jumper_select)) + (pad 7 thru_hole circle (at -3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 249 "Net-(U30-Pad7)")) + (pad 14 thru_hole circle (at 3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 6 thru_hole circle (at -3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 219 /F_DIV)) + (pad 11 thru_hole circle (at 3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 56 "Net-(C83-Pad1)")) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-16_W7.62mm.step + (offset (xyz -4 9 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP14 (layer F.Cu) (tedit 5FFB008F) (tstamp 6063AA17) + (at 269.24 147.955) + (path /605D0930) + (fp_text reference U29 (at -5.715 -6.985 90) (layer F.SilkS) + (effects (font (size 1.2 1.2) (thickness 0.2))) + ) + (fp_text value 74LS74 (at 0 10.16) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_arc (start 0 -8.89) (end -1.27 -8.89) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -8.89) (end 2.54 -8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -8.89) (end -1.27 -8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 8.89) (end 2.54 8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -8.89) (end 2.54 8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -8.89) (end -2.54 8.89) (layer F.SilkS) (width 0.4)) + (pad 14 thru_hole circle (at 3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 49 /+Vc)) + (pad 13 thru_hole circle (at 3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 49 /+Vc)) + (pad 12 thru_hole circle (at 3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 218 "Net-(U29-Pad12)")) + (pad 11 thru_hole circle (at 3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 219 /F_DIV)) + (pad 10 thru_hole circle (at 3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 49 /+Vc)) + (pad 9 thru_hole circle (at 3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 220 "Net-(U29-Pad9)")) + (pad 8 thru_hole circle (at 3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 218 "Net-(U29-Pad12)")) + (pad 7 thru_hole circle (at -3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 6 thru_hole circle (at -3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 245 "Net-(U29-Pad6)")) + (pad 5 thru_hole circle (at -3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 221 "Net-(U29-Pad5)")) + (pad 4 thru_hole circle (at -3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 140 /jumper_select)) + (pad 3 thru_hole circle (at -3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 2 thru_hole circle (at -3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 1 thru_hole rect (at -3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-14_W7.62mm.wrl + (offset (xyz -3.8 7.6 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP14 (layer F.Cu) (tedit 5FFB008F) (tstamp 60643E16) + (at 177.8 201.295) + (path /605D023D) + (fp_text reference U28 (at -6.35 -0.635 90) (layer F.SilkS) + (effects (font (size 1.2 1.2) (thickness 0.2))) + ) + (fp_text value 4066_U28 (at 0 10.16) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_arc (start 0 -8.89) (end -1.27 -8.89) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -8.89) (end 2.54 -8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -8.89) (end -1.27 -8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 8.89) (end 2.54 8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -8.89) (end 2.54 8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -8.89) (end -2.54 8.89) (layer F.SilkS) (width 0.4)) + (pad 14 thru_hole circle (at 3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 13 thru_hole circle (at 3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 71 /COL7)) + (pad 12 thru_hole circle (at 3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 77 /COL6)) + (pad 11 thru_hole circle (at 3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 137 /POTAY)) + (pad 10 thru_hole circle (at 3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 63 POTY)) + (pad 9 thru_hole circle (at 3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 44 POTX)) + (pad 8 thru_hole circle (at 3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 136 /POTAX)) + (pad 7 thru_hole circle (at -3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 6 thru_hole circle (at -3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 77 /COL6)) + (pad 5 thru_hole circle (at -3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 71 /COL7)) + (pad 4 thru_hole circle (at -3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 135 /POTBY)) + (pad 3 thru_hole circle (at -3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 63 POTY)) + (pad 2 thru_hole circle (at -3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 44 POTX)) + (pad 1 thru_hole rect (at -3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 133 /POTBX)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-14_W7.62mm.wrl + (offset (xyz -3.8 7.6 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP14 (layer F.Cu) (tedit 5FFB008F) (tstamp 6063A666) + (at 147.32 163.195) + (path /605D0438) + (fp_text reference U27 (at -0.034999 0.2125) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 7408_U27 (at 0 10.16) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_arc (start 0 -8.89) (end -1.27 -8.89) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -8.89) (end 2.54 -8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -8.89) (end -1.27 -8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 8.89) (end 2.54 8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -8.89) (end 2.54 8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -8.89) (end -2.54 8.89) (layer F.SilkS) (width 0.4)) + (pad 14 thru_hole circle (at 3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 13 thru_hole circle (at 3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 217 /250407_sheet2/~COLOR~)) + (pad 12 thru_hole circle (at 3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 207 /250407_sheet2/AEC)) + (pad 11 thru_hole circle (at 3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 197 "Net-(U27-Pad11)")) + (pad 10 thru_hole circle (at 3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 122 /250407_sheet2/~DMA~)) + (pad 9 thru_hole circle (at 3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 123 /250407_sheet2/BA)) + (pad 8 thru_hole circle (at 3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 204 RDY)) + (pad 7 thru_hole circle (at -3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 6 thru_hole circle (at -3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 203 CAEC)) + (pad 5 thru_hole circle (at -3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 122 /250407_sheet2/~DMA~)) + (pad 4 thru_hole circle (at -3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 207 /250407_sheet2/AEC)) + (pad 3 thru_hole circle (at -3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 165 /60Hz)) + (pad 2 thru_hole circle (at -3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 166 "Net-(R100-Pad2)")) + (pad 1 thru_hole rect (at -3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-14_W7.62mm.wrl + (offset (xyz -3.8 7.6 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP20 (layer F.Cu) (tedit 5FFB0272) (tstamp 6063A930) + (at 132.08 197.485) + (path /604E5F00/60633F0C) + (fp_text reference U26 (at -6.35 -5.715 90) (layer F.SilkS) + (effects (font (size 1.2 1.2) (thickness 0.2))) + ) + (fp_text value 74LS373 (at 0 -3.04) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -12.7) (end -2.54 12.7) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -12.7) (end 2.54 12.7) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -12.7) (end -1.27 -12.7) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -12.7) (end 2.54 -12.7) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -12.7) (end -1.27 -12.7) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 12.7) (end 2.54 12.7) (layer F.SilkS) (width 0.4)) + (pad 20 thru_hole circle (at 3.81 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 19 thru_hole circle (at 3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 99 A5)) + (pad 18 thru_hole circle (at 3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 174 /250407_sheet2/VA5)) + (pad 17 thru_hole circle (at 3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 176 /250407_sheet2/VA4)) + (pad 10 thru_hole circle (at -3.81 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 1 thru_hole rect (at -3.81 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 207 /250407_sheet2/AEC)) + (pad 7 thru_hole circle (at -3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 184 /250407_sheet2/VA0)) + (pad 5 thru_hole circle (at -3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 100 A6)) + (pad 6 thru_hole circle (at -3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 94 A0)) + (pad 16 thru_hole circle (at 3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 98 A4)) + (pad 3 thru_hole circle (at -3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 172 /250407_sheet2/VA7)) + (pad 12 thru_hole circle (at 3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 95 A1)) + (pad 4 thru_hole circle (at -3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 178 /250407_sheet2/VA6)) + (pad 9 thru_hole circle (at -3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 96 A2)) + (pad 14 thru_hole circle (at 3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 186 /250407_sheet2/VA3)) + (pad 15 thru_hole circle (at 3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 97 A3)) + (pad 11 thru_hole circle (at 3.81 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 208 /250407_sheet2/~RAS~)) + (pad 8 thru_hole circle (at -3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 182 /250407_sheet2/VA2)) + (pad 13 thru_hole circle (at 3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 180 /250407_sheet2/VA1)) + (pad 2 thru_hole circle (at -3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 101 A7)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-20_W7.62mm.step + (offset (xyz -3.75 11.5 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP16 (layer F.Cu) (tedit 5FFB015C) (tstamp 6063A6AD) + (at 116.967 199.9615) + (path /604E5F00/60633A5A) + (fp_text reference U25 (at -5.842 -8.255 90) (layer F.SilkS) + (effects (font (size 1.2 1.2) (thickness 0.2))) + ) + (fp_text value 74LS257 (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -10.16) (end -2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -10.16) (end -1.27 -10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -10.16) (end 2.54 -10.16) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -10.16) (end -1.27 -10.16) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (pad 16 thru_hole circle (at 3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 15 thru_hole circle (at 3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 164 /250407_sheet2/~AEC~)) + (pad 8 thru_hole circle (at -3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 3 thru_hole circle (at -3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 97 A3)) + (pad 4 thru_hole circle (at -3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 186 /250407_sheet2/VA3)) + (pad 13 thru_hole circle (at 3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 94 A0)) + (pad 2 thru_hole circle (at -3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 105 A11)) + (pad 5 thru_hole circle (at -3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 104 A10)) + (pad 9 thru_hole circle (at 3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 180 /250407_sheet2/VA1)) + (pad 12 thru_hole circle (at 3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 184 /250407_sheet2/VA0)) + (pad 1 thru_hole rect (at -3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 69 /250407_sheet2/~CAS~)) + (pad 10 thru_hole circle (at 3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 95 A1)) + (pad 7 thru_hole circle (at -3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 182 /250407_sheet2/VA2)) + (pad 14 thru_hole circle (at 3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 102 A8)) + (pad 6 thru_hole circle (at -3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 96 A2)) + (pad 11 thru_hole circle (at 3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 103 A9)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-16_W7.62mm.step + (offset (xyz -4 9 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP16 (layer F.Cu) (tedit 5FFB015C) (tstamp 6063B181) + (at 99.06 200.025) + (path /604E5F00/60633F47) + (fp_text reference U24 (at -5.715 -3.81 90) (layer F.SilkS) + (effects (font (size 1.2 1.2) (thickness 0.2))) + ) + (fp_text value 4164-2 (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -10.16) (end -2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -10.16) (end -1.27 -10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -10.16) (end 2.54 -10.16) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -10.16) (end -1.27 -10.16) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (pad 16 thru_hole circle (at 3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 15 thru_hole circle (at 3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 70 /250407_sheet2/~CASRAM~')) + (pad 8 thru_hole circle (at -3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 3 thru_hole circle (at -3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 129 R\~W~)) + (pad 4 thru_hole circle (at -3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 208 /250407_sheet2/~RAS~)) + (pad 13 thru_hole circle (at 3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 177 /250407_sheet2/MA6)) + (pad 2 thru_hole circle (at -3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 120 D6)) + (pad 5 thru_hole circle (at -3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 183 /250407_sheet2/MA0)) + (pad 9 thru_hole circle (at 3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 171 /250407_sheet2/MA7)) + (pad 12 thru_hole circle (at 3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 185 /250407_sheet2/MA3)) + (pad 1 thru_hole rect (at -3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 244 "Net-(U24-Pad1)")) + (pad 10 thru_hole circle (at 3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 173 /250407_sheet2/MA5)) + (pad 7 thru_hole circle (at -3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 179 /250407_sheet2/MA1)) + (pad 14 thru_hole circle (at 3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 120 D6)) + (pad 6 thru_hole circle (at -3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 181 /250407_sheet2/MA2)) + (pad 11 thru_hole circle (at 3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 175 /250407_sheet2/MA4)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-16_W7.62mm.step + (offset (xyz -4 9 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP16 (layer F.Cu) (tedit 5FFB015C) (tstamp 6063A9CE) + (at 85.09 200.025) + (path /604E5F00/60633F7F) + (fp_text reference U23 (at -5.715 -3.81 90) (layer F.SilkS) + (effects (font (size 1.2 1.2) (thickness 0.2))) + ) + (fp_text value 4164-2 (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -10.16) (end -2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -10.16) (end -1.27 -10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -10.16) (end 2.54 -10.16) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -10.16) (end -1.27 -10.16) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (pad 16 thru_hole circle (at 3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 15 thru_hole circle (at 3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 70 /250407_sheet2/~CASRAM~')) + (pad 8 thru_hole circle (at -3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 3 thru_hole circle (at -3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 129 R\~W~)) + (pad 4 thru_hole circle (at -3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 208 /250407_sheet2/~RAS~)) + (pad 13 thru_hole circle (at 3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 177 /250407_sheet2/MA6)) + (pad 2 thru_hole circle (at -3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 118 D4)) + (pad 5 thru_hole circle (at -3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 183 /250407_sheet2/MA0)) + (pad 9 thru_hole circle (at 3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 171 /250407_sheet2/MA7)) + (pad 12 thru_hole circle (at 3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 185 /250407_sheet2/MA3)) + (pad 1 thru_hole rect (at -3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 243 "Net-(U23-Pad1)")) + (pad 10 thru_hole circle (at 3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 173 /250407_sheet2/MA5)) + (pad 7 thru_hole circle (at -3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 179 /250407_sheet2/MA1)) + (pad 14 thru_hole circle (at 3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 118 D4)) + (pad 6 thru_hole circle (at -3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 181 /250407_sheet2/MA2)) + (pad 11 thru_hole circle (at 3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 175 /250407_sheet2/MA4)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-16_W7.62mm.step + (offset (xyz -4 9 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP16 (layer F.Cu) (tedit 5FFB015C) (tstamp 6063A794) + (at 71.12 200.025) + (path /604E5F00/60633FB7) + (fp_text reference U22 (at -5.715 -3.81 90) (layer F.SilkS) + (effects (font (size 1.2 1.2) (thickness 0.2))) + ) + (fp_text value 4164-2 (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -10.16) (end -2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -10.16) (end -1.27 -10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -10.16) (end 2.54 -10.16) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -10.16) (end -1.27 -10.16) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (pad 16 thru_hole circle (at 3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 15 thru_hole circle (at 3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 70 /250407_sheet2/~CASRAM~')) + (pad 8 thru_hole circle (at -3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 3 thru_hole circle (at -3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 129 R\~W~)) + (pad 4 thru_hole circle (at -3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 208 /250407_sheet2/~RAS~)) + (pad 13 thru_hole circle (at 3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 177 /250407_sheet2/MA6)) + (pad 2 thru_hole circle (at -3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 116 D2)) + (pad 5 thru_hole circle (at -3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 183 /250407_sheet2/MA0)) + (pad 9 thru_hole circle (at 3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 171 /250407_sheet2/MA7)) + (pad 12 thru_hole circle (at 3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 185 /250407_sheet2/MA3)) + (pad 1 thru_hole rect (at -3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 242 "Net-(U22-Pad1)")) + (pad 10 thru_hole circle (at 3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 173 /250407_sheet2/MA5)) + (pad 7 thru_hole circle (at -3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 179 /250407_sheet2/MA1)) + (pad 14 thru_hole circle (at 3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 116 D2)) + (pad 6 thru_hole circle (at -3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 181 /250407_sheet2/MA2)) + (pad 11 thru_hole circle (at 3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 175 /250407_sheet2/MA4)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-16_W7.62mm.step + (offset (xyz -4 9 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP16 (layer F.Cu) (tedit 5FFB015C) (tstamp 6063A983) + (at 57.15 200.025) + (path /604E5F00/60633FE9) + (fp_text reference U21 (at -5.715 -4.445 90) (layer F.SilkS) + (effects (font (size 1.2 1.2) (thickness 0.2))) + ) + (fp_text value 4164-2 (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -10.16) (end -2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -10.16) (end -1.27 -10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -10.16) (end 2.54 -10.16) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -10.16) (end -1.27 -10.16) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (pad 16 thru_hole circle (at 3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 15 thru_hole circle (at 3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 70 /250407_sheet2/~CASRAM~')) + (pad 8 thru_hole circle (at -3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 3 thru_hole circle (at -3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 129 R\~W~)) + (pad 4 thru_hole circle (at -3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 208 /250407_sheet2/~RAS~)) + (pad 13 thru_hole circle (at 3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 177 /250407_sheet2/MA6)) + (pad 2 thru_hole circle (at -3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 114 D0)) + (pad 5 thru_hole circle (at -3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 183 /250407_sheet2/MA0)) + (pad 9 thru_hole circle (at 3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 171 /250407_sheet2/MA7)) + (pad 12 thru_hole circle (at 3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 185 /250407_sheet2/MA3)) + (pad 1 thru_hole rect (at -3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 241 "Net-(U21-Pad1)")) + (pad 10 thru_hole circle (at 3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 173 /250407_sheet2/MA5)) + (pad 7 thru_hole circle (at -3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 179 /250407_sheet2/MA1)) + (pad 14 thru_hole circle (at 3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 114 D0)) + (pad 6 thru_hole circle (at -3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 181 /250407_sheet2/MA2)) + (pad 11 thru_hole circle (at 3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 175 /250407_sheet2/MA4)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-16_W7.62mm.step + (offset (xyz -4 9 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP14 (layer F.Cu) (tedit 5FFB008F) (tstamp 6063B0EF) + (at 43.18 201.295) + (path /605D00EE) + (fp_text reference U20 (at -5.588 -5.08 90) (layer F.SilkS) + (effects (font (size 1.2 1.2) (thickness 0.2))) + ) + (fp_text value 556 (at 0 10.16) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_arc (start 0 -8.89) (end -1.27 -8.89) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -8.89) (end 2.54 -8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -8.89) (end -1.27 -8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 8.89) (end 2.54 8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -8.89) (end 2.54 8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -8.89) (end -2.54 8.89) (layer F.SilkS) (width 0.4)) + (pad 14 thru_hole circle (at 3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 13 thru_hole circle (at 3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 39 "Net-(C24-Pad1)")) + (pad 12 thru_hole circle (at 3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 39 "Net-(C24-Pad1)")) + (pad 11 thru_hole circle (at 3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 239 "Net-(U20-Pad11)")) + (pad 10 thru_hole circle (at 3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 9 thru_hole circle (at 3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 205 "Net-(U20-Pad9)")) + (pad 8 thru_hole circle (at 3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 65 "Net-(C105-Pad2)")) + (pad 7 thru_hole circle (at -3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 6 thru_hole circle (at -3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 43 /TRIGA)) + (pad 5 thru_hole circle (at -3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 206 "Net-(U20-Pad5)")) + (pad 4 thru_hole circle (at -3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 3 thru_hole circle (at -3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 240 "Net-(U20-Pad3)")) + (pad 2 thru_hole circle (at -3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 38 "Net-(C23-Pad1)")) + (pad 1 thru_hole rect (at -3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 38 "Net-(C23-Pad1)")) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-14_W7.62mm.wrl + (offset (xyz -3.8 7.6 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP40 (layer F.Cu) (tedit 5FFAFE69) (tstamp 6063A8B1) + (at 245.11 170.815) + (path /604E5F00/60633EE5) + (fp_text reference U19 (at 0 7.62) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value VIC (at 0 4.58) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 10.16 -24.13) (end 1.91 -24.13) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -24.13) (end -1.91 -24.13) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.91 -24.13) (end -10.16 -24.13) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 26.67) (end 10.16 -24.13) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 26.67) (end 10.16 26.67) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 -24.13) (end -10.16 26.67) (layer F.SilkS) (width 0.4)) + (pad 40 thru_hole circle (at 7.62 -22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 50 "Net-(C101-Pad1)")) + (pad 39 thru_hole circle (at 7.62 -20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 121 D7)) + (pad 38 thru_hole circle (at 7.62 -17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 199 "Net-(U16-Pad10)")) + (pad 37 thru_hole circle (at 7.62 -15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 201 "Net-(U16-Pad9)")) + (pad 36 thru_hole circle (at 7.62 -12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 200 "Net-(U16-Pad3)")) + (pad 35 thru_hole circle (at 7.62 -10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 198 "Net-(U16-Pad2)")) + (pad 34 thru_hole circle (at 7.62 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 104 A10)) + (pad 33 thru_hole circle (at 7.62 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 103 A9)) + (pad 32 thru_hole circle (at 7.62 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 102 A8)) + (pad 31 thru_hole circle (at 7.62 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 212 /250407_sheet2/VA7')) + (pad 30 thru_hole circle (at 7.62 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 210 /250407_sheet2/VA6')) + (pad 29 thru_hole circle (at 7.62 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 174 /250407_sheet2/VA5)) + (pad 28 thru_hole circle (at 7.62 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 176 /250407_sheet2/VA4)) + (pad 27 thru_hole circle (at 7.62 10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 186 /250407_sheet2/VA3)) + (pad 26 thru_hole circle (at 7.62 12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 182 /250407_sheet2/VA2)) + (pad 25 thru_hole circle (at 7.62 15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 180 /250407_sheet2/VA1)) + (pad 24 thru_hole circle (at 7.62 17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 184 /250407_sheet2/VA0)) + (pad 23 thru_hole circle (at 7.62 20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 105 A11)) + (pad 22 thru_hole circle (at 7.62 22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 40 DOT_CLOCK)) + (pad 21 thru_hole circle (at 7.62 25.4) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 149 PHI_COLOR)) + (pad 20 thru_hole circle (at -7.62 25.4) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 19 thru_hole circle (at -7.62 22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 69 /250407_sheet2/~CAS~)) + (pad 18 thru_hole circle (at -7.62 20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 208 /250407_sheet2/~RAS~)) + (pad 17 thru_hole circle (at -7.62 17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 155 "Net-(FB23-Pad1)")) + (pad 16 thru_hole circle (at -7.62 15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 207 /250407_sheet2/AEC)) + (pad 15 thru_hole circle (at -7.62 12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 148 "Net-(FB15-Pad1)")) + (pad 14 thru_hole circle (at -7.62 10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 147 "Net-(FB14-Pad1)")) + (pad 13 thru_hole circle (at -7.62 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 48 "Net-(C54-Pad1)")) + (pad 12 thru_hole circle (at -7.62 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 123 /250407_sheet2/BA)) + (pad 11 thru_hole circle (at -7.62 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 129 R\~W~)) + (pad 10 thru_hole circle (at -7.62 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 214 /250407_sheet2/~VIC~)) + (pad 9 thru_hole circle (at -7.62 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 83 BTNA\~LP~)) + (pad 8 thru_hole circle (at -7.62 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 130 ~IRQ~)) + (pad 7 thru_hole circle (at -7.62 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 114 D0)) + (pad 6 thru_hole circle (at -7.62 -10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 115 D1)) + (pad 5 thru_hole circle (at -7.62 -12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 116 D2)) + (pad 4 thru_hole circle (at -7.62 -15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 117 D3)) + (pad 3 thru_hole circle (at -7.62 -17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 118 D4)) + (pad 2 thru_hole circle (at -7.62 -20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 119 D5)) + (pad 1 thru_hole rect (at -7.62 -22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 120 D6)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-40_W15.24mm.step + (offset (xyz -7.5 23 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP28 (layer F.Cu) (tedit 5FFAFFE7) (tstamp 6063A836) + (at 181.61 154.305) + (path /604E5F00/60634390) + (fp_text reference U18 (at 0 -2.04) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 6581 (at 0 -3.81) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 10.16 17.78) (end 10.16 -17.78) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 -17.78) (end -10.16 17.78) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 -17.78) (end 1.91 -17.78) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -17.78) (end -1.91 -17.78) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 17.78) (end 10.16 17.78) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.91 -17.78) (end -10.16 -17.78) (layer F.SilkS) (width 0.4)) + (pad 28 thru_hole circle (at 7.62 -16.51) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 46 "Net-(C51-Pad1)")) + (pad 27 thru_hole circle (at 7.62 -13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 146 "Net-(FB13-Pad1)")) + (pad 26 thru_hole circle (at 7.62 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 32 "Net-(C12-Pad1)")) + (pad 25 thru_hole circle (at 7.62 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 45 "Net-(C50-Pad1)")) + (pad 8 thru_hole circle (at -7.62 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 215 /250407_sheet2/~SID~)) + (pad 7 thru_hole circle (at -7.62 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 129 R\~W~)) + (pad 1 thru_hole rect (at -7.62 -16.51) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 28 "Net-(C10-Pad1)")) + (pad 5 thru_hole circle (at -7.62 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 25 ~RESET~)) + (pad 3 thru_hole circle (at -7.62 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 30 "Net-(C11-Pad1)")) + (pad 18 thru_hole circle (at 7.62 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 117 D3)) + (pad 17 thru_hole circle (at 7.62 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 116 D2)) + (pad 24 thru_hole circle (at 7.62 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 44 POTX)) + (pad 15 thru_hole circle (at 7.62 16.51) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 114 D0)) + (pad 13 thru_hole circle (at -7.62 13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 98 A4)) + (pad 21 thru_hole circle (at 7.62 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 120 D6)) + (pad 22 thru_hole circle (at 7.62 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 121 D7)) + (pad 14 thru_hole circle (at -7.62 16.51) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 6 thru_hole circle (at -7.62 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 110 PHI2)) + (pad 2 thru_hole circle (at -7.62 -13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 27 "Net-(C10-Pad2)")) + (pad 9 thru_hole circle (at -7.62 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 94 A0)) + (pad 4 thru_hole circle (at -7.62 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 29 "Net-(C11-Pad2)")) + (pad 10 thru_hole circle (at -7.62 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 95 A1)) + (pad 11 thru_hole circle (at -7.62 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 96 A2)) + (pad 12 thru_hole circle (at -7.62 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 97 A3)) + (pad 19 thru_hole circle (at 7.62 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 118 D4)) + (pad 23 thru_hole circle (at 7.62 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 63 POTY)) + (pad 20 thru_hole circle (at 7.62 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 119 D5)) + (pad 16 thru_hole circle (at 7.62 13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 115 D1)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-28_W15.24mm.step + (offset (xyz -7.5 16.5 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP28 (layer F.Cu) (tedit 5FFAFFE7) (tstamp 6063B08E) + (at 181.61 100.965) + (path /604E5F00/60633C8D) + (fp_text reference U17 (at 0 -2.04) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value PLA_U17 (at 0 -3.81) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 10.16 17.78) (end 10.16 -17.78) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 -17.78) (end -10.16 17.78) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 -17.78) (end 1.91 -17.78) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -17.78) (end -1.91 -17.78) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 17.78) (end 10.16 17.78) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.91 -17.78) (end -10.16 -17.78) (layer F.SilkS) (width 0.4)) + (pad 28 thru_hole circle (at 7.62 -16.51) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 27 thru_hole circle (at 7.62 -13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 106 A12)) + (pad 26 thru_hole circle (at 7.62 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 123 /250407_sheet2/BA)) + (pad 25 thru_hole circle (at 7.62 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 164 /250407_sheet2/~AEC~)) + (pad 8 thru_hole circle (at -7.62 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 170 ~LORAM~)) + (pad 7 thru_hole circle (at -7.62 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 169 ~HIRAM~)) + (pad 1 thru_hole rect (at -7.62 -16.51) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 238 "Net-(U17-Pad1)")) + (pad 5 thru_hole circle (at -7.62 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 193 ~VA14~)) + (pad 3 thru_hole circle (at -7.62 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 108 A14)) + (pad 18 thru_hole circle (at 7.62 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 167 /250407_sheet2/~CASRAM~)) + (pad 17 thru_hole circle (at 7.62 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 194 /250407_sheet2/~BASIC~)) + (pad 24 thru_hole circle (at 7.62 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 129 R\~W~)) + (pad 15 thru_hole circle (at 7.62 16.51) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 196 /250407_sheet2/~CHAROM~)) + (pad 13 thru_hole circle (at -7.62 13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 202 /250407_sheet2/GR\~W~)) + (pad 21 thru_hole circle (at 7.62 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 174 /250407_sheet2/VA5)) + (pad 22 thru_hole circle (at 7.62 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 127 /250407_sheet2/~GAME~)) + (pad 14 thru_hole circle (at -7.62 16.51) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 6 thru_hole circle (at -7.62 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 168 ~CHAREN~)) + (pad 2 thru_hole circle (at -7.62 -13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 107 A13)) + (pad 9 thru_hole circle (at -7.62 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 69 /250407_sheet2/~CAS~)) + (pad 4 thru_hole circle (at -7.62 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 109 A15)) + (pad 10 thru_hole circle (at -7.62 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 113 /250407_sheet2/~ROMH~)) + (pad 11 thru_hole circle (at -7.62 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 124 /250407_sheet2/~ROML~)) + (pad 12 thru_hole circle (at -7.62 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 216 /250407_sheet2/~I\O~)) + (pad 19 thru_hole circle (at 7.62 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 23 thru_hole circle (at 7.62 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 126 /250407_sheet2/~EXROM~)) + (pad 20 thru_hole circle (at 7.62 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 176 /250407_sheet2/VA4)) + (pad 16 thru_hole circle (at 7.62 13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 195 /250407_sheet2/~KERNAL)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-28_W15.24mm.wrl + (offset (xyz -7.5 16.5 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP14 (layer F.Cu) (tedit 5FFB008F) (tstamp 6063B374) + (at 162.56 201.295) + (path /604E5F00/60633ED5) + (fp_text reference U16 (at -6.35 -4.445 90) (layer F.SilkS) + (effects (font (size 1.2 1.2) (thickness 0.2))) + ) + (fp_text value 4066_U28 (at 0 10.16) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_arc (start 0 -8.89) (end -1.27 -8.89) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -8.89) (end 2.54 -8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -8.89) (end -1.27 -8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 8.89) (end 2.54 8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -8.89) (end 2.54 8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -8.89) (end -2.54 8.89) (layer F.SilkS) (width 0.4)) + (pad 14 thru_hole circle (at 3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 13 thru_hole circle (at 3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 207 /250407_sheet2/AEC)) + (pad 12 thru_hole circle (at 3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 207 /250407_sheet2/AEC)) + (pad 11 thru_hole circle (at 3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 114 D0)) + (pad 10 thru_hole circle (at 3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 199 "Net-(U16-Pad10)")) + (pad 9 thru_hole circle (at 3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 201 "Net-(U16-Pad9)")) + (pad 8 thru_hole circle (at 3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 115 D1)) + (pad 7 thru_hole circle (at -3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 6 thru_hole circle (at -3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 207 /250407_sheet2/AEC)) + (pad 5 thru_hole circle (at -3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 207 /250407_sheet2/AEC)) + (pad 4 thru_hole circle (at -3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 116 D2)) + (pad 3 thru_hole circle (at -3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 200 "Net-(U16-Pad3)")) + (pad 2 thru_hole circle (at -3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 198 "Net-(U16-Pad2)")) + (pad 1 thru_hole rect (at -3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 117 D3)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-14_W7.62mm.wrl + (offset (xyz -3.8 7.6 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP16 (layer F.Cu) (tedit 5FFB015C) (tstamp 6063B136) + (at 132.08 161.925) + (path /604E5F00/60633DD9) + (fp_text reference U15 (at 0 0.5 90) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 74LS139 (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -10.16) (end -2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -10.16) (end -1.27 -10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -10.16) (end 2.54 -10.16) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -10.16) (end -1.27 -10.16) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (pad 16 thru_hole circle (at 3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 15 thru_hole circle (at 3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 213 /250407_sheet2/~CIAS~)) + (pad 8 thru_hole circle (at -3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 3 thru_hole circle (at -3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 105 A11)) + (pad 4 thru_hole circle (at -3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 214 /250407_sheet2/~VIC~)) + (pad 13 thru_hole circle (at 3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 103 A9)) + (pad 2 thru_hole circle (at -3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 104 A10)) + (pad 5 thru_hole circle (at -3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 215 /250407_sheet2/~SID~)) + (pad 9 thru_hole circle (at 3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 125 "Net-(CN6-Pad10)")) + (pad 12 thru_hole circle (at 3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 187 ~CIA1~)) + (pad 1 thru_hole rect (at -3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 216 /250407_sheet2/~I\O~)) + (pad 10 thru_hole circle (at 3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 128 "Net-(CN6-Pad7)")) + (pad 7 thru_hole circle (at -3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 213 /250407_sheet2/~CIAS~)) + (pad 14 thru_hole circle (at 3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 102 A8)) + (pad 6 thru_hole circle (at -3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 217 /250407_sheet2/~COLOR~)) + (pad 11 thru_hole circle (at 3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 188 ~CIA2~)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-16_W7.62mm.step + (offset (xyz -4 9 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP16 (layer F.Cu) (tedit 5FFB015C) (tstamp 6063B25C) + (at 147.32 200.025) + (path /604E5F00/60633EA7) + (fp_text reference U14 (at -6.35 -3.175 90) (layer F.SilkS) + (effects (font (size 1.2 1.2) (thickness 0.2))) + ) + (fp_text value 74LS258 (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -10.16) (end -2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -10.16) (end -1.27 -10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -10.16) (end 2.54 -10.16) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -10.16) (end -1.27 -10.16) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (pad 16 thru_hole circle (at 3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 15 thru_hole circle (at 3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 207 /250407_sheet2/AEC)) + (pad 8 thru_hole circle (at -3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 3 thru_hole circle (at -3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 209 "Net-(U14-Pad12)")) + (pad 4 thru_hole circle (at -3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 178 /250407_sheet2/VA6)) + (pad 13 thru_hole circle (at 3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 210 /250407_sheet2/VA6')) + (pad 2 thru_hole circle (at -3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 193 ~VA14~)) + (pad 5 thru_hole circle (at -3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 192 ~VA15~)) + (pad 9 thru_hole circle (at 3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 211 "Net-(U14-Pad6)")) + (pad 12 thru_hole circle (at 3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 209 "Net-(U14-Pad12)")) + (pad 1 thru_hole rect (at -3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 69 /250407_sheet2/~CAS~)) + (pad 10 thru_hole circle (at 3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 212 /250407_sheet2/VA7')) + (pad 7 thru_hole circle (at -3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 172 /250407_sheet2/VA7)) + (pad 14 thru_hole circle (at 3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 210 /250407_sheet2/VA6')) + (pad 6 thru_hole circle (at -3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 211 "Net-(U14-Pad6)")) + (pad 11 thru_hole circle (at 3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 212 /250407_sheet2/VA7')) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-16_W7.62mm.step + (offset (xyz -4 9 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP16 (layer F.Cu) (tedit 5FFB015C) (tstamp 6063B1CC) + (at 116.84 161.925) + (path /604E5F00/60633B47) + (fp_text reference U13 (at 0 0.5 90) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 74LS257 (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -10.16) (end -2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -10.16) (end -1.27 -10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -10.16) (end 2.54 -10.16) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -10.16) (end -1.27 -10.16) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (pad 16 thru_hole circle (at 3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 15 thru_hole circle (at 3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 164 /250407_sheet2/~AEC~)) + (pad 8 thru_hole circle (at -3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 3 thru_hole circle (at -3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 100 A6)) + (pad 4 thru_hole circle (at -3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 178 /250407_sheet2/VA6)) + (pad 13 thru_hole circle (at 3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 98 A4)) + (pad 2 thru_hole circle (at -3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 108 A14)) + (pad 5 thru_hole circle (at -3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 107 A13)) + (pad 9 thru_hole circle (at 3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 172 /250407_sheet2/VA7)) + (pad 12 thru_hole circle (at 3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 176 /250407_sheet2/VA4)) + (pad 1 thru_hole rect (at -3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 69 /250407_sheet2/~CAS~)) + (pad 10 thru_hole circle (at 3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 101 A7)) + (pad 7 thru_hole circle (at -3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 174 /250407_sheet2/VA5)) + (pad 14 thru_hole circle (at 3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 106 A12)) + (pad 6 thru_hole circle (at -3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 99 A5)) + (pad 11 thru_hole circle (at 3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 109 A15)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-16_W7.62mm.step + (offset (xyz -4 9 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP16 (layer F.Cu) (tedit 5FFB015C) (tstamp 6063B037) + (at 99.06 161.925) + (path /604E5F00/60633ACE) + (fp_text reference U12 (at 0 0.5 90) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 4164-2 (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -10.16) (end -2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -10.16) (end -1.27 -10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -10.16) (end 2.54 -10.16) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -10.16) (end -1.27 -10.16) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (pad 16 thru_hole circle (at 3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 15 thru_hole circle (at 3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 70 /250407_sheet2/~CASRAM~')) + (pad 8 thru_hole circle (at -3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 3 thru_hole circle (at -3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 129 R\~W~)) + (pad 4 thru_hole circle (at -3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 208 /250407_sheet2/~RAS~)) + (pad 13 thru_hole circle (at 3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 177 /250407_sheet2/MA6)) + (pad 2 thru_hole circle (at -3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 121 D7)) + (pad 5 thru_hole circle (at -3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 183 /250407_sheet2/MA0)) + (pad 9 thru_hole circle (at 3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 171 /250407_sheet2/MA7)) + (pad 12 thru_hole circle (at 3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 185 /250407_sheet2/MA3)) + (pad 1 thru_hole rect (at -3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 237 "Net-(U12-Pad1)")) + (pad 10 thru_hole circle (at 3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 173 /250407_sheet2/MA5)) + (pad 7 thru_hole circle (at -3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 179 /250407_sheet2/MA1)) + (pad 14 thru_hole circle (at 3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 121 D7)) + (pad 6 thru_hole circle (at -3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 181 /250407_sheet2/MA2)) + (pad 11 thru_hole circle (at 3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 175 /250407_sheet2/MA4)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-16_W7.62mm.step + (offset (xyz -4 9 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP16 (layer F.Cu) (tedit 5FFB015C) (tstamp 6063AFEC) + (at 85.09 161.925) + (path /604E5F00/60633F63) + (fp_text reference U11 (at 0 0.5 90) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 4164-2 (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -10.16) (end -2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -10.16) (end -1.27 -10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -10.16) (end 2.54 -10.16) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -10.16) (end -1.27 -10.16) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (pad 16 thru_hole circle (at 3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 15 thru_hole circle (at 3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 70 /250407_sheet2/~CASRAM~')) + (pad 8 thru_hole circle (at -3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 3 thru_hole circle (at -3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 129 R\~W~)) + (pad 4 thru_hole circle (at -3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 208 /250407_sheet2/~RAS~)) + (pad 13 thru_hole circle (at 3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 177 /250407_sheet2/MA6)) + (pad 2 thru_hole circle (at -3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 119 D5)) + (pad 5 thru_hole circle (at -3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 183 /250407_sheet2/MA0)) + (pad 9 thru_hole circle (at 3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 171 /250407_sheet2/MA7)) + (pad 12 thru_hole circle (at 3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 185 /250407_sheet2/MA3)) + (pad 1 thru_hole rect (at -3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 236 "Net-(U11-Pad1)")) + (pad 10 thru_hole circle (at 3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 173 /250407_sheet2/MA5)) + (pad 7 thru_hole circle (at -3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 179 /250407_sheet2/MA1)) + (pad 14 thru_hole circle (at 3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 119 D5)) + (pad 6 thru_hole circle (at -3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 181 /250407_sheet2/MA2)) + (pad 11 thru_hole circle (at 3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 175 /250407_sheet2/MA4)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-16_W7.62mm.step + (offset (xyz -4 9 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP16 (layer F.Cu) (tedit 5FFB015C) (tstamp 6063AFA1) + (at 71.12 161.925) + (path /604E5F00/60633F9B) + (fp_text reference U10 (at 0 0.5 90) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 4164-2 (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -10.16) (end -2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -10.16) (end -1.27 -10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -10.16) (end 2.54 -10.16) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -10.16) (end -1.27 -10.16) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (pad 16 thru_hole circle (at 3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 15 thru_hole circle (at 3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 70 /250407_sheet2/~CASRAM~')) + (pad 8 thru_hole circle (at -3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 3 thru_hole circle (at -3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 129 R\~W~)) + (pad 4 thru_hole circle (at -3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 208 /250407_sheet2/~RAS~)) + (pad 13 thru_hole circle (at 3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 177 /250407_sheet2/MA6)) + (pad 2 thru_hole circle (at -3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 117 D3)) + (pad 5 thru_hole circle (at -3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 183 /250407_sheet2/MA0)) + (pad 9 thru_hole circle (at 3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 171 /250407_sheet2/MA7)) + (pad 12 thru_hole circle (at 3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 185 /250407_sheet2/MA3)) + (pad 1 thru_hole rect (at -3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 235 "Net-(U10-Pad1)")) + (pad 10 thru_hole circle (at 3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 173 /250407_sheet2/MA5)) + (pad 7 thru_hole circle (at -3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 179 /250407_sheet2/MA1)) + (pad 14 thru_hole circle (at 3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 117 D3)) + (pad 6 thru_hole circle (at -3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 181 /250407_sheet2/MA2)) + (pad 11 thru_hole circle (at 3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 175 /250407_sheet2/MA4)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-16_W7.62mm.step + (offset (xyz -4 9 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP16 (layer F.Cu) (tedit 5FFB015C) (tstamp 6063AF56) + (at 57.15 161.925) + (path /604E5F00/60634009) + (fp_text reference U9 (at 0 0.5 90) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 4164-2 (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -10.16) (end -2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -10.16) (end -1.27 -10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -10.16) (end 2.54 -10.16) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -10.16) (end -1.27 -10.16) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (pad 16 thru_hole circle (at 3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 15 thru_hole circle (at 3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 70 /250407_sheet2/~CASRAM~')) + (pad 8 thru_hole circle (at -3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 3 thru_hole circle (at -3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 129 R\~W~)) + (pad 4 thru_hole circle (at -3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 208 /250407_sheet2/~RAS~)) + (pad 13 thru_hole circle (at 3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 177 /250407_sheet2/MA6)) + (pad 2 thru_hole circle (at -3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 115 D1)) + (pad 5 thru_hole circle (at -3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 183 /250407_sheet2/MA0)) + (pad 9 thru_hole circle (at 3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 171 /250407_sheet2/MA7)) + (pad 12 thru_hole circle (at 3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 185 /250407_sheet2/MA3)) + (pad 1 thru_hole rect (at -3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 234 "Net-(U9-Pad1)")) + (pad 10 thru_hole circle (at 3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 173 /250407_sheet2/MA5)) + (pad 7 thru_hole circle (at -3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 179 /250407_sheet2/MA1)) + (pad 14 thru_hole circle (at 3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 115 D1)) + (pad 6 thru_hole circle (at -3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 181 /250407_sheet2/MA2)) + (pad 11 thru_hole circle (at 3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 175 /250407_sheet2/MA4)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-16_W7.62mm.step + (offset (xyz -4 9 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP14 (layer F.Cu) (tedit 5FFB008F) (tstamp 6063AF0F) + (at 43.18 163.195) + (path /605D01B6) + (fp_text reference U8 (at -0.409999 0.2175) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 7406N (at 0 10.16) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_arc (start 0 -8.89) (end -1.27 -8.89) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -8.89) (end 2.54 -8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -8.89) (end -1.27 -8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 8.89) (end 2.54 8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -8.89) (end 2.54 8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -8.89) (end -2.54 8.89) (layer F.SilkS) (width 0.4)) + (pad 14 thru_hole circle (at 3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 13 thru_hole circle (at 3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 191 /ATN_OUT)) + (pad 12 thru_hole circle (at 3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 24 /ATN')) + (pad 11 thru_hole circle (at 3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 190 /CLK_OUT)) + (pad 10 thru_hole circle (at 3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 144 /CLK')) + (pad 9 thru_hole circle (at 3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 205 "Net-(U20-Pad9)")) + (pad 8 thru_hole circle (at 3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 25 ~RESET~)) + (pad 7 thru_hole circle (at -3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 6 thru_hole circle (at -3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 111 ~NMI~)) + (pad 5 thru_hole circle (at -3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 206 "Net-(U20-Pad5)")) + (pad 4 thru_hole circle (at -3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 164 /250407_sheet2/~AEC~)) + (pad 3 thru_hole circle (at -3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 207 /250407_sheet2/AEC)) + (pad 2 thru_hole circle (at -3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 143 /DATA')) + (pad 1 thru_hole rect (at -3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 189 /DATA_OUT)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-14_W7.62mm.wrl + (offset (xyz -3.8 7.6 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP40 (layer F.Cu) (tedit 5FFAFE69) (tstamp 6063AE1E) + (at 153.67 107.315) + (path /605D02F0) + (fp_text reference U7 (at 0 7.62) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 6510_MPU (at 0 4.58) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 10.16 -24.13) (end 1.91 -24.13) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -24.13) (end -1.91 -24.13) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.91 -24.13) (end -10.16 -24.13) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 26.67) (end 10.16 -24.13) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 26.67) (end 10.16 26.67) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 -24.13) (end -10.16 26.67) (layer F.SilkS) (width 0.4)) + (pad 40 thru_hole circle (at 7.62 -22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 25 ~RESET~)) + (pad 39 thru_hole circle (at 7.62 -20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 142 /PH2_FB)) + (pad 38 thru_hole circle (at 7.62 -17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 129 R\~W~)) + (pad 37 thru_hole circle (at 7.62 -15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 114 D0)) + (pad 36 thru_hole circle (at 7.62 -12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 115 D1)) + (pad 35 thru_hole circle (at 7.62 -10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 116 D2)) + (pad 34 thru_hole circle (at 7.62 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 117 D3)) + (pad 33 thru_hole circle (at 7.62 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 118 D4)) + (pad 32 thru_hole circle (at 7.62 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 119 D5)) + (pad 31 thru_hole circle (at 7.62 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 120 D6)) + (pad 30 thru_hole circle (at 7.62 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 121 D7)) + (pad 29 thru_hole circle (at 7.62 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 170 ~LORAM~)) + (pad 28 thru_hole circle (at 7.62 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 169 ~HIRAM~)) + (pad 27 thru_hole circle (at 7.62 10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 168 ~CHAREN~)) + (pad 26 thru_hole circle (at 7.62 12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 19 /CASS_WRT)) + (pad 25 thru_hole circle (at 7.62 15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 87 /CASS_SENSE)) + (pad 24 thru_hole circle (at 7.62 17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 17 /CASS_MOTOR)) + (pad 23 thru_hole circle (at 7.62 20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 109 A15)) + (pad 22 thru_hole circle (at 7.62 22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 108 A14)) + (pad 21 thru_hole circle (at 7.62 25.4) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 20 thru_hole circle (at -7.62 25.4) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 107 A13)) + (pad 19 thru_hole circle (at -7.62 22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 106 A12)) + (pad 18 thru_hole circle (at -7.62 20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 105 A11)) + (pad 17 thru_hole circle (at -7.62 17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 104 A10)) + (pad 16 thru_hole circle (at -7.62 15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 103 A9)) + (pad 15 thru_hole circle (at -7.62 12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 102 A8)) + (pad 14 thru_hole circle (at -7.62 10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 101 A7)) + (pad 13 thru_hole circle (at -7.62 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 100 A6)) + (pad 12 thru_hole circle (at -7.62 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 99 A5)) + (pad 11 thru_hole circle (at -7.62 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 98 A4)) + (pad 10 thru_hole circle (at -7.62 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 97 A3)) + (pad 9 thru_hole circle (at -7.62 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 96 A2)) + (pad 8 thru_hole circle (at -7.62 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 95 A1)) + (pad 7 thru_hole circle (at -7.62 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 94 A0)) + (pad 6 thru_hole circle (at -7.62 -10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 5 thru_hole circle (at -7.62 -12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 203 CAEC)) + (pad 4 thru_hole circle (at -7.62 -15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 111 ~NMI~)) + (pad 3 thru_hole circle (at -7.62 -17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 130 ~IRQ~)) + (pad 2 thru_hole circle (at -7.62 -20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 204 RDY)) + (pad 1 thru_hole rect (at -7.62 -22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 154 PHI0)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-40_W15.24mm.step + (offset (xyz -7.5 23 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP18 (layer F.Cu) (tedit 5FFB0290) (tstamp 6063A745) + (at 162.56 160.655) + (path /604E5F00/60633F06) + (fp_text reference U6 (at 0 -3.31) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 2114 (at 0 -4.31) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -11.43) (end -2.54 11.43) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -11.43) (end 2.54 11.43) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -11.43) (end -1.27 -11.43) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -11.43) (end 2.54 -11.43) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -11.43) (end -1.27 -11.43) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 11.43) (end 2.54 11.43) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at -3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 99 A5)) + (pad 8 thru_hole circle (at -3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 197 "Net-(U27-Pad11)")) + (pad 11 thru_hole circle (at 3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 198 "Net-(U16-Pad2)")) + (pad 15 thru_hole circle (at 3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 103 A9)) + (pad 14 thru_hole circle (at 3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 199 "Net-(U16-Pad10)")) + (pad 9 thru_hole circle (at -3.81 10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 4 thru_hole circle (at -3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 97 A3)) + (pad 12 thru_hole circle (at 3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 200 "Net-(U16-Pad3)")) + (pad 3 thru_hole circle (at -3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 98 A4)) + (pad 16 thru_hole circle (at 3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 102 A8)) + (pad 13 thru_hole circle (at 3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 201 "Net-(U16-Pad9)")) + (pad 6 thru_hole circle (at -3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 95 A1)) + (pad 5 thru_hole circle (at -3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 94 A0)) + (pad 7 thru_hole circle (at -3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 96 A2)) + (pad 1 thru_hole rect (at -3.81 -10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 100 A6)) + (pad 10 thru_hole circle (at 3.81 10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 202 /250407_sheet2/GR\~W~)) + (pad 17 thru_hole circle (at 3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 101 A7)) + (pad 18 thru_hole circle (at 3.81 -10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-18_W7.62mm.step + (offset (xyz -3.8 10.2 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP24 (layer F.Cu) (tedit 5FFAFF3E) (tstamp 6063AD75) + (at 130.81 118.745) + (path /604E5F00/60633C41) + (fp_text reference U5 (at 0 1.27) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 2332A (at 0 0) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 10.16 15.24) (end 10.16 -15.24) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 -15.24) (end -10.16 15.24) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 -15.24) (end 1.91 -15.24) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -15.24) (end -1.91 -15.24) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 15.24) (end 10.16 15.24) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.91 -15.24) (end -10.16 -15.24) (layer F.SilkS) (width 0.4)) + (pad 9 thru_hole circle (at -7.62 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 114 D0)) + (pad 2 thru_hole circle (at -7.62 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 100 A6)) + (pad 6 thru_hole circle (at -7.62 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 96 A2)) + (pad 14 thru_hole circle (at 7.62 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 118 D4)) + (pad 22 thru_hole circle (at 7.62 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 103 A9)) + (pad 21 thru_hole circle (at 7.62 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 13 thru_hole circle (at 7.62 13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 117 D3)) + (pad 15 thru_hole circle (at 7.62 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 119 D5)) + (pad 24 thru_hole circle (at 7.62 -13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 17 thru_hole circle (at 7.62 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 121 D7)) + (pad 18 thru_hole circle (at 7.62 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 105 A11)) + (pad 3 thru_hole circle (at -7.62 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 99 A5)) + (pad 5 thru_hole circle (at -7.62 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 97 A3)) + (pad 1 thru_hole rect (at -7.62 -13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 101 A7)) + (pad 7 thru_hole circle (at -7.62 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 95 A1)) + (pad 8 thru_hole circle (at -7.62 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 94 A0)) + (pad 16 thru_hole circle (at 7.62 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 120 D6)) + (pad 20 thru_hole circle (at 7.62 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 196 /250407_sheet2/~CHAROM~)) + (pad 23 thru_hole circle (at 7.62 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 102 A8)) + (pad 19 thru_hole circle (at 7.62 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 104 A10)) + (pad 12 thru_hole circle (at -7.62 13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 11 thru_hole circle (at -7.62 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 116 D2)) + (pad 10 thru_hole circle (at -7.62 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 115 D1)) + (pad 4 thru_hole circle (at -7.62 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 98 A4)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-24_W15.24mm.step + (offset (xyz -7.5 14.5 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP24 (layer F.Cu) (tedit 5FFAFF3E) (tstamp 6063ACD6) + (at 110.49 118.745) + (path /604E5F00/60633B78) + (fp_text reference U4 (at 0 1.27) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 2364A (at 0 0) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 10.16 15.24) (end 10.16 -15.24) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 -15.24) (end -10.16 15.24) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 -15.24) (end 1.91 -15.24) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -15.24) (end -1.91 -15.24) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 15.24) (end 10.16 15.24) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.91 -15.24) (end -10.16 -15.24) (layer F.SilkS) (width 0.4)) + (pad 9 thru_hole circle (at -7.62 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 114 D0)) + (pad 2 thru_hole circle (at -7.62 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 100 A6)) + (pad 6 thru_hole circle (at -7.62 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 96 A2)) + (pad 14 thru_hole circle (at 7.62 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 118 D4)) + (pad 22 thru_hole circle (at 7.62 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 103 A9)) + (pad 21 thru_hole circle (at 7.62 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 106 A12)) + (pad 13 thru_hole circle (at 7.62 13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 117 D3)) + (pad 15 thru_hole circle (at 7.62 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 119 D5)) + (pad 24 thru_hole circle (at 7.62 -13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 17 thru_hole circle (at 7.62 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 121 D7)) + (pad 18 thru_hole circle (at 7.62 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 105 A11)) + (pad 3 thru_hole circle (at -7.62 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 99 A5)) + (pad 5 thru_hole circle (at -7.62 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 97 A3)) + (pad 1 thru_hole rect (at -7.62 -13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 101 A7)) + (pad 7 thru_hole circle (at -7.62 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 95 A1)) + (pad 8 thru_hole circle (at -7.62 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 94 A0)) + (pad 16 thru_hole circle (at 7.62 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 120 D6)) + (pad 20 thru_hole circle (at 7.62 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 195 /250407_sheet2/~KERNAL)) + (pad 23 thru_hole circle (at 7.62 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 102 A8)) + (pad 19 thru_hole circle (at 7.62 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 104 A10)) + (pad 12 thru_hole circle (at -7.62 13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 11 thru_hole circle (at -7.62 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 116 D2)) + (pad 10 thru_hole circle (at -7.62 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 115 D1)) + (pad 4 thru_hole circle (at -7.62 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 98 A4)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-24_W15.24mm.step + (offset (xyz -7.5 14.5 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP24 (layer F.Cu) (tedit 5FFAFF3E) (tstamp 6063AC73) + (at 90.17 118.745) + (path /604E5F00/60633B6E) + (fp_text reference U3 (at 0 1.27) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 2364A (at 0 0) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 10.16 15.24) (end 10.16 -15.24) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 -15.24) (end -10.16 15.24) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 -15.24) (end 1.91 -15.24) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -15.24) (end -1.91 -15.24) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 15.24) (end 10.16 15.24) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.91 -15.24) (end -10.16 -15.24) (layer F.SilkS) (width 0.4)) + (pad 9 thru_hole circle (at -7.62 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 114 D0)) + (pad 2 thru_hole circle (at -7.62 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 100 A6)) + (pad 6 thru_hole circle (at -7.62 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 96 A2)) + (pad 14 thru_hole circle (at 7.62 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 118 D4)) + (pad 22 thru_hole circle (at 7.62 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 103 A9)) + (pad 21 thru_hole circle (at 7.62 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 106 A12)) + (pad 13 thru_hole circle (at 7.62 13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 117 D3)) + (pad 15 thru_hole circle (at 7.62 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 119 D5)) + (pad 24 thru_hole circle (at 7.62 -13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 17 thru_hole circle (at 7.62 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 121 D7)) + (pad 18 thru_hole circle (at 7.62 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 105 A11)) + (pad 3 thru_hole circle (at -7.62 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 99 A5)) + (pad 5 thru_hole circle (at -7.62 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 97 A3)) + (pad 1 thru_hole rect (at -7.62 -13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 101 A7)) + (pad 7 thru_hole circle (at -7.62 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 95 A1)) + (pad 8 thru_hole circle (at -7.62 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 94 A0)) + (pad 16 thru_hole circle (at 7.62 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 120 D6)) + (pad 20 thru_hole circle (at 7.62 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 194 /250407_sheet2/~BASIC~)) + (pad 23 thru_hole circle (at 7.62 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 102 A8)) + (pad 19 thru_hole circle (at 7.62 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 104 A10)) + (pad 12 thru_hole circle (at -7.62 13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 11 thru_hole circle (at -7.62 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 116 D2)) + (pad 10 thru_hole circle (at -7.62 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 115 D1)) + (pad 4 thru_hole circle (at -7.62 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 98 A4)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-24_W15.24mm.step + (offset (xyz -7.5 14.5 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP40 (layer F.Cu) (tedit 5FFAFE69) (tstamp 6063ABF0) + (at 67.31 107.315) + (path /605D01E0) + (fp_text reference U2 (at 0 7.62) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CIA_U2 (at 0 4.58) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 10.16 -24.13) (end 1.91 -24.13) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -24.13) (end -1.91 -24.13) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.91 -24.13) (end -10.16 -24.13) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 26.67) (end 10.16 -24.13) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 26.67) (end 10.16 26.67) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 -24.13) (end -10.16 26.67) (layer F.SilkS) (width 0.4)) + (pad 40 thru_hole circle (at 7.62 -22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 13 /CNT2)) + (pad 39 thru_hole circle (at 7.62 -20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 12 /SP2)) + (pad 38 thru_hole circle (at 7.62 -17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 94 A0)) + (pad 37 thru_hole circle (at 7.62 -15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 95 A1)) + (pad 36 thru_hole circle (at 7.62 -12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 96 A2)) + (pad 35 thru_hole circle (at 7.62 -10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 97 A3)) + (pad 34 thru_hole circle (at 7.62 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 25 ~RESET~)) + (pad 33 thru_hole circle (at 7.62 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 114 D0)) + (pad 32 thru_hole circle (at 7.62 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 115 D1)) + (pad 31 thru_hole circle (at 7.62 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 116 D2)) + (pad 30 thru_hole circle (at 7.62 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 117 D3)) + (pad 29 thru_hole circle (at 7.62 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 118 D4)) + (pad 28 thru_hole circle (at 7.62 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 119 D5)) + (pad 27 thru_hole circle (at 7.62 10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 120 D6)) + (pad 26 thru_hole circle (at 7.62 12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 121 D7)) + (pad 25 thru_hole circle (at 7.62 15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 110 PHI2)) + (pad 24 thru_hole circle (at 7.62 17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 10 /~FLAG2~)) + (pad 23 thru_hole circle (at 7.62 20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 188 ~CIA2~)) + (pad 22 thru_hole circle (at 7.62 22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 129 R\~W~)) + (pad 21 thru_hole circle (at 7.62 25.4) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 111 ~NMI~)) + (pad 20 thru_hole circle (at -7.62 25.4) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 19 thru_hole circle (at -7.62 22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 165 /60Hz)) + (pad 18 thru_hole circle (at -7.62 20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 11 /~PC2~)) + (pad 17 thru_hole circle (at -7.62 17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 2 /PB7)) + (pad 16 thru_hole circle (at -7.62 15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 3 /PB6)) + (pad 15 thru_hole circle (at -7.62 12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 4 /PB5)) + (pad 14 thru_hole circle (at -7.62 10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 5 /PB4)) + (pad 13 thru_hole circle (at -7.62 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 6 /PB3)) + (pad 12 thru_hole circle (at -7.62 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 7 /PB2)) + (pad 11 thru_hole circle (at -7.62 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 8 /PB1)) + (pad 10 thru_hole circle (at -7.62 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 9 /PB0)) + (pad 9 thru_hole circle (at -7.62 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 143 /DATA')) + (pad 8 thru_hole circle (at -7.62 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 144 /CLK')) + (pad 7 thru_hole circle (at -7.62 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 189 /DATA_OUT)) + (pad 6 thru_hole circle (at -7.62 -10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 190 /CLK_OUT)) + (pad 5 thru_hole circle (at -7.62 -12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 191 /ATN_OUT)) + (pad 4 thru_hole circle (at -7.62 -15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 1 /PA2)) + (pad 3 thru_hole circle (at -7.62 -17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 192 ~VA15~)) + (pad 2 thru_hole circle (at -7.62 -20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 193 ~VA14~)) + (pad 1 thru_hole rect (at -7.62 -22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-40_W15.24mm.step + (offset (xyz -7.5 23 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:DIP40 (layer F.Cu) (tedit 5FFAFE69) (tstamp 6063AB5D) + (at 44.45 107.315) + (path /605D0060) + (fp_text reference U1 (at 0 7.62) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CIA_U1 (at 0 4.58) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 10.16 -24.13) (end 1.91 -24.13) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -24.13) (end -1.91 -24.13) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.91 -24.13) (end -10.16 -24.13) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 26.67) (end 10.16 -24.13) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 26.67) (end 10.16 26.67) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 -24.13) (end -10.16 26.67) (layer F.SilkS) (width 0.4)) + (pad 40 thru_hole circle (at 7.62 -22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 15 /CNT1)) + (pad 39 thru_hole circle (at 7.62 -20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 14 /SP1)) + (pad 38 thru_hole circle (at 7.62 -17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 94 A0)) + (pad 37 thru_hole circle (at 7.62 -15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 95 A1)) + (pad 36 thru_hole circle (at 7.62 -12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 96 A2)) + (pad 35 thru_hole circle (at 7.62 -10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 97 A3)) + (pad 34 thru_hole circle (at 7.62 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 25 ~RESET~)) + (pad 33 thru_hole circle (at 7.62 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 114 D0)) + (pad 32 thru_hole circle (at 7.62 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 115 D1)) + (pad 31 thru_hole circle (at 7.62 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 116 D2)) + (pad 30 thru_hole circle (at 7.62 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 117 D3)) + (pad 29 thru_hole circle (at 7.62 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 118 D4)) + (pad 28 thru_hole circle (at 7.62 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 119 D5)) + (pad 27 thru_hole circle (at 7.62 10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 120 D6)) + (pad 26 thru_hole circle (at 7.62 12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 121 D7)) + (pad 25 thru_hole circle (at 7.62 15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 110 PHI2)) + (pad 24 thru_hole circle (at 7.62 17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 18 /CASS_RD)) + (pad 23 thru_hole circle (at 7.62 20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 187 ~CIA1~)) + (pad 22 thru_hole circle (at 7.62 22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 129 R\~W~)) + (pad 21 thru_hole circle (at 7.62 25.4) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 130 ~IRQ~)) + (pad 20 thru_hole circle (at -7.62 25.4) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 19 thru_hole circle (at -7.62 22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 165 /60Hz)) + (pad 18 thru_hole circle (at -7.62 20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 233 "Net-(U1-Pad18)")) + (pad 17 thru_hole circle (at -7.62 17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 82 /ROW7)) + (pad 16 thru_hole circle (at -7.62 15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 85 /ROW6)) + (pad 15 thru_hole circle (at -7.62 12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 84 /ROW5)) + (pad 14 thru_hole circle (at -7.62 10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 83 BTNA\~LP~)) + (pad 13 thru_hole circle (at -7.62 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 86 /JOYA3)) + (pad 12 thru_hole circle (at -7.62 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 81 /JOYA2)) + (pad 11 thru_hole circle (at -7.62 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 80 /JOYA1)) + (pad 10 thru_hole circle (at -7.62 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 79 /JOYA0)) + (pad 9 thru_hole circle (at -7.62 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 71 /COL7)) + (pad 8 thru_hole circle (at -7.62 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 77 /COL6)) + (pad 7 thru_hole circle (at -7.62 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 76 /COL5)) + (pad 6 thru_hole circle (at -7.62 -10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 75 /BTNB)) + (pad 5 thru_hole circle (at -7.62 -12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 74 /COL3)) + (pad 4 thru_hole circle (at -7.62 -15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 73 /COL2)) + (pad 3 thru_hole circle (at -7.62 -17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 72 /COL1)) + (pad 2 thru_hole circle (at -7.62 -20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 78 /COL0)) + (pad 1 thru_hole rect (at -7.62 -22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-40_W15.24mm.step + (offset (xyz -7.5 23 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:POWER_SWITCH (layer F.Cu) (tedit 604DEF18) (tstamp 6063AB0E) + (at 385.191 97.79 90) + (path /605D06EB) + (fp_text reference SW1 (at 0 0.5 90) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value POWER_SWITCH (at 0 -0.5 90) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 7.5946 21.3487) (end -2.6289 21.3487) (layer Dwgs.User) (width 0.1)) + (fp_line (start 7.112 -6.096) (end -2.286 -6.096) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.286 -6.096) (end -2.286 20.32) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.112 -6.096) (end 7.112 20.32) (layer F.SilkS) (width 0.4)) + (pad pe thru_hole rect (at 4.83 16.6 90) (size 3.1 3.1) (drill 2) (layers *.Cu *.Mask)) + (pad pe thru_hole rect (at 0 16.6 90) (size 3.1 3.1) (drill 2) (layers *.Cu *.Mask)) + (pad 6 thru_hole rect (at 4.83 -3.81 90) (size 3.1 3.1) (drill 2) (layers *.Cu *.Mask) + (net 231 "Net-(SW1-Pad6)")) + (pad 5 thru_hole rect (at 4.83 3.81 90) (size 3.1 3.1) (drill 2) (layers *.Cu *.Mask) + (net 132 "Net-(CN7-Pad4)")) + (pad 4 thru_hole rect (at 4.83 0 90) (size 3.1 3.1) (drill 2) (layers *.Cu *.Mask) + (net 64 "Net-(C97-Pad2)")) + (pad 3 thru_hole rect (at 0 -3.81 90) (size 3.1 3.1) (drill 2) (layers *.Cu *.Mask) + (net 232 "Net-(SW1-Pad3)")) + (pad 2 thru_hole rect (at 0 3.81 90) (size 3.1 3.1) (drill 2) (layers *.Cu *.Mask) + (net 131 "Net-(CN7-Pad6)")) + (pad 1 thru_hole rect (at 0 0 90) (size 3.1 3.1) (drill 2) (layers *.Cu *.Mask) + (net 37 /9VAC)) + ) + + (module KU-14194HB-RevB-KiCad:RP_ARRAY_9WAY (layer F.Cu) (tedit 5FFCE425) (tstamp 6063AADD) + (at 306.07 97.028) + (path /605D053A) + (fp_text reference RP4 (at 5.08 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value "3K3 Bussed" (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 24.13 -1.27) (end 24.13 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 -1.27) (end -1.27 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 1.27) (end 24.13 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 -1.27) (end 24.13 -1.27) (layer F.SilkS) (width 0.4)) + (pad 10 thru_hole circle (at 22.86 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 122 /250407_sheet2/~DMA~)) + (pad 9 thru_hole circle (at 20.32 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 126 /250407_sheet2/~EXROM~)) + (pad 8 thru_hole circle (at 17.78 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 106 A12)) + (pad 7 thru_hole circle (at 15.24 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 127 /250407_sheet2/~GAME~)) + (pad 6 thru_hole circle (at 12.7 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 107 A13)) + (pad 5 thru_hole circle (at 10.16 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 108 A14)) + (pad 4 thru_hole circle (at 7.62 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 109 A15)) + (pad 3 thru_hole circle (at 5.08 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 130 ~IRQ~)) + (pad 2 thru_hole circle (at 2.54 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 230 "Net-(RP4-Pad2)")) + (pad 1 thru_hole rect (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + ) + + (module KU-14194HB-RevB-KiCad:RP_ARRAY_7WAY locked (layer F.Cu) (tedit 607EBF13) (tstamp 606236CD) + (at 80.01 66.675 180) + (path /605D0553) + (fp_text reference RP3 (at 9.0716 -3.2972) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value "3K3 Bussed" (at 8.89 -1.27) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 19.05 -1.27) (end 19.05 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 -1.27) (end -1.27 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 1.27) (end 19.05 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 -1.27) (end 19.05 -1.27) (layer F.SilkS) (width 0.4)) + (pad 8 thru_hole circle (at 17.78 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 12 /SP2)) + (pad 7 thru_hole circle (at 15.24 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 13 /CNT2)) + (pad 6 thru_hole circle (at 12.7 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 14 /SP1)) + (pad 5 thru_hole circle (at 10.16 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 15 /CNT1)) + (pad 4 thru_hole oval (at 7.62 0 180) (size 1.6 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 18 /CASS_RD)) + (pad 3 thru_hole oval (at 5.08 0 180) (size 1.6 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 111 ~NMI~)) + (pad 2 thru_hole circle (at 2.54 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 10 /~FLAG2~)) + (pad 1 thru_hole rect (at 0 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (model ${KISYS3DMOD}/Resistor_THT.3dshapes/R_Array_SIP8.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:RP_ARRAY_7WAY locked (layer F.Cu) (tedit 607EBFB3) (tstamp 6063AA81) + (at 107.95 191.135 270) + (path /604E5F00/60633A6E) + (fp_text reference RP2 (at 3.175 2.54 90) (layer F.SilkS) + (effects (font (size 1.2 1.2) (thickness 0.2))) + ) + (fp_text value "33R isolated" (at 8.89 -1.27 90) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 19.05 -1.27) (end 19.05 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 -1.27) (end -1.27 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 1.27) (end 19.05 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 -1.27) (end 19.05 -1.27) (layer F.SilkS) (width 0.4)) + (pad 8 thru_hole circle (at 17.78 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 179 /250407_sheet2/MA1)) + (pad 7 thru_hole oval (at 15.24 0 270) (size 1.6 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 180 /250407_sheet2/VA1)) + (pad 6 thru_hole oval (at 12.7 0 270) (size 1.6 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 181 /250407_sheet2/MA2)) + (pad 5 thru_hole oval (at 10.16 0 270) (size 1.6 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 182 /250407_sheet2/VA2)) + (pad 4 thru_hole oval (at 7.62 0 270) (size 1.6 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 183 /250407_sheet2/MA0)) + (pad 3 thru_hole circle (at 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/250407_sheet2/MA6)) + (pad 1 thru_hole rect (at 0 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 178 /250407_sheet2/VA6)) + (model ${KISYS3DMOD}/Resistor_THT.3dshapes/R_Array_SIP8.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:RESISTOR (layer F.Cu) (tedit 5FFA5AB3) (tstamp 6063A618) + (at 92.71 145.415 270) + (path /61414B10) + (fp_text reference R100 (at 3.3401 -2.6797 90) (layer F.SilkS) + (effects (font (size 1.3 1.5) (thickness 0.25))) + ) + (fp_text value 1K (at 6.35 0 90) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 1.27 0) (end 2.54 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 0) (end 11.43 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 -1.27) (end 10.16 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 1.27) (end 2.54 1.27) (layer F.SilkS) (width 0.4)) + 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+ (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:RESISTOR (layer F.Cu) (tedit 5FFA5AB3) (tstamp 6063A594) + (at 22.86 170.815) + (path /605D03DE) + (fp_text reference R50 (at 6.5826 -2.3521) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value 1M (at 6.35 0) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 1.27 0) (end 2.54 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 0) (end 11.43 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 -1.27) (end 10.16 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 1.27) (end 2.54 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 1.27) (end 2.54 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 12.7 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 65 "Net-(C105-Pad2)")) + (pad 1 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) 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KU-14194HB-RevB-KiCad:Q_NPN_ECB (layer F.Cu) (tedit 5FFDEC17) (tstamp 6063A183) + (at 300.99 165.735) + (path /605D0985) + (fp_text reference Q7 (at 4.445 0 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value 2SC1815 (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user E (at 0 -4.318) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_arc (start 0 0) (end 1.27 2.032) (angle -115.9892336) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.778 2.032) (end -1.27 2.286) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.778 -2.032) (end -1.778 2.032) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 -2.286) (end -1.778 -2.032) (layer F.SilkS) (width 0.4)) + (pad 3 thru_hole circle (at 0 2.54) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 57 "Net-(C85-Pad2)")) + (pad 2 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 49 /+Vc)) + (pad 1 thru_hole rect (at 0 -2.54) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 159 "Net-(Q7-Pad1)")) + (model ${KISYS3DMOD}/Package_TO_SOT_THT.3dshapes/TO-92_Inline_Wide.wrl + (offset (xyz 0 2.5 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 90)) + ) + ) + + (module KU-14194HB-RevB-KiCad:Q_NPN_ECB (layer F.Cu) (tedit 5FFDEC17) (tstamp 6063A117) + (at 107.95 81.915) + (path /605D05AF) + (fp_text reference Q2 (at -3.175 -3.81 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value 2SC1815 (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user E (at 0 -4.318) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_arc (start 0 0) (end 1.27 2.032) (angle -115.9892336) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.778 2.032) (end -1.27 2.286) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.778 -2.032) (end -1.778 2.032) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 -2.286) (end -1.778 -2.032) (layer F.SilkS) (width 0.4)) + (pad 3 thru_hole circle (at 0 2.54) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 158 "Net-(Q2-Pad3)")) + (pad 2 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 36 "Net-(C18-Pad2)")) + (pad 1 thru_hole rect (at 0 -2.54) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (model ${KISYS3DMOD}/Package_TO_SOT_THT.3dshapes/TO-92_Inline_Wide.wrl + (offset (xyz 0 2.5 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 90)) + ) + ) + + (module KU-14194HB-RevB-KiCad:Q_NPN_ECB (layer F.Cu) (tedit 5FFDEC17) (tstamp 6063A0F6) + (at 113.03 81.915) + (path /605D0628) + (fp_text reference Q1 (at -1.905 -6.35 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value 2SC1815 (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user E (at 0 -4.318) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_arc (start 0 0) (end 1.27 2.032) (angle -115.9892336) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.778 2.032) (end -1.27 2.286) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.778 -2.032) (end -1.778 2.032) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 -2.286) (end -1.778 -2.032) (layer F.SilkS) (width 0.4)) + (pad 3 thru_hole circle (at 0 2.54) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 36 "Net-(C18-Pad2)")) + (pad 2 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 35 +9V_UNREG)) + (pad 1 thru_hole rect (at 0 -2.54) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 157 "Net-(Q1-Pad1)")) + (model ${KISYS3DMOD}/Package_TO_SOT_THT.3dshapes/TO-92_Inline_Wide.wrl + (offset (xyz 0 2.5 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 90)) + ) + ) + + (module KU-14194HB-RevB-KiCad:INDUCTOR_P15.24mm (layer F.Cu) (tedit 5FFCE784) (tstamp 6063A0B4) + (at 377.19 61.595 270) + (path /605D06A6) + (fp_text reference L5 (at 5.9005 3.3731 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value 1.2uH (at 7.62 1.27 90) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 12.7 0) (end 13.97 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 12.7 -1.27) (end 12.7 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -1.27) (end 2.54 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 0) (end 2.54 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 1.27) (end 12.7 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -1.27) (end 12.7 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 15.24 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 64 "Net-(C97-Pad2)")) + (pad 1 thru_hole circle (at 0 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (model ${KISYS3DMOD}/Inductor_THT.3dshapes/L_Axial_L12.0mm_D5.0mm_P15.24mm_Horizontal_Fastron_MISC.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:CHOKE (layer F.Cu) (tedit 5D6EC30B) (tstamp 6063A09B) + (at 351.79 97.155 270) + (path /605D06B2) + (fp_text reference L4 (at 0 0.5 90) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CHOKE (at 0 -0.5 90) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 4 thru_hole circle (at 12.7 0 270) (size 2 2) (drill 1.1) (layers *.Cu *.Mask) + (net 22 /9VAC~~)) + (pad 3 thru_hole circle (at 12.7 -10.16 270) (size 2 2) (drill 1.1) (layers *.Cu *.Mask) + (net 37 /9VAC)) + (pad 2 thru_hole circle (at 0 -10.16 270) (size 2 2) (drill 1.1) (layers *.Cu *.Mask) + (net 226 "Net-(C20-Pad1)")) + (pad 1 thru_hole circle (at 0 0 270) (size 2 2) (drill 1.1) (layers *.Cu *.Mask) + (net 227 "Net-(C21-Pad1)")) + ) + + (module KU-14194HB-RevB-KiCad:RESISTOR (layer F.Cu) (tedit 5FFA5AB3) (tstamp 6063A07E) + (at 262.89 213.995 180) + (path /605D0A67) + (fp_text reference L2 (at 6.35 2.54) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value 2.2uH (at 6.35 0) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 1.27 0) (end 2.54 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 0) (end 11.43 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 -1.27) (end 10.16 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 1.27) (end 2.54 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 1.27) (end 2.54 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 12.7 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 152 "Net-(FB19-Pad1)")) + (pad 1 thru_hole circle (at 0 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 51 CAN+5V)) + (model ${KISYS3DMOD}/Inductor_THT.3dshapes/L_Axial_L7.0mm_D3.3mm_P12.70mm_Horizontal_Fastron_MICC.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module Jumper:SolderJumper-2_P1.3mm_Bridged_RoundedPad1.0x1.5mm (layer F.Cu) (tedit 5C745284) (tstamp 6063A04F) + (at 240.03 118.745 180) + (descr "SMD Solder Jumper, 1x1.5mm, rounded Pads, 0.3mm gap, bridged with 1 copper strip") + (tags "solder jumper open") + (path /604E5F00/60E3DCFB) + (attr virtual) + (fp_text reference JP1 (at 0 -1.8) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value Jumper_NC_Small (at 0 1.9) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_poly (pts (xy 0.25 -0.3) (xy -0.25 -0.3) (xy -0.25 0.3) (xy 0.25 0.3)) (layer F.Cu) (width 0)) + (fp_line (start 1.65 1.25) (end -1.65 1.25) (layer F.CrtYd) (width 0.05)) + (fp_line (start 1.65 1.25) (end 1.65 -1.25) (layer F.CrtYd) (width 0.05)) + (fp_line (start -1.65 -1.25) (end -1.65 1.25) (layer F.CrtYd) (width 0.05)) + (fp_line (start -1.65 -1.25) (end 1.65 -1.25) (layer F.CrtYd) (width 0.05)) + (fp_line (start -0.7 -1) (end 0.7 -1) (layer F.SilkS) (width 0.12)) + (fp_line (start 1.4 -0.3) (end 1.4 0.3) (layer F.SilkS) (width 0.12)) + (fp_line (start 0.7 1) (end -0.7 1) (layer F.SilkS) (width 0.12)) + (fp_line (start -1.4 0.3) (end -1.4 -0.3) (layer F.SilkS) (width 0.12)) + (fp_arc (start -0.7 -0.3) (end -0.7 -1) (angle -90) (layer F.SilkS) (width 0.12)) + (fp_arc (start -0.7 0.3) (end -1.4 0.3) (angle -90) (layer F.SilkS) (width 0.12)) + (fp_arc (start 0.7 0.3) (end 0.7 1) (angle -90) (layer F.SilkS) (width 0.12)) + (fp_arc (start 0.7 -0.3) (end 1.4 -0.3) (angle -90) (layer F.SilkS) (width 0.12)) + (pad 1 smd custom (at -0.65 0 180) (size 1 0.5) (layers F.Cu F.Mask) + (net 156 "Net-(JP1-Pad1)") (zone_connect 2) + (options (clearance outline) (anchor rect)) + (primitives + (gr_circle (center 0 0.25) (end 0.5 0.25) (width 0)) + (gr_circle (center 0 -0.25) (end 0.5 -0.25) (width 0)) + (gr_poly (pts + (xy 0 -0.75) (xy 0.5 -0.75) (xy 0.5 0.75) (xy 0 0.75)) (width 0)) + )) + (pad 2 smd custom (at 0.65 0 180) (size 1 0.5) (layers F.Cu F.Mask) + (net 21 Earth) (zone_connect 2) + (options (clearance outline) (anchor rect)) + (primitives + (gr_circle (center 0 0.25) (end 0.5 0.25) (width 0)) + (gr_circle (center 0 -0.25) (end 0.5 -0.25) (width 0)) + (gr_poly (pts + (xy 0 -0.75) (xy -0.5 -0.75) (xy -0.5 0.75) (xy 0 0.75)) (width 0)) + )) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 6063A027) + (at 232.41 184.785 90) + (path /604E5F00/60634101) + (fp_text reference FB23 (at -11.43 0.5 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5 90) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 154 PHI0)) + (pad 1 thru_hole circle (at -6.35 0 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 155 "Net-(FB23-Pad1)")) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 6063A006) + (at 274.32 125.095) + (path /604E5F00/60634221) + (fp_text reference FB22 (at 6.985 -2.8445) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 51 CAN+5V)) + (pad 1 thru_hole circle (at -6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 50 "Net-(C101-Pad1)")) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 60639FE5) + (at 386.08 203.835) + (path /605D0687) + (fp_text reference FB21 (at 0 -2.4858) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 138 /LED+)) + (pad 1 thru_hole circle (at -6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 153 "Net-(FB21-Pad1)")) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 60639FC4) + (at 386.08 198.755) + (path /605D0681) + (fp_text reference FB20 (at 0 -2.54) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 139 /GND_LED)) + (pad 1 thru_hole circle (at -6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 60639FA3) + (at 256.54 206.375 180) + (path /605D0AA1) + (fp_text reference FB19 (at 4.445 2.54) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 49 /+Vc)) + (pad 1 thru_hole circle (at -6.35 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 152 "Net-(FB19-Pad1)")) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 60639F82) + (at 384.81 184.785 90) + (path /605D0086) + (fp_text reference FB18 (at 0 3.81 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5 90) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 134 /5V_joyport)) + (pad 1 thru_hole circle (at -6.35 0 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 60639F61) + (at 289.56 191.135) + (path /605D0840) + (fp_text reference FB17 (at 0.0085 -2.6432) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 40 DOT_CLOCK)) + (pad 1 thru_hole circle (at -6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 151 "Net-(FB17-Pad1)")) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 60639F40) + (at 306.07 191.135 180) + (path /605D08B3) + (fp_text reference FB16 (at -0.1778 2.7686) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 149 PHI_COLOR)) + (pad 1 thru_hole circle (at -6.35 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 150 "Net-(FB16-Pad1)")) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 60639F1F) + (at 238.76 140.335) + (path /604E5F00/60634286) + (fp_text reference FB15 (at 0.3048 -2.3495) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 54 /250407_sheet2/LUMA)) + (pad 1 thru_hole circle (at -6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 148 "Net-(FB15-Pad1)")) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 60639EFE) + (at 238.76 135.255) + (path /604E5F00/60634280) + (fp_text reference FB14 (at 0.0127 -2.3495) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 55 /250407_sheet2/CHROMA)) + (pad 1 thru_hole circle (at -6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 147 "Net-(FB14-Pad1)")) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 60639EDD) + (at 200.66 137.795) + (path /604E5F00/60634302) + (fp_text reference FB13 (at 2.8852 -2.2907) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 145 "Net-(FB13-Pad2)")) + (pad 1 thru_hole circle (at -6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 146 "Net-(FB13-Pad1)")) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 60639EBC) + (at 220.98 192.405 90) + (path /604E5F00/60634230) + (fp_text reference FB12 (at -4.445 -2.54 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5 90) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 47 +12V)) + (pad 1 thru_hole circle (at -6.35 0 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 48 "Net-(C54-Pad1)")) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 60639E9B) + (at 200.66 132.7087) + (path /604E5F00/6063437A) + (fp_text reference FB11 (at 0.0631 -2.297) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 47 +12V)) + (pad 1 thru_hole circle (at -6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 46 "Net-(C51-Pad1)")) + (model 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circle (at 6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 1 thru_hole circle (at -6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 45 "Net-(C50-Pad1)")) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 60639E59) + (at 29.21 160.655) + (path /605D028E) + (fp_text reference FB9 (at 0 -2.413) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 144 /CLK')) + (pad 1 thru_hole circle (at -6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 89 /CLK)) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 60639E38) + (at 29.21 150.495) + (path /605D0294) + (fp_text reference FB8 (at 0 -2.413) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line 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(tstamp 60639DF6) + (at 167.64 106.045 270) + (path /605D0500) + (fp_text reference FB5 (at -2.459 2.3352 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5 90) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 142 /PH2_FB)) + (pad 1 thru_hole circle (at -6.35 0 270) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 110 PHI2)) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 606A6968) + (at 200.66 147.955 180) + (path /604E5F00/60633CED) + (fp_text reference FB4 (at -0.2889 2.0526) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 25 ~RESET~)) + (pad 1 thru_hole circle (at -6.35 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 112 /250407_sheet2/~RESET'~)) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 60639DB4) + (at 116.84 94.615 180) + (path /605D0614) + (fp_text reference FB3 (at 0.0391 2.2156) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 16 +5V)) + (pad 1 thru_hole circle (at -6.35 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 26 /5V_FB3)) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 60639D93) + (at 132.08 89.535 180) + (path /605D05E9) + (fp_text reference FB2 (at -0.4615 2.6697) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 141 "Net-(FB2-Pad2)")) + (pad 1 thru_hole circle (at -6.35 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 225 /CASS_PWR)) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) (tstamp 60639D72) + (at 96.52 81.915 180) + (path /605D05F2) + (fp_text reference FB1 (at -0.178 2.8946) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value FERRITE_BEAD (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 6.35 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 19 /CASS_WRT)) + (pad 1 thru_hole circle (at -6.35 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 20 /CASS_WRT')) + (model ${KIPRJMOD}/3D-models/Bead_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.wrl + (offset (xyz -6.25 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:FUSE (layer F.Cu) (tedit 5D6EC098) (tstamp 60639D59) + (at 374.65 122.555 270) + (path /605D0718) + (fp_text reference F1 (at -5.5115 2.423 180) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value 1A (at 0 -0.5 90) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 2 thru_hole circle (at 0 35.56 270) (size 4 4) (drill 2.2) (layers *.Cu *.Mask) + (net 227 "Net-(C21-Pad1)")) + (pad 2 thru_hole circle (at 0 27.94 270) (size 4 4) (drill 2.2) (layers *.Cu *.Mask) + (net 227 "Net-(C21-Pad1)")) + (pad 1 thru_hole circle (at 0 7.62 270) (size 4 4) (drill 2.2) (layers *.Cu *.Mask) + (net 23 /'9VAC~~)) + (pad 1 thru_hole circle (at 0 0 270) (size 4 4) (drill 2.2) (layers *.Cu *.Mask) + (net 23 /'9VAC~~)) + ) + + (module KU-14194HB-RevB-KiCad:BRIDGE_RECTIFIER (layer F.Cu) (tedit 5D6EBD38) (tstamp 60639D11) + (at 372.11 137.795 270) + (path /605D0757) + (fp_text reference CR4 (at -3.5785 -6.0117 180) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value BRIDGE_RECTIFIER (at 0 -0.5 90) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 4 thru_hole circle (at 0 7.62 270) (size 2.3 2.3) (drill 1.5) (layers *.Cu *.Mask) + (net 22 /9VAC~~)) + (pad 3 thru_hole circle (at -7.62 7.62 270) (size 2.3 2.3) (drill 1.5) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 2 thru_hole circle (at -7.62 0 270) (size 2.3 2.3) (drill 1.5) (layers *.Cu *.Mask) + (net 23 /'9VAC~~)) + (pad 1 thru_hole circle (at 0 0 270) (size 2.3 2.3) (drill 1.5) (layers *.Cu *.Mask) + (net 35 +9V_UNREG)) + ) + + (module KU-14194HB-RevB-KiCad:ZENER_12.7mm (layer F.Cu) (tedit 5FFAF498) (tstamp 60639CE4) + (at 102.87 94.615 180) + (path /605D05BC) + (fp_text reference CR2 (at 16.5353 -0.2253) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value IN755 (at 6.985 -2.413) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 7.874 0) (end 7.366 0) (layer F.SilkS) (width 0.4)) + (fp_poly (pts (xy 7.493 0.889) (xy 5.715 0) (xy 7.493 -0.889)) (layer F.SilkS) (width 0.3)) + (fp_line (start 5.461 0.762) (end 5.08 0.762) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 0) (end 5.461 0.762) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 -0.762) (end 5.842 -0.762) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 0) (end 5.461 -0.762) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -10.16) (end 0 -10.16) (layer F.SilkS) (width 0.12)) + (fp_line (start 11.43 0) (end 10.16 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 0) (end 1.27 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 1.27) (end 10.16 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 1.27) (end 2.54 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 12.7 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 1 thru_hole rect (at 0 0 180) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 36 "Net-(C18-Pad2)")) + (model ${KISYS3DMOD}/Diode_THT.3dshapes/D_DO-35_SOD27_P12.70mm_Horizontal.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:LED_CON (layer F.Cu) (tedit 5D6EBAC0) (tstamp 60639C8C) + (at 397.51 198.755) + (path /605D067A) + (fp_text reference CN10 (at 0 11.43 90) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value LED_CONNECTOR (at 0 2.04) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 3 thru_hole circle (at 0 5.08) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 138 /LED+)) + (pad 2 thru_hole circle (at 0 2.54) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 139 /GND_LED)) + (pad 1 thru_hole rect (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask) + (net 138 /LED+)) + (model ${KISYS3DMOD}/Connector_PinHeader_2.54mm.3dshapes/PinHeader_1x03_P2.54mm_Vertical.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + + (module KU-14194HB-RevB-KiCad:EXPANSION_PORT (layer F.Cu) (tedit 5FFCE5CF) (tstamp 60613D93) + (at 307.34 88.265) + (path /604E5F00/60633CA9) + (fp_text reference CN6 (at 24.765 4.445) (layer F.SilkS) + (effects (font (size 1.5 1.5) (thickness 0.25))) + ) + (fp_text value EXPANSION_PORT (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user Z (at 57.912 -5.08) (layer F.SilkS) + (effects (font (size 2 2) (thickness 0.5))) + ) + (fp_text user 22 (at 58.928 0) (layer F.SilkS) + (effects (font (size 2 2.5) (thickness 0.5))) + ) + (fp_text user 1 (at -4.064 0) (layer F.SilkS) + (effects (font (size 2 2.5) (thickness 0.5))) + ) + (fp_text user A (at -4.064 -5.08) (layer F.SilkS) + (effects (font (size 2 2.5) (thickness 0.5))) + ) + (fp_line (start 55.88 -7.62) (end 55.88 2.54) (layer F.SilkS) (width 0.5)) + (fp_line (start -2.54 -7.62) (end -2.54 2.54) (layer F.SilkS) (width 0.5)) + (fp_line (start -2.54 2.54) (end 55.88 2.54) (layer F.SilkS) (width 0.5)) + (fp_line (start -2.54 -7.62) (end 55.88 -7.62) (layer F.SilkS) (width 0.5)) + (pad Z thru_hole circle (at 53.34 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad Y thru_hole circle (at 50.8 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 94 A0)) + (pad X thru_hole circle (at 48.26 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 95 A1)) + (pad W thru_hole circle (at 45.72 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 96 A2)) + (pad V thru_hole circle (at 43.18 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 97 A3)) + (pad U thru_hole circle (at 40.64 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 98 A4)) + (pad T thru_hole circle (at 38.1 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 99 A5)) + (pad S thru_hole circle (at 35.56 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 100 A6)) + (pad R thru_hole circle (at 33.02 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 101 A7)) + (pad P thru_hole circle (at 30.48 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 102 A8)) + (pad N thru_hole circle (at 27.94 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 103 A9)) + (pad M thru_hole circle (at 25.4 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 104 A10)) + (pad L thru_hole circle (at 22.86 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 105 A11)) + (pad K thru_hole circle (at 20.32 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 106 A12)) + (pad J thru_hole circle (at 17.78 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 107 A13)) + (pad H thru_hole circle (at 15.24 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 108 A14)) + (pad F thru_hole circle (at 12.7 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 109 A15)) + (pad E thru_hole circle (at 10.16 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 110 PHI2)) + (pad D thru_hole circle (at 7.62 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 111 ~NMI~)) + (pad C thru_hole circle (at 5.08 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 112 /250407_sheet2/~RESET'~)) + (pad B thru_hole circle (at 2.54 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 113 /250407_sheet2/~ROMH~)) + (pad A thru_hole circle (at 0 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 22 thru_hole circle (at 53.34 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 21 Earth)) + (pad 21 thru_hole circle (at 50.8 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 114 D0)) + (pad 20 thru_hole circle (at 48.26 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 115 D1)) + (pad 19 thru_hole circle (at 45.72 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 116 D2)) + (pad 18 thru_hole circle (at 43.18 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 117 D3)) + (pad 17 thru_hole circle (at 40.64 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 118 D4)) + (pad 16 thru_hole circle (at 38.1 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 119 D5)) + (pad 15 thru_hole circle (at 35.56 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 120 D6)) + (pad 14 thru_hole circle (at 33.02 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 121 D7)) + (pad 13 thru_hole circle (at 30.48 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 122 /250407_sheet2/~DMA~)) + (pad 12 thru_hole circle (at 27.94 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) + (net 123 /250407_sheet2/BA)) + (pad 11 thru_hole circle (at 25.4 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask) 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13.43 +0200 +version=1 +last_client=kicad +[general] +version=1 +RootSch= +BoardNm= +[cvpcb] +version=1 +NetIExt=net +[eeschema] +version=1 +LibDir= +[eeschema/libraries] +[pcbnew] +version=1 +PageLayoutDescrFile= +LastNetListRead= +CopperLayerCount=2 +BoardThickness=1.6 +AllowMicroVias=0 +AllowBlindVias=0 +RequireCourtyardDefinitions=0 +ProhibitOverlappingCourtyards=1 +MinTrackWidth=0.25 +MinViaDiameter=0.4 +MinViaDrill=0.3 +MinMicroViaDiameter=0.2 +MinMicroViaDrill=0.09999999999999999 +MinHoleToHole=0.25 +TrackWidth1=0.25 +TrackWidth2=1.2 +ViaDiameter1=0.8 +ViaDrill1=0.4 +dPairWidth1=0.4 +dPairGap1=0.25 +dPairViaGap1=0.25 +SilkLineWidth=0.12 +SilkTextSizeV=1 +SilkTextSizeH=1 +SilkTextSizeThickness=0.15 +SilkTextItalic=0 +SilkTextUpright=1 +CopperLineWidth=0.2 +CopperTextSizeV=1.5 +CopperTextSizeH=1.5 +CopperTextThickness=0.3 +CopperTextItalic=0 +CopperTextUpright=1 +EdgeCutLineWidth=0.05 +CourtyardLineWidth=0.05 +OthersLineWidth=0.15 +OthersTextSizeV=1 +OthersTextSizeH=1 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+[pcbnew/Layer.In15.Cu] +Name=In15.Cu +Type=0 +Enabled=0 +[pcbnew/Layer.In16.Cu] +Name=In16.Cu +Type=0 +Enabled=0 +[pcbnew/Layer.In17.Cu] +Name=In17.Cu +Type=0 +Enabled=0 +[pcbnew/Layer.In18.Cu] +Name=In18.Cu +Type=0 +Enabled=0 +[pcbnew/Layer.In19.Cu] +Name=In19.Cu +Type=0 +Enabled=0 +[pcbnew/Layer.In20.Cu] +Name=In20.Cu +Type=0 +Enabled=0 +[pcbnew/Layer.In21.Cu] +Name=In21.Cu +Type=0 +Enabled=0 +[pcbnew/Layer.In22.Cu] +Name=In22.Cu +Type=0 +Enabled=0 +[pcbnew/Layer.In23.Cu] +Name=In23.Cu +Type=0 +Enabled=0 +[pcbnew/Layer.In24.Cu] +Name=In24.Cu +Type=0 +Enabled=0 +[pcbnew/Layer.In25.Cu] +Name=In25.Cu +Type=0 +Enabled=0 +[pcbnew/Layer.In26.Cu] +Name=In26.Cu +Type=0 +Enabled=0 +[pcbnew/Layer.In27.Cu] +Name=In27.Cu +Type=0 +Enabled=0 +[pcbnew/Layer.In28.Cu] +Name=In28.Cu +Type=0 +Enabled=0 +[pcbnew/Layer.In29.Cu] +Name=In29.Cu +Type=0 +Enabled=0 +[pcbnew/Layer.In30.Cu] +Name=In30.Cu +Type=0 +Enabled=0 +[pcbnew/Layer.B.Cu] +Name=B.Cu +Type=0 +Enabled=1 +[pcbnew/Layer.B.Adhes] +Enabled=1 +[pcbnew/Layer.F.Adhes] +Enabled=1 +[pcbnew/Layer.B.Paste] +Enabled=1 +[pcbnew/Layer.F.Paste] +Enabled=1 +[pcbnew/Layer.B.SilkS] +Enabled=1 +[pcbnew/Layer.F.SilkS] +Enabled=1 +[pcbnew/Layer.B.Mask] +Enabled=1 +[pcbnew/Layer.F.Mask] +Enabled=1 +[pcbnew/Layer.Dwgs.User] +Enabled=1 +[pcbnew/Layer.Cmts.User] +Enabled=1 +[pcbnew/Layer.Eco1.User] +Enabled=1 +[pcbnew/Layer.Eco2.User] +Enabled=1 +[pcbnew/Layer.Edge.Cuts] +Enabled=1 +[pcbnew/Layer.Margin] +Enabled=1 +[pcbnew/Layer.B.CrtYd] +Enabled=1 +[pcbnew/Layer.F.CrtYd] +Enabled=1 +[pcbnew/Layer.B.Fab] +Enabled=0 +[pcbnew/Layer.F.Fab] +Enabled=0 +[pcbnew/Layer.Rescue] +Enabled=0 +[pcbnew/Netclasses] +[pcbnew/Netclasses/Default] +Name=Default +Clearance=0.25 +TrackWidth=0.25 +ViaDiameter=0.8 +ViaDrill=0.4 +uViaDiameter=0.3 +uViaDrill=0.1 +dPairWidth=0.4 +dPairGap=0.25 +dPairViaGap=0.25 diff --git a/250407_.sch b/250407_.sch new file mode 100644 index 0000000..65b799b --- /dev/null +++ b/250407_.sch @@ -0,0 +1,5402 @@ +EESchema Schematic File Version 4 +EELAYER 30 0 +EELAYER END +$Descr A3 16535 11693 +encoding utf-8 +Sheet 1 2 +Title "C64 250407 PCB Replica" +Date "2021-06-19" +Rev "1.1" +Comp "" +Comment1 "by BWACK" +Comment2 "with help from Der Alte Bastler" +Comment3 "" +Comment4 "" +$EndDescr +$Sheet +S 14900 9350 1050 450 +U 604E5F00 +F0 "250407_sheet2" 50 +F1 "250407_sheet2.sch" 50 +$EndSheet +$Comp +L KU-schematics-library:CIA_U1 U1 +U 1 1 605D0060 +P 5450 5000 +AR Path="/605D0060" Ref="U1" Part="1" +AR Path="/5D940AF4/605D0060" Ref="U?" Part="1" +F 0 "U1" H 5950 4500 79 0000 C CNN +F 1 "CIA_U1" H 5950 3700 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:DIP40" H 5950 4900 50 0001 C CNN +F 3 "" H 5950 4900 50 0001 C CNN + 1 5450 5000 + 1 0 0 -1 +$EndComp +NoConn ~ 5450 5900 +Text Label 1550 5100 0 50 ~ 0 +COL0 +Text Label 1550 5200 0 50 ~ 0 +COL1 +Text Label 1550 5300 0 50 ~ 0 +COL2 +Text Label 1550 5400 0 50 ~ 0 +COL3 +Text Label 1550 5500 0 50 ~ 0 +COL4 +Text Label 1550 5600 0 50 ~ 0 +COL5 +Text Label 1550 5700 0 50 ~ 0 +COL6 +Text Label 1550 5800 0 50 ~ 0 +COL7 +Text Label 1550 6000 0 50 ~ 0 +ROW0 +Text Label 1550 6100 0 50 ~ 0 +ROW1 +Text Label 1550 6200 0 50 ~ 0 +ROW2 +Text Label 1550 6300 0 50 ~ 0 +ROW3 +Text Label 1550 6400 0 50 ~ 0 +ROW4 +Text Label 1550 6500 0 50 ~ 0 +ROW5 +Text Label 1550 6600 0 50 ~ 0 +ROW6 +Text Label 1550 6700 0 50 ~ 0 +ROW7 +$Comp +L KU-schematics-library:SERIAL_BUS_CON CN4 +U 1 1 605D0077 +P 1500 1300 +AR Path="/605D0077" Ref="CN4" Part="1" +AR Path="/5D940AF4/605D0077" Ref="CN?" Part="1" +F 0 "CN4" V 1150 1350 118 0000 C CNN +F 1 "SERIAL_BUS_CON" H 1600 350 118 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:SERIAL_CON_DIN6" H 1450 700 118 0001 C CNN +F 3 "" H 1450 700 118 0001 C CNN + 1 1500 1300 + 1 0 0 -1 +$EndComp +Text Notes 850 1600 1 79 Italic 0 +SERIAL BUS +Text Notes 1000 1850 1 79 Italic 0 +(6-PIN FEMALE DIN) +Text Label 1500 1000 0 50 Italic 0 +~RESET~ +Text Label 1500 1100 0 50 Italic 0 +~SRQIN~ +Text Label 1500 1200 0 50 Italic 0 +DATA +Text Label 1500 1300 0 50 Italic 0 +CLK +Text Label 1500 1400 0 50 Italic 0 +ATN +Wire Wire Line + 1500 1500 1550 1500 +Wire Wire Line + 1550 1500 1550 1600 +$Comp +L KU-schematics-library:FERRITE_BEAD FB18 +U 1 1 605D0086 +P 1800 2700 +AR Path="/605D0086" Ref="FB18" Part="1" +AR Path="/5D940AF4/605D0086" Ref="FB?" Part="1" +F 0 "FB18" H 1800 2778 50 0000 C CNN +F 1 "FERRITE_BEAD" H 1800 2650 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 1850 2725 50 0001 C CNN +F 3 "" H 1800 2700 50 0001 C CNN + 1 1800 2700 + 1 0 0 -1 +$EndComp +$Comp +L power:+5V #PWR0101 +U 1 1 605D008C +P 1600 2700 +AR Path="/605D008C" Ref="#PWR0101" Part="1" +AR Path="/5D940AF4/605D008C" Ref="#PWR?" Part="1" +F 0 "#PWR0101" H 1600 2550 50 0001 C CNN +F 1 "+5V" V 1615 2828 50 0000 L CNN +F 2 "" H 1600 2700 50 0001 C CNN +F 3 "" H 1600 2700 50 0001 C CNN + 1 1600 2700 + 0 -1 -1 0 +$EndComp +$Comp +L KU-schematics-library:USER_PORT_CON CN2 +U 1 1 605D0092 +P 1500 9100 +AR Path="/605D0092" Ref="CN2" Part="1" +AR Path="/5D940AF4/605D0092" Ref="CN?" Part="1" +F 0 "CN2" V 1150 9100 118 0000 C CIN +F 1 "USER_PORT_CON" V 1350 9150 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:EDGE_CON_24P" H 1400 8950 50 0001 C CNN +F 3 "" H 1400 8950 50 0001 C CNN + 1 1500 9100 + 1 0 0 -1 +$EndComp +Text Notes 1000 9700 1 79 Italic 0 +(24-PIN MALE EDGE) +Text Notes 850 9400 1 79 Italic 0 +USER PORT +Wire Wire Line + 1500 8300 2000 8300 +Wire Wire Line + 1500 8400 2100 8400 +Wire Wire Line + 1500 9600 1900 9600 +Text Label 1500 8300 0 50 ~ 0 +CNT2 +Text Label 1500 8400 0 50 ~ 0 +SP2 +Text Label 1500 8500 0 50 ~ 0 +~PC2~ +Text Label 1500 8600 0 50 ~ 0 +PA2 +Text Label 1500 8700 0 50 ~ 0 +PB0 +Text Label 1500 8800 0 50 ~ 0 +PB1 +Text Label 1500 8900 0 50 ~ 0 +PB2 +Text Label 1500 9000 0 50 ~ 0 +PB3 +Text Label 1500 9100 0 50 ~ 0 +PB4 +Text Label 1500 9200 0 50 ~ 0 +PB5 +Text Label 1500 9300 0 50 ~ 0 +PB6 +Text Label 1500 9400 0 50 ~ 0 +PB7 +Text Label 1500 9500 0 50 ~ 0 +~FLAG2~ +Text Label 1500 9800 0 50 ~ 0 +~RESET~ +Text Label 1550 9900 0 50 ~ 0 +9VAC~~ +Text Label 1550 10000 0 50 ~ 0 +'9VAC~~ +Wire Wire Line + 1550 10100 1500 10100 +Wire Wire Line + 1500 10200 1550 10200 +Connection ~ 1550 10200 +Wire Wire Line + 1550 10200 1550 10100 +Wire Wire Line + 1500 10300 1550 10300 +Connection ~ 1550 10300 +Wire Wire Line + 1550 10300 1550 10200 +Wire Wire Line + 1500 10400 1550 10400 +Connection ~ 1550 10400 +Wire Wire Line + 1550 10400 1550 10300 +$Comp +L Device:C_Small C96 +U 1 1 605D00B7 +P 2000 9700 +AR Path="/605D00B7" Ref="C96" Part="1" +AR Path="/5D940AF4/605D00B7" Ref="C?" Part="1" +F 0 "C96" V 1950 9800 50 0000 C CNN +F 1 ".1" V 2050 9800 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 2000 9700 50 0001 C CNN +F 3 "~" H 2000 9700 50 0001 C CNN + 1 2000 9700 + 0 1 1 0 +$EndComp +Wire Wire Line + 2100 9700 2250 9700 +Wire Wire Line + 1900 9700 1900 9600 +Connection ~ 1900 9600 +Wire Wire Line + 1900 9600 2150 9600 +$Comp +L power:+5V #PWR0102 +U 1 1 605D00C1 +P 2150 9600 +AR Path="/605D00C1" Ref="#PWR0102" Part="1" +AR Path="/5D940AF4/605D00C1" Ref="#PWR?" Part="1" +F 0 "#PWR0102" H 2150 9450 50 0001 C CNN +F 1 "+5V" V 2100 9650 50 0000 L CNN +F 2 "" H 2150 9600 50 0001 C CNN +F 3 "" H 2150 9600 50 0001 C CNN + 1 2150 9600 + 0 1 1 0 +$EndComp +$Comp +L power:+5V #PWR0103 +U 1 1 605D00C7 +P 1800 7450 +AR Path="/605D00C7" Ref="#PWR0103" Part="1" +AR Path="/5D940AF4/605D00C7" Ref="#PWR?" Part="1" +F 0 "#PWR0103" H 1800 7300 50 0001 C CNN +F 1 "+5V" H 1750 7600 50 0000 L CNN +F 2 "" H 1800 7450 50 0001 C CNN +F 3 "" H 1800 7450 50 0001 C CNN + 1 1800 7450 + 1 0 0 -1 +$EndComp +Wire Wire Line + 1800 7500 1900 7500 +Connection ~ 1900 7500 +Wire Wire Line + 1900 7500 2000 7500 +Connection ~ 2000 7500 +Wire Wire Line + 2000 7500 2100 7500 +Connection ~ 1800 7500 +Wire Wire Line + 1800 7500 1800 7450 +Text Notes 2150 7700 0 50 ~ 0 +RP3\n3.3K +$Comp +L KU-schematics-library:R_US_CUSTOM R41 +U 1 1 605D00D5 +P 2650 10700 +AR Path="/605D00D5" Ref="R41" Part="1" +AR Path="/5D940AF4/605D00D5" Ref="R?" Part="1" +F 0 "R41" H 2450 10750 50 0000 L CNN +F 1 "1M" H 2475 10675 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 2650 10700 50 0001 C CNN +F 3 "" H 2650 10700 50 0001 C CNN + 1 2650 10700 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:R_US_CUSTOM R33 +U 1 1 605D00DB +P 3500 10350 +AR Path="/605D00DB" Ref="R33" Part="1" +AR Path="/5D940AF4/605D00DB" Ref="R?" Part="1" +F 0 "R33" H 3300 10400 50 0000 L CNN +F 1 "47K" H 3300 10325 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 3500 10350 50 0001 C CNN +F 3 "" H 3500 10350 50 0001 C CNN + 1 3500 10350 + 1 0 0 -1 +$EndComp +$Comp +L Device:C_Small C23 +U 1 1 605D00E1 +P 3400 10650 +AR Path="/605D00E1" Ref="C23" Part="1" +AR Path="/5D940AF4/605D00E1" Ref="C?" Part="1" +F 0 "C23" H 3300 10800 50 0000 C CNN +F 1 "360pF" H 3268 10728 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_AXIAL_P12.7mm" H 3400 10650 50 0001 C CNN +F 3 "~" H 3400 10650 50 0001 C CNN + 1 3400 10650 + 1 0 0 -1 +$EndComp +$Comp +L Device:C_Small C38 +U 1 1 605D00E7 +P 2850 10900 +AR Path="/605D00E7" Ref="C38" Part="1" +AR Path="/5D940AF4/605D00E7" Ref="C?" Part="1" +F 0 "C38" V 2968 10897 50 0000 C CNN +F 1 "51pF" V 3044 10891 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_AXIAL_P12.7mm" H 2850 10900 50 0001 C CNN +F 3 "~" H 2850 10900 50 0001 C CNN + 1 2850 10900 + 0 1 1 0 +$EndComp +Text Label 1950 6900 0 50 ~ 0 +~RESTORE~ +$Comp +L KU-schematics-library:556 U20 +U 1 1 605D00EE +P 3900 10800 +AR Path="/605D00EE" Ref="U20" Part="1" +AR Path="/5D940AF4/605D00EE" Ref="U?" Part="1" +F 0 "U20" H 3900 10900 79 0000 C CNN +F 1 "556" H 3750 11300 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:DIP14" H 3900 10800 50 0001 C CNN +F 3 "" H 3900 10800 50 0001 C CNN + 1 3900 10800 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:556 U20 +U 2 1 605D00F4 +P 11400 7550 +AR Path="/605D00F4" Ref="U20" Part="2" +AR Path="/5D940AF4/605D00F4" Ref="U?" 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Part="1" +F 0 "#PWR0105" H 3500 10050 50 0001 C CNN +F 1 "+5V" H 3400 10350 50 0000 L CNN +F 2 "" H 3500 10200 50 0001 C CNN +F 3 "" H 3500 10200 50 0001 C CNN + 1 3500 10200 + 1 0 0 -1 +$EndComp +Wire Wire Line + 3500 10500 3500 10450 +Wire Wire Line + 3500 10250 3500 10200 +Wire Wire Line + 3600 10400 3600 10200 +Wire Wire Line + 3600 10200 3500 10200 +Connection ~ 3500 10200 +Wire Wire Line + 2950 10900 3050 10900 +Wire Wire Line + 2650 10600 2650 10550 +NoConn ~ 4200 10900 +Wire Wire Line + 3400 10550 3500 10550 +Connection ~ 3500 10550 +Wire Wire Line + 3500 10550 3500 10500 +Connection ~ 2050 2900 +Wire Wire Line + 2050 4000 2050 2900 +Wire Wire Line + 2050 2900 2050 2700 +Wire Wire Line + 1500 6900 2400 6900 +Text Label 1500 4700 0 50 Italic 0 +BTNA\~LP~ +Text Label 1500 4600 0 50 Italic 0 +JOYA3 +Text Label 1500 4500 0 50 Italic 0 +JOYA2 +Text Label 1500 4400 0 50 Italic 0 +JOYA1 +Text Label 1500 4300 0 50 Italic 0 +JOYA0 +Text Label 1500 4200 0 50 Italic 0 +POTAY +Text Label 1500 4100 0 50 Italic 0 +POTAX +Wire Wire Line + 1550 4800 1550 4900 +Wire Wire Line + 1500 4800 1550 4800 +Wire Wire Line + 1500 4000 2050 4000 +Text Label 1500 3600 0 50 Italic 0 +BTNB +Text Label 1500 3500 0 50 Italic 0 +JOYB3 +Text Label 1500 3400 0 50 Italic 0 +JOYB2 +Text Label 1500 3300 0 50 Italic 0 +JOYB1 +Text Label 1500 3200 0 50 Italic 0 +JOYB0 +Text Label 1500 3100 0 50 Italic 0 +POTBY +Text Label 1500 3000 0 50 Italic 0 +POTBX +Wire Wire Line + 1550 3700 1550 3800 +Wire Wire Line + 1500 3700 1550 3700 +Wire Wire Line + 1500 2900 2050 2900 +Wire Wire Line + 1550 7100 1550 7200 +Wire Wire Line + 1500 7100 1550 7100 +Text Notes 850 6400 1 79 Italic 0 +KEYBOARD +Text Notes 1000 6550 1 79 Italic 0 +(20-PIN MALE) +$Comp +L KU-schematics-library:KEYBOARD_20PIN_MALE CN1 +U 1 1 605D0135 +P 1500 7100 +AR Path="/605D0135" Ref="CN1" Part="1" +AR Path="/5D940AF4/605D0135" Ref="CN?" 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Part="1" +F 0 "#PWR0108" H 3050 10400 50 0001 C CNN +F 1 "+5V" H 2950 10700 50 0000 L CNN +F 2 "" H 3050 10550 50 0001 C CNN +F 3 "" H 3050 10550 50 0001 C CNN + 1 3050 10550 + 1 0 0 -1 +$EndComp +Wire Wire Line + 3050 10900 3600 10900 +Connection ~ 3050 10900 +Wire Wire Line + 2400 6900 2400 10900 +Connection ~ 2150 5800 +Wire Wire Line + 2150 5800 5450 5800 +Wire Wire Line + 2150 2500 2050 2500 +Wire Wire Line + 2150 2500 2150 5800 +Wire Wire Line + 2050 2700 2000 2700 +Wire Wire Line + 1950 2500 1950 2300 +Wire Wire Line + 2050 2300 2050 2500 +Connection ~ 2050 2500 +Wire Wire Line + 2050 2500 1950 2500 +Wire Wire Line + 2150 2300 2150 2400 +Wire Wire Line + 2150 2400 2250 2400 +Wire Wire Line + 2250 2300 2250 2400 +Connection ~ 2250 5700 +Connection ~ 2250 2400 +Wire Wire Line + 2250 2400 2250 5700 +Wire Wire Line + 2250 5700 5450 5700 +Wire Wire Line + 2350 2300 2350 3000 +Wire Wire Line + 1500 3000 2350 3000 +Wire Wire Line + 2450 2300 2450 3100 +Wire Wire Line + 1500 3100 2450 3100 +Wire Wire Line + 2550 2300 2550 4100 +Wire Wire Line + 1500 4100 2550 4100 +Wire Wire Line + 2650 2300 2650 4200 +Wire Wire Line + 1500 4200 2650 4200 +Text Label 2150 2950 1 50 ~ 0 +COL7 +Text Label 2250 2950 1 50 ~ 0 +COL6 +Text Label 2350 2950 1 50 Italic 0 +POTBX +Text Label 2450 2950 1 50 Italic 0 +POTBY +Text Label 2550 2950 1 50 Italic 0 +POTAX +Text Label 2650 2950 1 50 Italic 0 +POTAY +$Comp +L Device:C_Small C47 +U 1 1 605D0222 +P 2000 1650 +AR Path="/605D0222" Ref="C47" Part="1" +AR Path="/5D940AF4/605D0222" Ref="C?" Part="1" +F 0 "C47" V 1846 1716 50 0000 C CNN +F 1 ".1" V 1916 1746 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 2000 1650 50 0001 C CNN +F 3 "~" H 2000 1650 50 0001 C CNN + 1 2000 1650 + 0 1 1 0 +$EndComp +Wire Wire Line + 2250 1700 2250 1650 +Wire Wire Line + 2250 1650 2100 1650 +$Comp +L power:+5V #PWR0109 +U 1 1 605D022A +P 2250 1650 +AR Path="/605D022A" Ref="#PWR0109" Part="1" +AR Path="/5D940AF4/605D022A" Ref="#PWR?" Part="1" +F 0 "#PWR0109" H 2250 1500 50 0001 C CNN +F 1 "+5V" H 2173 1806 50 0000 L CNN +F 2 "" H 2250 1650 50 0001 C CNN +F 3 "" H 2250 1650 50 0001 C CNN + 1 2250 1650 + 1 0 0 -1 +$EndComp +Connection ~ 2250 1650 +$Comp +L KU-schematics-library:4066_U28 U28 +U 1 1 605D023D +P 2300 2000 +F 0 "U28" H 1900 2100 75 0000 L CIN +F 1 "4066_U28" H 2200 1500 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:DIP14" H 2300 2000 50 0001 C CNN +F 3 "" H 2300 2000 50 0001 C CNN + 1 2300 2000 + 1 0 0 -1 +$EndComp +Wire Wire Line + 2850 2000 2850 2100 +Wire Wire Line + 2350 1700 2350 1500 +Wire Wire Line + 2350 1500 2550 1500 +Wire Wire Line + 2550 1700 2550 1500 +Connection ~ 2550 1500 +Wire Wire Line + 2550 1500 4450 1500 +Wire Wire Line + 2450 1700 2450 1650 +Wire Wire Line + 2650 1700 2650 1650 +Wire Wire Line + 2450 1650 2650 1650 +Connection ~ 2650 1650 +Wire Wire Line + 2650 1650 4450 1650 +Text GLabel 4450 1500 2 50 Output ~ 0 +POTX +Text GLabel 4450 1650 2 50 Output ~ 0 +POTY +Wire Wire Line + 1500 4700 2350 4700 +Wire Wire Line + 2350 4700 2350 6400 +Connection ~ 2350 4700 +Connection ~ 2350 6400 +Wire Wire Line + 2350 6400 5450 6400 +Wire Wire Line + 2450 4600 2450 6300 +Wire Wire Line + 1500 4600 2450 4600 +Connection ~ 2450 6300 +Wire Wire Line + 2450 6300 5450 6300 +Wire Wire Line + 2550 4500 2550 6200 +Wire Wire Line + 1500 4500 2550 4500 +Connection ~ 2550 6200 +Wire Wire Line + 2550 6200 5450 6200 +Wire Wire Line + 2650 4400 2650 6100 +Wire Wire Line + 1500 4400 2650 4400 +Connection ~ 2650 6100 +Wire Wire Line + 2650 6100 5450 6100 +Wire Wire Line + 2750 4300 2750 6000 +Wire Wire Line + 1500 4300 2750 4300 +Connection ~ 2750 6000 +Wire Wire Line + 2750 6000 5450 6000 +Wire Wire Line + 2850 3600 2850 5500 +Wire Wire Line + 1500 3600 2850 3600 +Connection ~ 2850 5500 +Wire Wire Line + 2850 5500 5450 5500 +Wire Wire Line + 2950 3500 2950 5400 +Wire Wire Line + 1500 3500 2950 3500 +Connection ~ 2950 5400 +Wire Wire Line + 2950 5400 5450 5400 +Wire Wire Line + 3050 3400 3050 5300 +Wire Wire Line + 1500 3400 3050 3400 +Connection ~ 3050 5300 +Wire Wire Line + 3050 5300 5450 5300 +Wire Wire Line + 3150 3300 3150 5200 +Wire Wire Line + 1500 3300 3150 3300 +Connection ~ 3150 5200 +Wire Wire Line + 3150 5200 5450 5200 +Wire Wire Line + 3250 3200 3250 5100 +Wire Wire Line + 1500 3200 3250 3200 +Connection ~ 3250 5100 +Wire Wire Line + 3250 5100 5450 5100 +Text GLabel 4350 4700 2 50 Output ~ 0 +BTNA\~LP~ +Wire Wire Line + 5450 6800 2500 6800 +Wire Wire Line + 2500 6800 2500 7900 +Wire Wire Line + 1800 7900 2500 7900 +Wire Wire Line + 5450 6900 2600 6900 +Wire Wire Line + 2600 6900 2600 8000 +Wire Wire Line + 1900 8000 2600 8000 +Wire Wire Line + 3450 1400 3450 6950 +Wire Wire Line + 1500 1400 3450 1400 +Wire Wire Line + 3650 1300 3650 6950 +Wire Wire Line + 1500 1300 3650 1300 +Wire Wire Line + 3850 1200 3850 6950 +Wire Wire Line + 1500 1200 3850 1200 +Wire Wire Line + 1500 8100 3450 8100 +$Comp +L KU-schematics-library:FERRITE_NARROW FB7 +U 1 1 605D0288 +P 3450 7050 +F 0 "FB7" H 3377 6988 50 0000 L CNN +F 1 "FERRITE_BEAD" H 3400 6950 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 3450 7050 50 0001 C CNN +F 3 "" H 3450 7050 50 0001 C CNN + 1 3450 7050 + 0 1 1 0 +$EndComp +$Comp +L KU-schematics-library:FERRITE_NARROW FB9 +U 1 1 605D028E +P 3650 7050 +F 0 "FB9" H 3573 6989 50 0000 L CNN +F 1 "FERRITE_BEAD" H 3600 6950 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 3650 7050 50 0001 C CNN +F 3 "" H 3650 7050 50 0001 C CNN + 1 3650 7050 + 0 1 1 0 +$EndComp +$Comp +L KU-schematics-library:FERRITE_NARROW FB8 +U 1 1 605D0294 +P 3850 7050 +F 0 "FB8" H 3773 6991 50 0000 L CNN +F 1 "FERRITE_BEAD" H 3800 6950 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 3850 7050 50 0001 C CNN +F 3 "" H 3850 7050 50 0001 C CNN + 1 3850 7050 + 0 1 1 0 +$EndComp +Wire Wire Line + 5450 7800 4750 7800 +Wire Wire Line + 4750 7800 4750 7300 +Wire Wire Line + 3850 7150 3850 7200 +Connection ~ 3850 7200 +Wire Wire Line + 3650 7150 3650 7300 +Connection ~ 3650 7300 +Wire Wire Line + 3650 7300 3250 7300 +Wire Wire Line + 3450 7150 3450 7400 +$Comp +L power:+5V #PWR0110 +U 1 1 605D02A3 +P 2950 7100 +AR Path="/605D02A3" Ref="#PWR0110" Part="1" +AR Path="/5D940AF4/605D02A3" Ref="#PWR?" Part="1" +F 0 "#PWR0110" H 2950 6950 50 0001 C CNN +F 1 "+5V" H 2873 7256 50 0000 L CNN +F 2 "" H 2950 7100 50 0001 C CNN +F 3 "" H 2950 7100 50 0001 C CNN + 1 2950 7100 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:R_US_CUSTOM R28 +U 1 1 605D02A9 +P 3150 7400 +AR Path="/605D02A9" Ref="R28" Part="1" +AR Path="/5D940AF4/605D02A9" Ref="R?" Part="1" +F 0 "R28" V 3222 7311 50 0000 L CNN +F 1 "1K" V 3292 7311 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 3150 7400 50 0001 C CNN +F 3 "" H 3150 7400 50 0001 C CNN + 1 3150 7400 + 0 1 1 0 +$EndComp +$Comp +L KU-schematics-library:R_US_CUSTOM R30 +U 1 1 605D02AF +P 3150 7300 +AR Path="/605D02AF" Ref="R30" Part="1" +AR Path="/5D940AF4/605D02AF" Ref="R?" Part="1" +F 0 "R30" V 3100 6850 50 0000 L CNN +F 1 "1K" V 3168 6876 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 3150 7300 50 0001 C CNN +F 3 "" H 3150 7300 50 0001 C CNN + 1 3150 7300 + 0 1 1 0 +$EndComp +$Comp +L KU-schematics-library:R_US_CUSTOM R29 +U 1 1 605D02B5 +P 3150 7200 +AR Path="/605D02B5" Ref="R29" Part="1" +AR Path="/5D940AF4/605D02B5" Ref="R?" Part="1" +F 0 "R29" V 3020 7134 50 0000 L CNN +F 1 "1K" V 3088 7179 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 3150 7200 50 0001 C CNN +F 3 "" H 3150 7200 50 0001 C CNN + 1 3150 7200 + 0 1 1 0 +$EndComp +Wire Wire Line + 2950 7100 2950 7200 +Wire Wire Line + 3050 7200 2950 7200 +Connection ~ 2950 7200 +Wire Wire Line + 2950 7200 2950 7300 +Wire Wire Line + 3050 7300 2950 7300 +Connection ~ 2950 7300 +Wire Wire Line + 2950 7300 2950 7400 +Wire Wire Line + 3050 7400 2950 7400 +Wire Wire Line + 3450 7400 3250 7400 +Wire Wire Line + 3450 7400 3450 8100 +Connection ~ 3450 7400 +Connection ~ 3450 8100 +Wire Wire Line + 3950 7200 3950 7450 +Connection ~ 3950 7200 +Wire Wire Line + 3950 7200 3850 7200 +Wire Wire Line + 4200 10500 4350 10500 +Wire Wire Line + 4000 7450 3950 7450 +Wire Wire Line + 4650 7450 4350 7450 +Wire Wire Line + 4650 7450 4650 7900 +Wire Wire Line + 4550 8000 4550 7750 +Wire Wire Line + 4550 7750 4350 7750 +Wire Wire Line + 4350 8100 5450 8100 +Text Label 5000 7600 0 50 ~ 0 +~NMI~ +Wire Wire Line + 5450 7700 4850 7700 +Wire Wire Line + 4850 7700 4850 7200 +Text Label 5000 7700 0 50 ~ 0 +DATA' +Wire Wire Line + 4950 7600 4950 10500 +Wire Wire Line + 4950 10500 4700 10500 +Wire Wire Line + 4950 7600 5450 7600 +Connection ~ 4950 7600 +Wire Wire Line + 5150 10100 5150 9500 +Connection ~ 5150 9500 +Wire Wire Line + 5150 9500 5450 9500 +Wire Wire Line + 5150 10300 5150 10500 +Text Notes 5200 10300 0 50 ~ 0 +RP3\n3.3K +$Comp +L power:+5V #PWR0111 +U 1 1 605D02DE +P 5150 10500 +AR Path="/605D02DE" Ref="#PWR0111" Part="1" +AR Path="/5D940AF4/605D02DE" Ref="#PWR?" Part="1" +F 0 "#PWR0111" H 5150 10350 50 0001 C CNN +F 1 "+5V" H 5050 10650 50 0000 L CNN +F 2 "" H 5150 10500 50 0001 C CNN +F 3 "" H 5150 10500 50 0001 C CNN + 1 5150 10500 + -1 0 0 1 +$EndComp +Wire Wire Line + 4000 7750 3750 7750 +Wire Wire Line + 3750 7750 3750 7300 +Connection ~ 3750 7300 +Wire Wire Line + 3750 7300 3650 7300 +Wire Wire Line + 3450 8100 4000 8100 +Wire Wire Line + 11750 7650 11700 7650 +$Comp +L KU-schematics-library:6510_MPU U7 +U 1 1 605D02F0 +P 5950 3050 +F 0 "U7" H 5989 3212 79 0000 R CNN +F 1 "6510_MPU" H 5750 1350 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:DIP40" H 5950 3050 50 0001 C CNN +F 3 "" H 5950 3050 50 0001 C CNN + 1 5950 3050 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U0112 +U 1 1 605D02F6 +P 5950 4800 +AR Path="/605D02F6" Ref="#U0112" Part="1" +AR Path="/5D940AF4/605D02F6" Ref="U?" Part="1" +F 0 "#U0112" H 5950 4800 50 0001 C CNN +F 1 "GND_SMALL" H 5950 4800 50 0001 C CNN +F 2 "" H 5950 4800 50 0001 C CNN +F 3 "" H 5950 4800 50 0001 C CNN + 1 5950 4800 + 1 0 0 -1 +$EndComp +$Comp +L Device:C_Small C3 +U 1 1 605D02FC +P 6350 7350 +AR Path="/605D02FC" Ref="C3" Part="1" +AR Path="/5D940AF4/605D02FC" Ref="C?" Part="1" +F 0 "C3" V 6200 7300 50 0000 C CNN +F 1 ".1" V 6266 7262 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 6350 7350 50 0001 C CNN +F 3 "~" H 6350 7350 50 0001 C CNN + 1 6350 7350 + 0 1 1 0 +$EndComp +$Comp +L power:+5V #PWR0112 +U 1 1 605D0302 +P 6100 7350 +AR Path="/605D0302" Ref="#PWR0112" Part="1" +AR Path="/5D940AF4/605D0302" Ref="#PWR?" Part="1" +F 0 "#PWR0112" H 6100 7200 50 0001 C CNN +F 1 "+5V" H 6023 7506 50 0000 L CNN +F 2 "" H 6100 7350 50 0001 C CNN +F 3 "" H 6100 7350 50 0001 C CNN + 1 6100 7350 + 1 0 0 -1 +$EndComp +Wire Wire Line + 6100 7400 6100 7350 +Wire Wire Line + 6100 7350 6250 7350 +Connection ~ 6100 7350 +$Comp +L KU-schematics-library:GND_SMALL #U0113 +U 1 1 605D030B +P 6500 7450 +AR Path="/605D030B" Ref="#U0113" Part="1" +AR Path="/5D940AF4/605D030B" Ref="U?" Part="1" +F 0 "#U0113" H 6500 7450 50 0001 C CNN +F 1 "GND_SMALL" H 6500 7450 50 0001 C CNN +F 2 "" H 6500 7450 50 0001 C CNN +F 3 "" H 6500 7450 50 0001 C CNN + 1 6500 7450 + 1 0 0 -1 +$EndComp +Wire Wire Line + 6450 7350 6500 7350 +Wire Wire Line + 6500 7350 6500 7450 +$Comp +L Device:C_Small C2 +U 1 1 605D0313 +P 5300 4800 +AR Path="/605D0313" Ref="C2" Part="1" +AR Path="/5D940AF4/605D0313" Ref="C?" Part="1" +F 0 "C2" V 5200 4690 50 0000 C CNN +F 1 ".1" V 5263 4703 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 5300 4800 50 0001 C CNN +F 3 "~" H 5300 4800 50 0001 C CNN + 1 5300 4800 + 0 1 1 0 +$EndComp +Wire Wire Line + 5400 4800 5850 4800 +$Comp +L KU-schematics-library:GND_SMALL #U0114 +U 1 1 605D031A +P 5150 4900 +AR Path="/605D031A" Ref="#U0114" Part="1" +AR Path="/5D940AF4/605D031A" Ref="U?" Part="1" +F 0 "#U0114" H 5150 4900 50 0001 C CNN +F 1 "GND_SMALL" H 5150 4900 50 0001 C CNN +F 2 "" H 5150 4900 50 0001 C CNN +F 3 "" H 5150 4900 50 0001 C CNN + 1 5150 4900 + 1 0 0 -1 +$EndComp +Wire Wire Line + 5200 4800 5150 4800 +Wire Wire Line + 5150 4800 5150 4900 +$Comp +L power:+5V #PWR0113 +U 1 1 605D0322 +P 5400 4800 +AR Path="/605D0322" Ref="#PWR0113" Part="1" +AR Path="/5D940AF4/605D0322" Ref="#PWR?" Part="1" +F 0 "#PWR0113" H 5400 4650 50 0001 C CNN +F 1 "+5V" H 5283 4941 50 0000 L CNN +F 2 "" H 5400 4800 50 0001 C CNN +F 3 "" H 5400 4800 50 0001 C CNN + 1 5400 4800 + 1 0 0 -1 +$EndComp +Wire Wire Line + 4950 4600 5450 4600 +Text Notes 5000 4450 0 50 ~ 0 +RP3\n3.3K +Wire Wire Line + 4950 4500 4950 4600 +$Comp +L power:+5V #PWR0114 +U 1 1 605D032B +P 4950 4250 +AR Path="/605D032B" Ref="#PWR0114" Part="1" +AR Path="/5D940AF4/605D032B" Ref="#PWR?" Part="1" +F 0 "#PWR0114" H 4950 4100 50 0001 C CNN +F 1 "+5V" H 4833 4391 50 0000 L CNN +F 2 "" H 4950 4250 50 0001 C CNN +F 3 "" H 4950 4250 50 0001 C CNN + 1 4950 4250 + 1 0 0 -1 +$EndComp +Connection ~ 4950 4600 +Wire Wire Line + 4950 4600 4950 7600 +Wire Wire Line + 4950 4250 4950 4300 +Connection ~ 5400 4800 +$Comp +L Device:C_Small C9 +U 1 1 605D0335 +P 5350 1350 +AR Path="/605D0335" Ref="C9" Part="1" +AR Path="/5D940AF4/605D0335" Ref="C?" Part="1" +F 0 "C9" H 5220 1390 50 0000 C CNN +F 1 ".1" H 5235 1318 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 5350 1350 50 0001 C CNN +F 3 "~" H 5350 1350 50 0001 C CNN + 1 5350 1350 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U0115 +U 1 1 605D033B +P 5350 1450 +AR Path="/605D033B" Ref="#U0115" Part="1" +AR Path="/5D940AF4/605D033B" Ref="U?" Part="1" +F 0 "#U0115" H 5350 1450 50 0001 C CNN +F 1 "GND_SMALL" H 5350 1450 50 0001 C CNN +F 2 "" H 5350 1450 50 0001 C CNN +F 3 "" H 5350 1450 50 0001 C CNN + 1 5350 1450 + 1 0 0 -1 +$EndComp +Wire Wire Line + 5950 1150 5950 1100 +Wire Wire Line + 5950 1100 5350 1100 +Wire Wire Line + 5350 1100 5350 1250 +$Comp +L Device:CP_Small C8 +U 1 1 605D0344 +P 5050 1350 +F 0 "C8" H 4875 1395 50 0000 L CNN +F 1 "10uF" H 4794 1312 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_ELYT_RADIAL_P5.08mm_SMALL_RING" H 5050 1350 50 0001 C CNN +F 3 "~" H 5050 1350 50 0001 C CNN + 1 5050 1350 + 1 0 0 -1 +$EndComp +Text Notes 4800 1500 0 50 ~ 0 +25V +Wire Wire Line + 5050 1250 5050 1100 +Wire Wire Line + 5050 1100 5350 1100 +Connection ~ 5350 1100 +Wire Wire Line + 5050 1100 4900 1100 +Connection ~ 5050 1100 +$Comp +L power:+5V #PWR0115 +U 1 1 605D0350 +P 4900 1100 +AR Path="/605D0350" Ref="#PWR0115" Part="1" +AR Path="/5D940AF4/605D0350" Ref="#PWR?" Part="1" +F 0 "#PWR0115" H 4900 950 50 0001 C CNN +F 1 "+5V" V 4900 1200 50 0000 L CNN +F 2 "" H 4900 1100 50 0001 C CNN +F 3 "" H 4900 1100 50 0001 C CNN + 1 4900 1100 + 0 -1 -1 0 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U0116 +U 1 1 605D0356 +P 5050 1450 +AR Path="/605D0356" Ref="#U0116" Part="1" +AR Path="/5D940AF4/605D0356" Ref="U?" Part="1" +F 0 "#U0116" H 5050 1450 50 0001 C CNN +F 1 "GND_SMALL" H 5050 1450 50 0001 C CNN +F 2 "" H 5050 1450 50 0001 C CNN +F 3 "" H 5050 1450 50 0001 C CNN + 1 5050 1450 + 1 0 0 -1 +$EndComp +Wire Wire Line + 4050 5000 5450 5000 +Wire Wire Line + 1500 1100 3200 1100 +Wire Wire Line + 4050 1100 4050 1150 +Text Label 4350 5000 0 50 ~ 0 +CASS_RD +Text Notes 2900 850 0 50 ~ 0 +RP3\n3.3K +$Comp +L power:+5V #PWR0116 +U 1 1 605D0361 +P 2850 900 +AR Path="/605D0361" Ref="#PWR0116" Part="1" +AR Path="/5D940AF4/605D0361" Ref="#PWR?" Part="1" +F 0 "#PWR0116" H 2850 750 50 0001 C CNN +F 1 "+5V" V 2850 1000 50 0000 L CNN +F 2 "" H 2850 900 50 0001 C CNN +F 3 "" H 2850 900 50 0001 C CNN + 1 2850 900 + 0 -1 -1 0 +$EndComp +Wire Wire Line + 2900 900 2850 900 +Wire Wire Line + 3100 900 3200 900 +Wire Wire Line + 3200 900 3200 1100 +Connection ~ 3200 1100 +Wire Wire Line + 3200 1100 4050 1100 +Wire Wire Line + 1500 1000 1850 1000 +Wire Wire Line + 1850 1000 1850 600 +Wire Wire Line + 4050 1150 4300 1150 +Wire Wire Line + 4300 1150 4300 1000 +Connection ~ 4050 1150 +Wire Wire Line + 4050 1150 4050 5000 +$Comp +L KU-schematics-library:74LS06_ U8 +U 6 1 605D0372 +P 4050 7950 +AR Path="/605D0372" Ref="U8" Part="6" +AR Path="/5D940AF4/605D0372" Ref="U?" Part="2" +F 0 "U8" H 4050 8000 50 0000 C CNN +F 1 "7406N" H 3700 8150 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:DIP14" H 4050 7950 50 0001 C CNN +F 3 "" H 4050 7950 50 0001 C CNN + 6 4050 7950 + -1 0 0 1 +$EndComp +$Comp +L KU-schematics-library:74LS06_ U8 +U 4 1 605D0378 +P 12200 7400 +AR Path="/605D0378" Ref="U8" Part="4" +AR Path="/5D940AF4/605D0378" Ref="U?" Part="6" +F 0 "U8" H 12075 7548 50 0000 C CNN +F 1 "7406N" H 12231 7464 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:DIP14" H 12200 7400 50 0001 C CNN +F 3 "" H 12200 7400 50 0001 C CNN + 4 12200 7400 + 1 0 0 -1 +$EndComp +Wire Wire Line + 11900 7250 11700 7250 +NoConn ~ 11700 7350 +Wire Wire Line + 11100 7350 11000 7350 +Wire Wire Line + 11000 7350 11000 7250 +Wire Wire Line + 11100 7250 11000 7250 +Connection ~ 11000 7250 +Wire Wire Line + 11000 7250 10850 7250 +$Comp +L Device:C_Small C105 +U 1 1 605D038B +P 11050 7850 +AR Path="/605D038B" Ref="C105" Part="1" +AR Path="/5D940AF4/605D038B" Ref="C?" Part="1" +F 0 "C105" H 10868 7826 50 0000 C CNN +F 1 ".1" H 10896 7899 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 11050 7850 50 0001 C CNN +F 3 "~" H 11050 7850 50 0001 C CNN + 1 11050 7850 + -1 0 0 1 +$EndComp +Wire Wire Line + 11750 7650 11750 7950 +Wire Wire Line + 11100 7650 11050 7650 +Wire Wire Line + 11050 7750 11050 7650 +Connection ~ 11050 7650 +Wire Wire Line + 11050 7650 10900 7650 +$Comp +L Device:CP_Small C24 +U 1 1 605D039C +P 10850 7350 +F 0 "C24" H 10591 7394 50 0000 L CNN +F 1 "10uF" H 10594 7318 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_ELYT_RADIAL_P5.08mm_SMALL_RING" H 10850 7350 50 0001 C CNN +F 3 "~" H 10850 7350 50 0001 C CNN + 1 10850 7350 + 1 0 0 -1 +$EndComp +Text Notes 10600 7500 0 50 ~ 0 +25V +Wire Wire Line + 11100 7150 11100 6800 +$Comp +L KU-schematics-library:R_US_CUSTOM R34 +U 1 1 605D03AA +P 10850 7050 +AR Path="/605D03AA" Ref="R34" Part="1" +AR Path="/5D940AF4/605D03AA" Ref="R?" Part="1" +F 0 "R34" H 10650 7100 50 0000 L CNN +F 1 "47K" H 10650 7025 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 10850 7050 50 0001 C CNN +F 3 "" H 10850 7050 50 0001 C CNN + 1 10850 7050 + 1 0 0 -1 +$EndComp +Wire Wire Line + 10850 7150 10850 7250 +Connection ~ 10850 7250 +Wire Wire Line + 10850 6800 10850 6950 +$Comp +L power:+5V #PWR0117 +U 1 1 605D03B3 +P 11100 6800 +AR Path="/605D03B3" Ref="#PWR0117" Part="1" +AR Path="/5D940AF4/605D03B3" Ref="#PWR?" Part="1" +F 0 "#PWR0117" H 11100 6650 50 0001 C CNN +F 1 "+5V" H 11050 6950 50 0000 L CNN +F 2 "" H 11100 6800 50 0001 C CNN +F 3 "" H 11100 6800 50 0001 C CNN + 1 11100 6800 + 1 0 0 -1 +$EndComp +$Comp +L power:+5V #PWR0118 +U 1 1 605D03B9 +P 10850 6800 +AR Path="/605D03B9" Ref="#PWR0118" Part="1" +AR Path="/5D940AF4/605D03B9" Ref="#PWR?" Part="1" +F 0 "#PWR0118" H 10850 6650 50 0001 C CNN +F 1 "+5V" H 10800 6950 50 0000 L CNN +F 2 "" H 10850 6800 50 0001 C CNN +F 3 "" H 10850 6800 50 0001 C CNN + 1 10850 6800 + 1 0 0 -1 +$EndComp +$Comp +L Device:C_Small C39 +U 1 1 605D03BF +P 11850 6950 +AR Path="/605D03BF" Ref="C39" Part="1" +AR Path="/5D940AF4/605D03BF" Ref="C?" Part="1" +F 0 "C39" H 11686 6921 50 0000 C CNN +F 1 ".1" H 11696 6999 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 11850 6950 50 0001 C CNN +F 3 "~" H 11850 6950 50 0001 C CNN + 1 11850 6950 + -1 0 0 1 +$EndComp +Wire Wire Line + 11850 6850 11700 6850 +Wire Wire Line + 11700 6850 11700 7150 +Wire Wire Line + 11700 6850 11700 6800 +Connection ~ 11700 6850 +$Comp +L power:+5V #PWR0119 +U 1 1 605D03C9 +P 11700 6800 +AR Path="/605D03C9" Ref="#PWR0119" Part="1" +AR Path="/5D940AF4/605D03C9" Ref="#PWR?" 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KU-schematics-library:FERRITE_NARROW FB5 +U 1 1 605D0500 +P 6900 4250 +F 0 "FB5" H 6829 4168 50 0000 L CNN +F 1 "FERRITE_BEAD" H 6850 4150 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 6900 4250 50 0001 C CNN +F 3 "" H 6900 4250 50 0001 C CNN + 1 6900 4250 + -1 0 0 1 +$EndComp +Wire Wire Line + 6450 4250 6550 4250 +Wire Wire Line + 6550 4250 6550 4300 +Wire Wire Line + 6550 4300 6700 4300 +Wire Wire Line + 6700 4300 6650 4250 +Wire Wire Line + 6650 4250 6800 4250 +Wire Wire Line + 7050 4250 7000 4250 +Connection ~ 7050 4250 +Text GLabel 7550 4250 2 50 Output ~ 0 +PHI2 +Text Label 6450 4250 0 20 ~ 0 +PH2_FB +Text Label 6450 6500 0 50 ~ 0 +PHI2 +Text Label 6500 8950 0 50 ~ 0 +PHI2 +Text GLabel 7550 4650 2 50 Input ~ 0 +RDY +Wire Wire Line + 7550 4650 6450 4650 +Text GLabel 7550 6700 2 50 Output ~ 0 +R\~W~ +Wire Wire Line + 7550 6700 6950 6700 +Text GLabel 7550 6400 2 50 Input ~ 0 +~IRQ~ +Wire Wire Line + 7550 6400 6850 6400 +Wire Wire Line + 6850 6400 6850 4550 +Wire Wire Line + 6850 4550 6450 4550 +Connection ~ 6850 6400 +Wire Wire Line + 6850 6400 6450 6400 +Text Label 6450 4550 0 50 ~ 0 +~IRQ~ +Text Label 6500 6400 0 50 ~ 0 +~IRQ~ +Text Notes 7650 7500 0 50 ~ 0 +RP4\n3.3K +$Comp +L power:+5V #PWR0124 +U 1 1 605D051E +P 8000 7000 +AR Path="/605D051E" Ref="#PWR0124" Part="1" +AR Path="/5D940AF4/605D051E" Ref="#PWR?" Part="1" +F 0 "#PWR0124" H 8000 6850 50 0001 C CNN +F 1 "+5V" V 7933 6992 50 0000 L CNN +F 2 "" H 8000 7000 50 0001 C CNN +F 3 "" H 8000 7000 50 0001 C CNN + 1 8000 7000 + 0 1 1 0 +$EndComp +Wire Wire Line + 7850 7000 7950 7000 +Wire Wire Line + 7850 7100 7950 7100 +Wire Wire Line + 7950 7100 7950 7000 +Connection ~ 7950 7000 +Wire Wire Line + 7950 7000 8000 7000 +Wire Wire Line + 7950 7200 7950 7100 +Connection ~ 7950 7100 +Wire Wire Line + 7850 7300 7950 7300 +Wire Wire Line + 7950 7300 7950 7200 +Connection ~ 7950 7200 +Wire Wire Line + 7650 7000 7450 7000 +Wire Wire Line + 7650 7100 7450 7100 +Wire Wire Line + 7650 7200 7450 7200 +Wire Wire Line + 7650 7300 7450 7300 +Text Label 7450 7000 0 50 ~ 0 +A15 +Text Label 7450 7100 0 50 ~ 0 +A14 +Text Label 7450 7200 0 50 ~ 0 +A13 +Text Label 7450 7300 0 50 ~ 0 +A12 +Entry Wire Line + 7350 7100 7450 7000 +Entry Wire Line + 7350 7300 7450 7200 +Entry Wire Line + 7350 7200 7450 7100 +Entry Wire Line + 7350 7400 7450 7300 +$Comp +L KU-schematics-library:R_ARRAY_9WAY_US RP4 +U 3 1 605D053A +P 7750 7000 +F 0 "RP4" V 7628 7000 50 0001 C CNN +F 1 "3K3 Bussed" H 8125 7125 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:RP_ARRAY_9WAY" H 7750 7000 50 0001 C CNN +F 3 "" H 7750 7000 50 0001 C CNN + 3 7750 7000 + 0 1 1 0 +$EndComp +$Comp +L KU-schematics-library:R_ARRAY_9WAY_US RP4 +U 4 1 605D0540 +P 7750 7100 +F 0 "RP4" V 7628 7100 50 0001 C CNN +F 1 "3K3 Bussed" H 8125 7225 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:RP_ARRAY_9WAY" H 7750 7100 50 0001 C CNN +F 3 "" H 7750 7100 50 0001 C CNN + 4 7750 7100 + 0 1 1 0 +$EndComp +$Comp +L KU-schematics-library:R_ARRAY_9WAY_US RP4 +U 5 1 605D0546 +P 7750 7200 +F 0 "RP4" V 7628 7200 50 0001 C CNN +F 1 "3K3 Bussed" H 8125 7325 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:RP_ARRAY_9WAY" H 7750 7200 50 0001 C CNN +F 3 "" H 7750 7200 50 0001 C CNN + 5 7750 7200 + 0 1 1 0 +$EndComp +Wire Wire Line + 7850 7200 7950 7200 +$Comp +L KU-schematics-library:R_ARRAY_9WAY_US RP4 +U 7 1 605D054D +P 7750 7300 +F 0 "RP4" V 7628 7300 50 0001 C CNN +F 1 "3K3 Bussed" H 8125 7425 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:RP_ARRAY_9WAY" H 7750 7300 50 0001 C CNN +F 3 "" H 7750 7300 50 0001 C CNN + 7 7750 7300 + 0 1 1 0 +$EndComp +$Comp +L KU-schematics-library:R_ARRAY_7WAY_US RP3 +U 3 1 605D0553 +P 3000 900 +F 0 "RP3" V 3099 900 50 0001 C CNN +F 1 "3K3 Bussed" H 3350 950 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:RP_ARRAY_7WAY" H 3000 910 50 0001 C CNN +F 3 "" H 3000 910 50 0001 C CNN + 3 3000 900 + 0 -1 -1 0 +$EndComp +$Comp +L KU-schematics-library:R_ARRAY_7WAY_US RP3 +U 2 1 605D0559 +P 4950 4400 +F 0 "RP3" H 5003 4400 50 0001 L CNN +F 1 "3K3 Bussed" H 5300 4450 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:RP_ARRAY_7WAY" H 4950 4410 50 0001 C CNN +F 3 "" H 4950 4410 50 0001 C CNN + 2 4950 4400 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:R_ARRAY_7WAY_US RP3 +U 1 1 605D055F +P 5150 10200 +F 0 "RP3" H 5075 10200 50 0001 R CNN +F 1 "3K3 Bussed" H 5500 10250 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:RP_ARRAY_7WAY" H 5150 10210 50 0001 C CNN +F 3 "" H 5150 10210 50 0001 C CNN + 1 5150 10200 + -1 0 0 1 +$EndComp +$Comp +L KU-schematics-library:R_ARRAY_7WAY_US RP3 +U 4 1 605D0565 +P 1800 7700 +F 0 "RP3" H 1853 7700 50 0001 L CNN +F 1 "3K3 Bussed" H 2150 7750 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:RP_ARRAY_7WAY" H 1800 7710 50 0001 C CNN +F 3 "" H 1800 7710 50 0001 C CNN + 4 1800 7700 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:R_ARRAY_7WAY_US RP3 +U 5 1 605D056B +P 1900 7700 +F 0 "RP3" H 1952 7700 50 0001 L CNN +F 1 "3K3 Bussed" H 2250 7750 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:RP_ARRAY_7WAY" H 1900 7710 50 0001 C CNN +F 3 "" H 1900 7710 50 0001 C CNN + 5 1900 7700 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:R_ARRAY_7WAY_US RP3 +U 6 1 605D0571 +P 2000 7700 +F 0 "RP3" H 2052 7700 50 0001 L CNN +F 1 "3K3 Bussed" H 2350 7750 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:RP_ARRAY_7WAY" H 2000 7710 50 0001 C CNN +F 3 "" H 2000 7710 50 0001 C CNN + 6 2000 7700 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:R_ARRAY_7WAY_US RP3 +U 7 1 605D0577 +P 2100 7700 +F 0 "RP3" H 2153 7700 50 0001 L CNN +F 1 "3K3 Bussed" H 2450 7750 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:RP_ARRAY_7WAY" H 2100 7710 50 0001 C CNN +F 3 "" H 2100 7710 50 0001 C CNN + 7 2100 7700 + 1 0 0 -1 +$EndComp +Wire Wire Line + 7250 1000 7250 2400 +Wire Wire Line + 7350 2300 7350 900 +Wire Wire Line + 5750 1150 5750 800 +Wire Wire Line + 5750 800 7450 800 +Wire Wire Line + 4300 1000 7250 1000 +Wire Wire Line + 5650 1150 5650 900 +Wire Wire Line + 5650 900 7350 900 +Wire Wire Line + 5850 1150 5850 700 +Wire Wire Line + 5850 700 7550 700 +Text Label 5950 700 0 50 ~ 0 +CASS_MOTOR +Text Label 5950 800 0 50 ~ 0 +CASS_SENSE +Text Label 5950 900 0 50 ~ 0 +CASS_WRT +Wire Wire Line + 5750 800 5600 800 +Connection ~ 5750 800 +$Comp +L KU-schematics-library:R_US_CUSTOM R1 +U 1 1 605D058B +P 5500 800 +AR Path="/605D058B" Ref="R1" Part="1" +AR Path="/5D940AF4/605D058B" Ref="R?" Part="1" +F 0 "R1" V 5565 831 50 0000 L CNN +F 1 "3K3" V 5564 656 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 5500 800 50 0001 C CNN +F 3 "" H 5500 800 50 0001 C CNN + 1 5500 800 + 0 -1 -1 0 +$EndComp +$Comp +L power:+5V #PWR0125 +U 1 1 605D0591 +P 5400 800 +AR Path="/605D0591" Ref="#PWR0125" Part="1" +AR Path="/5D940AF4/605D0591" Ref="#PWR?" Part="1" +F 0 "#PWR0125" H 5400 650 50 0001 C CNN +F 1 "+5V" V 5400 950 50 0000 L CNN +F 2 "" H 5400 800 50 0001 C CNN +F 3 "" H 5400 800 50 0001 C CNN + 1 5400 800 + 0 -1 -1 0 +$EndComp +$Comp +L KU-schematics-library:R_US_CUSTOM R4 +U 1 1 605D0597 +P 7750 1650 +AR Path="/605D0597" Ref="R4" Part="1" +AR Path="/5D940AF4/605D0597" Ref="R?" Part="1" +F 0 "R4" V 7600 1600 50 0000 L CNN +F 1 "1K" V 7681 1601 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 7750 1650 50 0001 C CNN +F 3 "" H 7750 1650 50 0001 C CNN + 1 7750 1650 + 0 1 1 0 +$EndComp +Wire Wire Line + 7550 1650 7650 1650 +$Comp +L KU-schematics-library:R_US_CUSTOM R3 +U 1 1 605D059E +P 7900 1800 +AR Path="/605D059E" Ref="R3" Part="1" +AR Path="/5D940AF4/605D059E" Ref="R?" Part="1" +F 0 "R3" H 7744 1832 50 0000 L CNN +F 1 "10K" H 7700 1750 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 7900 1800 50 0001 C CNN +F 3 "" H 7900 1800 50 0001 C CNN + 1 7900 1800 + 1 0 0 -1 +$EndComp +Wire Wire Line + 7850 1650 7900 1650 +Wire Wire Line + 7900 1650 7900 1700 +Wire Wire Line + 7900 1650 8000 1650 +Connection ~ 7900 1650 +Wire Wire Line + 7900 1900 7900 1950 +$Comp +L KU-schematics-library:GND_SMALL #U0120 +U 1 1 605D05A9 +P 7900 1950 +AR Path="/605D05A9" Ref="#U0120" Part="1" +AR Path="/5D940AF4/605D05A9" Ref="U?" Part="1" +F 0 "#U0120" H 7900 1950 50 0001 C CNN +F 1 "GND_SMALL" H 7900 1950 50 0001 C CNN +F 2 "" H 7900 1950 50 0001 C CNN +F 3 "" H 7900 1950 50 0001 C CNN + 1 7900 1950 + 1 0 0 -1 +$EndComp +$Comp +L Transistor_BJT:2SC1815 Q2 +U 1 1 605D05AF +P 8200 1650 +F 0 "Q2" H 8400 1400 50 0000 L CNN +F 1 "2SC1815" H 8400 1300 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:Q_NPN_ECB" H 8400 1750 50 0001 C CNN +F 3 "~" H 8200 1650 50 0001 C CNN + 1 8200 1650 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U0121 +U 1 1 605D05B5 +P 8300 1950 +AR Path="/605D05B5" Ref="#U0121" Part="1" +AR Path="/5D940AF4/605D05B5" Ref="U?" Part="1" +F 0 "#U0121" H 8300 1950 50 0001 C CNN +F 1 "GND_SMALL" H 8300 1950 50 0001 C CNN +F 2 "" H 8300 1950 50 0001 C CNN +F 3 "" H 8300 1950 50 0001 C CNN + 1 8300 1950 + 1 0 0 -1 +$EndComp +Wire Wire Line + 8300 1950 8300 1850 +$Comp +L Device:D_Zener_Small_ALT CR2 +U 1 1 605D05BC +P 8550 1650 +F 0 "CR2" V 8567 1707 50 0000 L CNN +F 1 "IN755" V 8638 1712 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:ZENER_12.7mm" V 8550 1650 50 0001 C CNN +F 3 "~" V 8550 1650 50 0001 C CNN + 1 8550 1650 + 0 1 1 0 +$EndComp +Text Notes 8661 1847 0 50 ~ 0 +7.5V +$Comp +L KU-schematics-library:GND_SMALL #U0122 +U 1 1 605D05C3 +P 8550 1750 +AR Path="/605D05C3" Ref="#U0122" Part="1" +AR Path="/5D940AF4/605D05C3" Ref="U?" Part="1" +F 0 "#U0122" H 8550 1750 50 0001 C CNN +F 1 "GND_SMALL" H 8550 1750 50 0001 C CNN +F 2 "" H 8550 1750 50 0001 C CNN +F 3 "" H 8550 1750 50 0001 C CNN + 1 8550 1750 + 1 0 0 -1 +$EndComp +Wire Wire Line + 8300 1450 8550 1450 +Wire Wire Line + 8550 1450 8550 1550 +$Comp +L KU-schematics-library:R_US_CUSTOM R2 +U 1 1 605D05CB +P 8300 1250 +AR Path="/605D05CB" Ref="R2" Part="1" +AR Path="/5D940AF4/605D05CB" Ref="R?" Part="1" +F 0 "R2" H 8144 1282 50 0000 L CNN +F 1 "1.5K" H 8100 1200 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 8300 1250 50 0001 C CNN +F 3 "" H 8300 1250 50 0001 C CNN + 1 8300 1250 + 1 0 0 -1 +$EndComp +$Comp +L Device:C_Small C18 +U 1 1 605D05D1 +P 8600 1250 +AR Path="/605D05D1" Ref="C18" Part="1" +AR Path="/5D940AF4/605D05D1" Ref="C?" Part="1" +F 0 "C18" H 8462 1298 50 0000 C CNN +F 1 ".1" H 8485 1218 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 8600 1250 50 0001 C CNN +F 3 "~" H 8600 1250 50 0001 C CNN + 1 8600 1250 + 1 0 0 -1 +$EndComp +Wire Wire Line + 8300 1150 8300 1050 +Wire Wire Line + 8300 1050 8600 1050 +Wire Wire Line + 8600 1050 8600 1150 +Wire Wire Line + 8600 1350 8600 1450 +Wire Wire Line + 8600 1450 8550 1450 +Connection ~ 8550 1450 +Wire Wire Line + 8300 1450 8300 1350 +Connection ~ 8300 1450 +Connection ~ 8600 1050 +Wire Wire Line + 9250 1050 9250 1250 +Connection ~ 9250 1250 +Wire Wire Line + 9250 1250 9250 1450 +Wire Wire Line + 8950 1250 9250 1250 +Wire Wire Line + 9400 1850 9250 1850 +Text Notes 10700 2800 1 79 Italic 0 +(6-PIN MALE EDGE) +Text Notes 10550 2550 1 79 Italic 0 +CASSETTE +Wire Wire Line + 7450 2200 10150 2200 +Wire Wire Line + 9200 2300 7350 2300 +$Comp +L KU-schematics-library:FERRITE_NARROW FB2 +U 1 1 605D05E9 +P 9500 1850 +F 0 "FB2" H 9426 1791 50 0000 L CNN +F 1 "FERRITE_BEAD" H 9450 1750 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 9500 1850 50 0001 C CNN +F 3 "" H 9500 1850 50 0001 C CNN + 1 9500 1850 + -1 0 0 1 +$EndComp +Wire Wire Line + 10150 1850 9600 1850 +Text Label 9650 2200 0 50 ~ 0 +CASS_SENSE +Text Label 9650 2300 0 50 ~ 0 +CASS_WRT' +$Comp +L KU-schematics-library:FERRITE_NARROW FB1 +U 1 1 605D05F2 +P 9300 2300 +F 0 "FB1" H 9075 2262 50 0000 L CNN +F 1 "FERRITE_BEAD" H 9250 2200 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 9300 2300 50 0001 C CNN +F 3 "" H 9300 2300 50 0001 C CNN + 1 9300 2300 + -1 0 0 1 +$EndComp +Wire Wire Line + 10150 2300 9400 2300 +$Comp +L Device:C_Small C1 +U 1 1 605D05F9 +P 9950 2600 +AR Path="/605D05F9" Ref="C1" Part="1" +AR Path="/5D940AF4/605D05F9" Ref="C?" Part="1" +F 0 "C1" H 9831 2628 50 0000 C CNN +F 1 ".1" H 9832 2560 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 9950 2600 50 0001 C CNN +F 3 "~" H 9950 2600 50 0001 C CNN + 1 9950 2600 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U0123 +U 1 1 605D05FF +P 9950 2700 +AR Path="/605D05FF" Ref="#U0123" Part="1" +AR Path="/5D940AF4/605D05FF" Ref="U?" Part="1" +F 0 "#U0123" H 9950 2700 50 0001 C CNN +F 1 "GND_SMALL" H 9950 2700 50 0001 C CNN +F 2 "" H 9950 2700 50 0001 C CNN +F 3 "" H 9950 2700 50 0001 C CNN + 1 9950 2700 + 1 0 0 -1 +$EndComp +Wire Wire Line + 9550 2500 9450 2500 +$Comp +L power:+5V #PWR0126 +U 1 1 605D0606 +P 9450 2500 +AR Path="/605D0606" Ref="#PWR0126" Part="1" +AR Path="/5D940AF4/605D0606" Ref="#PWR?" Part="1" +F 0 "#PWR0126" H 9450 2350 50 0001 C CNN +F 1 "+5V" V 9450 2600 50 0000 L CNN +F 2 "" H 9450 2500 50 0001 C CNN +F 3 "" H 9450 2500 50 0001 C CNN + 1 9450 2500 + 0 -1 -1 0 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U0124 +U 1 1 605D060C +P 10150 2700 +AR Path="/605D060C" Ref="#U0124" Part="1" +AR Path="/5D940AF4/605D060C" Ref="U?" Part="1" +F 0 "#U0124" H 10150 2700 50 0001 C CNN +F 1 "GND_SMALL" H 10150 2700 50 0001 C CNN +F 2 "" H 10150 2700 50 0001 C CNN +F 3 "" H 10150 2700 50 0001 C CNN + 1 10150 2700 + 1 0 0 -1 +$EndComp +Wire Wire Line + 10150 2600 10150 2700 +Wire Wire Line + 9750 2500 9950 2500 +$Comp +L KU-schematics-library:FERRITE_NARROW FB3 +U 1 1 605D0614 +P 9650 2500 +F 0 "FB3" H 9575 2571 50 0000 L CNN +F 1 "FERRITE_BEAD" H 9600 2400 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 9650 2500 50 0001 C CNN +F 3 "" H 9650 2500 50 0001 C CNN + 1 9650 2500 + -1 0 0 1 +$EndComp +Text Label 9650 2400 0 50 ~ 0 +CASS_RD +Wire Wire Line + 7250 2400 10150 2400 +$Comp +L KU-schematics-library:CASSETTE_PORT_CON CN3 +U 1 1 605D061C +P 10450 2050 +F 0 "CN3" V 10800 1700 118 0000 L CNN +F 1 "CASSETTE_PORT_CON" H 10325 1350 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:EDGE_CON_12P_TAPE" H 10450 2050 50 0001 C CNN +F 3 "" H 10450 2050 50 0001 C CNN + 1 10450 2050 + 1 0 0 -1 +$EndComp +Wire Wire Line + 7450 800 7450 2200 +Wire Wire Line + 10150 2500 9950 2500 +Connection ~ 9950 2500 +Wire Wire Line + 8650 1450 8600 1450 +Connection ~ 8600 1450 +Wire Wire Line + 7550 700 7550 1650 +$Comp +L Transistor_BJT:2SC1815 Q1 +U 1 1 605D0628 +P 8850 1450 +F 0 "Q1" H 8805 1786 50 0000 L CNN +F 1 "2SC1815" H 8803 1707 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:Q_NPN_ECB" H 9050 1550 50 0001 C CNN +F 3 "~" H 8850 1450 50 0001 C CNN + 1 8850 1450 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:+9V_UNREG #PWR0127 +U 1 1 605D062E +P 8600 1050 +F 0 "#PWR0127" H 8600 900 50 0001 C CNN +F 1 "+9V_UNREG" H 8600 1249 50 0000 C CNN +F 2 "" H 8600 1000 50 0001 C CNN +F 3 "" H 8600 850 50 0001 C CNN + 1 8600 1050 + 1 0 0 -1 +$EndComp +Wire Wire Line + 8600 1050 9250 1050 +$Comp +L Transistor_BJT:TIP41 Q3 +U 1 1 605D0635 +P 9150 1650 +F 0 "Q3" H 9341 1696 50 0000 L CNN +F 1 "TP298/2SD880" H 9341 1605 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:TO-220-3_Horizontal_TabDown_250407" H 9400 1575 50 0001 L CIN +F 3 "https://www.centralsemi.com/get_document.php?cmp=1&mergetype=pd&mergepath=pd&pdf_id=tip41.PDF" H 9150 1650 50 0001 L CNN + 1 9150 1650 + 1 0 0 -1 +$EndComp +Text Label 9850 2500 0 50 ~ 0 +5V_FB3 +Wire Wire Line + 6450 1350 7050 1350 +Wire Wire Line + 7050 1350 7050 2650 +Wire Wire Line + 7050 2650 7650 2650 +Wire Wire Line + 6450 1450 7000 1450 +Wire Wire Line + 7000 1450 7000 2850 +Wire Wire Line + 7000 2850 7500 2850 +Wire Wire Line + 6450 1550 6950 1550 +Wire Wire Line + 6950 1550 6950 3050 +Wire Wire Line + 6950 3050 7400 3050 +Wire Wire Line + 6450 1650 6900 1650 +Wire Wire Line + 6900 1650 6900 3250 +Wire Wire Line + 6900 3250 7300 3250 +Text Label 6550 1450 0 50 ~ 0 +~LORAM~ +Text Label 6550 1550 0 50 ~ 0 +~HIRAM~ +Text Label 6550 1650 0 50 ~ 0 +~CHAREN~ +Text GLabel 7650 2650 2 50 Input ~ 0 +CAEC +Text GLabel 7650 2850 2 50 Input ~ 0 +~LORAM~ +Text GLabel 7650 3050 2 50 Input ~ 0 +~HIRAM~ +Text GLabel 7650 3250 2 50 Input ~ 0 +~CHAREN~ +$Comp +L KU-schematics-library:R_US_CUSTOM R43 +U 1 1 605D064F +P 7300 3450 +AR Path="/605D064F" Ref="R43" Part="1" +AR Path="/5D940AF4/605D064F" Ref="R?" Part="1" +F 0 "R43" V 7377 3515 50 0000 L CNN +F 1 "3K3" V 7376 3321 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 7300 3450 50 0001 C CNN +F 3 "" H 7300 3450 50 0001 C CNN + 1 7300 3450 + -1 0 0 1 +$EndComp +$Comp +L KU-schematics-library:R_US_CUSTOM R44 +U 1 1 605D0655 +P 7400 3450 +AR Path="/605D0655" Ref="R44" Part="1" +AR Path="/5D940AF4/605D0655" Ref="R?" Part="1" +F 0 "R44" H 7327 3725 50 0000 L CNN +F 1 "3K3" H 7325 3794 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 7400 3450 50 0001 C CNN +F 3 "" H 7400 3450 50 0001 C CNN + 1 7400 3450 + -1 0 0 1 +$EndComp +$Comp +L KU-schematics-library:R_US_CUSTOM R45 +U 1 1 605D065B +P 7500 3450 +AR Path="/605D065B" Ref="R45" Part="1" +AR Path="/5D940AF4/605D065B" Ref="R?" Part="1" +F 0 "R45" H 7312 3431 50 0000 L CNN +F 1 "3K3" H 7309 3502 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 7500 3450 50 0001 C CNN +F 3 "" H 7500 3450 50 0001 C CNN + 1 7500 3450 + -1 0 0 1 +$EndComp +Wire Wire Line + 7300 3350 7300 3250 +Connection ~ 7300 3250 +Wire Wire Line + 7300 3250 7650 3250 +Wire Wire Line + 7400 3350 7400 3050 +Connection ~ 7400 3050 +Wire Wire Line + 7400 3050 7650 3050 +Wire Wire Line + 7500 3350 7500 2850 +Connection ~ 7500 2850 +Wire Wire Line + 7500 2850 7650 2850 +Wire Wire Line + 7300 3550 7300 3650 +Wire Wire Line + 7300 3650 7400 3650 +Wire Wire Line + 7400 3550 7400 3650 +Connection ~ 7400 3650 +Wire Wire Line + 7400 3650 7500 3650 +Wire Wire Line + 7500 3550 7500 3650 +Connection ~ 7500 3650 +Wire Wire Line + 7500 3650 7650 3650 +$Comp +L power:+5V #PWR0128 +U 1 1 605D0672 +P 7650 3650 +AR Path="/605D0672" Ref="#PWR0128" Part="1" +AR Path="/5D940AF4/605D0672" Ref="#PWR?" Part="1" +F 0 "#PWR0128" H 7650 3500 50 0001 C CNN +F 1 "+5V" V 7583 3642 50 0000 L CNN +F 2 "" H 7650 3650 50 0001 C CNN +F 3 "" H 7650 3650 50 0001 C CNN + 1 7650 3650 + 0 1 1 0 +$EndComp +Wire Wire Line + 6450 4450 7850 4450 +Wire Wire Line + 7850 4450 7850 5300 +$Comp +L Connector_Generic:Conn_01x03 CN10 +U 1 1 605D067A +P 8750 10650 +F 0 "CN10" V 8913 10876 118 0000 R CNN +F 1 "LED_CONNECTOR" V 8572 10462 50 0001 R CNN +F 2 "KU-14194HB-RevB-KiCad:LED_CON" H 8750 10650 50 0001 C CNN +F 3 "~" H 8750 10650 50 0001 C CNN + 1 8750 10650 + 0 1 1 0 +$EndComp +Text Notes 9232 11020 2 79 Italic 0 +LED CONNECTOR +$Comp +L KU-schematics-library:FERRITE_NARROW FB20 +U 1 1 605D0681 +P 8750 10050 +F 0 "FB20" H 8463 10016 50 0000 L CNN +F 1 "FERRITE_BEAD" H 8700 9950 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 8750 10050 50 0001 C CNN +F 3 "" H 8750 10050 50 0001 C CNN + 1 8750 10050 + 0 1 1 0 +$EndComp +$Comp +L KU-schematics-library:FERRITE_NARROW FB21 +U 1 1 605D0687 +P 8850 10050 +F 0 "FB21" H 8561 10015 50 0000 L CNN +F 1 "FERRITE_BEAD" H 8800 9950 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 8850 10050 50 0001 C CNN +F 3 "" H 8850 10050 50 0001 C CNN + 1 8850 10050 + 0 1 1 0 +$EndComp +Wire Wire Line + 8850 10450 8850 10400 +Wire Wire Line + 8850 10400 8650 10400 +Wire Wire Line + 8650 10400 8650 10450 +Connection ~ 8850 10400 +Wire Wire Line + 8850 10400 8850 10150 +$Comp +L power:+5V #PWR0129 +U 1 1 605D0699 +P 8850 9550 +AR Path="/605D0699" Ref="#PWR0129" Part="1" +AR Path="/5D940AF4/605D0699" Ref="#PWR?" Part="1" +F 0 "#PWR0129" H 8850 9400 50 0001 C CNN +F 1 "+5V" H 8800 9700 50 0000 L CNN +F 2 "" H 8850 9550 50 0001 C CNN +F 3 "" H 8850 9550 50 0001 C CNN + 1 8850 9550 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:R_US_CUSTOM R39 +U 1 1 605D069F +P 8850 9650 +AR Path="/605D069F" Ref="R39" Part="1" +AR Path="/5D940AF4/605D069F" Ref="R?" Part="1" +F 0 "R39" H 8899 9680 50 0000 L CNN +F 1 "390" H 8902 9610 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 8850 9650 50 0001 C CNN +F 3 "" H 8850 9650 50 0001 C CNN + 1 8850 9650 + 1 0 0 -1 +$EndComp +Wire Wire Line + 8850 9750 8850 9950 +$Comp +L Device:L_Core_Iron L5 +U 1 1 605D06A6 +P 10800 9950 +F 0 "L5" H 10888 9996 50 0000 L CNN +F 1 "1.2uH" H 10888 9905 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:INDUCTOR_P15.24mm" H 10800 9950 50 0001 C CNN +F 3 "~" H 10800 9950 50 0001 C CNN + 1 10800 9950 + 1 0 0 -1 +$EndComp +$Comp +L Device:C_Small C21 +U 1 1 605D06AC +P 10100 9700 +AR Path="/605D06AC" Ref="C21" Part="1" +AR Path="/5D940AF4/605D06AC" Ref="C?" Part="1" +F 0 "C21" V 10342 9713 50 0000 C CNN +F 1 ".22" V 10274 9700 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_POLY_100V_TH_P5.08_and_P12.07mm" H 10100 9700 50 0001 C CNN +F 3 "~" H 10100 9700 50 0001 C CNN + 1 10100 9700 + 0 -1 -1 0 +$EndComp +$Comp +L KU-schematics-library:CHOKE L4 +U 1 1 605D06B2 +P 9900 9950 +F 0 "L4" H 9975 10037 50 0000 L CNN +F 1 "CHOKE" H 9950 10050 50 0001 L CNN +F 2 "KU-14194HB-RevB-KiCad:CHOKE" H 9900 9950 50 0001 C CNN +F 3 "" H 9900 9950 50 0001 C CNN + 1 9900 9950 + 1 0 0 -1 +$EndComp +Wire Wire Line + 10000 10200 9900 10200 +Wire Wire Line + 9900 10200 9900 10100 +Wire Wire Line + 10200 10200 10300 10200 +Wire Wire Line + 10300 10200 10300 10100 +$Comp +L Device:C_Small C20 +U 1 1 605D06BC +P 10100 10200 +AR Path="/605D06BC" Ref="C20" Part="1" +AR Path="/5D940AF4/605D06BC" Ref="C?" Part="1" +F 0 "C20" V 10339 10207 50 0000 C CNN +F 1 ".22" V 10273 10197 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_POLY_100V_TH_P5.08_and_P12.07mm" H 10100 10200 50 0001 C CNN +F 3 "~" H 10100 10200 50 0001 C CNN + 1 10100 10200 + 0 -1 -1 0 +$EndComp +Wire Wire Line + 9900 9800 9900 9700 +Wire Wire Line + 9900 9700 10000 9700 +Text Notes 10002 9629 0 50 ~ 0 +100V +Text Notes 10009 10132 0 50 ~ 0 +100V +Text Notes 10856 11013 2 79 Italic 0 +POWER INPUT +Text Notes 11055 11148 2 79 Italic 0 +(7PIN MALE DIN) +$Comp +L KU-schematics-library:POWER_CON CN7 +U 1 1 605D06C8 +P 10550 10750 +F 0 "CN7" H 11074 10539 79 0000 C CNN +F 1 "POWER_CON" H 10550 10750 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:POWER_CON_D7_250407" H 10550 10750 50 0001 C CNN +F 3 "" H 10550 10750 50 0001 C CNN + 1 10550 10750 + 1 0 0 -1 +$EndComp +Wire Wire Line + 9900 10650 9900 10200 +Connection ~ 9900 10200 +Connection ~ 10300 10200 +Wire Wire Line + 10800 9800 10800 9700 +$Comp +L Device:C_Small C97 +U 1 1 605D06D2 +P 11000 10200 +AR Path="/605D06D2" Ref="C97" Part="1" +AR Path="/5D940AF4/605D06D2" Ref="C?" Part="1" +F 0 "C97" V 11100 10200 50 0000 C CNN +F 1 ".22" V 11167 10175 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 11000 10200 50 0001 C CNN +F 3 "~" H 11000 10200 50 0001 C CNN + 1 11000 10200 + 0 1 1 0 +$EndComp +Wire Wire Line + 11200 10200 11100 10200 +Wire Wire Line + 10900 10200 10800 10200 +Connection ~ 10800 10200 +Wire Wire Line + 10800 10200 10800 10100 +$Comp +L Device:C_Small C100 +U 1 1 605D06DC +P 11000 9700 +AR Path="/605D06DC" Ref="C100" Part="1" +AR Path="/5D940AF4/605D06DC" Ref="C?" Part="1" +F 0 "C100" V 10818 9701 50 0000 C CNN +F 1 ".22" V 10888 9694 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 11000 9700 50 0001 C CNN +F 3 "~" H 11000 9700 50 0001 C CNN + 1 11000 9700 + 0 1 1 0 +$EndComp +Wire Wire Line + 10900 9700 10800 9700 +Connection ~ 11200 10200 +Wire Wire Line + 11000 10650 11100 10650 +Connection ~ 11200 10650 +Wire Wire Line + 11200 10650 11200 10400 +Connection ~ 11100 10650 +Wire Wire Line + 11100 10650 11200 10650 +Wire Wire Line + 10800 10400 10800 10200 +Wire Wire Line + 10300 10400 10300 10200 +$Comp +L 250407_-rescue:POWER_SWITCH-KU-schematics-library SW1 +U 1 1 605D06EB +P 10300 10400 +F 0 "SW1" H 10450 10450 50 0000 L CNN +F 1 "POWER_SWITCH" H 10694 10518 50 0001 L CNN +F 2 "KU-14194HB-RevB-KiCad:POWER_SWITCH" H 10300 10400 50 0001 C CNN +F 3 "" H 10300 10400 50 0001 C CNN + 1 10300 10400 + 1 0 0 1 +$EndComp +Wire Wire Line + 8150 9900 8150 9150 +Connection ~ 8150 9900 +Text Label 10300 9500 1 50 ~ 0 +9VAC~~ +Text Notes 10800 10400 1 50 ~ 0 ++5 +Connection ~ 10300 9150 +$Comp +L Device:C_Small C99 +U 1 1 605D06F6 +P 10450 9700 +AR Path="/605D06F6" Ref="C99" Part="1" +AR Path="/5D940AF4/605D06F6" Ref="C?" Part="1" +F 0 "C99" V 10252 9712 50 0000 C CNN +F 1 ".1" V 10326 9704 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 10450 9700 50 0001 C CNN +F 3 "~" H 10450 9700 50 0001 C CNN + 1 10450 9700 + 0 1 1 0 +$EndComp +Wire Wire Line + 10550 9800 10550 9700 +Wire Wire Line + 10300 9800 10300 9700 +Wire Wire Line + 10300 9700 10200 9700 +Wire Wire Line + 10350 9700 10300 9700 +Connection ~ 10300 9700 +Wire Wire Line + 10300 9700 10300 9150 +Wire Wire Line + 9900 9700 9900 9600 +Wire Wire Line + 9900 9600 9550 9600 +Wire Wire Line + 9550 9600 9550 9650 +Connection ~ 9900 9700 +$Comp +L Device:C_Small C98 +U 1 1 605D0712 +P 9550 9750 +AR Path="/605D0712" Ref="C98" Part="1" +AR Path="/5D940AF4/605D0712" Ref="C?" Part="1" +F 0 "C98" H 9403 9811 50 0000 C CNN +F 1 ".1" H 9412 9736 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 9550 9750 50 0001 C CNN +F 3 "~" H 9550 9750 50 0001 C CNN + 1 9550 9750 + 1 0 0 -1 +$EndComp +$Comp +L Device:Fuse F1 +U 1 1 605D0718 +P 9900 9400 +F 0 "F1" H 9750 9469 50 0000 L CNN +F 1 "1A" H 9750 9393 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:FUSE" V 9830 9400 50 0001 C CNN +F 3 "~" H 9900 9400 50 0001 C CNN + 1 9900 9400 + 1 0 0 -1 +$EndComp +Wire Wire Line + 9900 9550 9900 9600 +Connection ~ 9900 9600 +Wire Wire Line + 8250 9250 8250 10000 +Wire Wire Line + 10800 9150 11000 9150 +Wire Wire Line + 11400 9150 11400 9200 +Wire Wire Line + 10800 9150 10800 9050 +$Comp +L Device:C_Small C92 +U 1 1 605D0724 +P 11400 9300 +AR Path="/605D0724" Ref="C92" Part="1" +AR Path="/5D940AF4/605D0724" Ref="C?" Part="1" +F 0 "C92" H 11549 9336 50 0000 C CNN +F 1 ".1" H 11538 9272 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 11400 9300 50 0001 C CNN +F 3 "~" H 11400 9300 50 0001 C CNN + 1 11400 9300 + 1 0 0 -1 +$EndComp +$Comp +L Device:CP_Small C91 +U 1 1 605D0730 +P 11000 9300 +F 0 "C91" H 11077 9355 50 0000 L CNN +F 1 "100uF" H 11077 9284 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_ELYT_RADIAL_P5.08mm" H 11000 9300 50 0001 C CNN +F 3 "~" H 11000 9300 50 0001 C CNN + 1 11000 9300 + 1 0 0 -1 +$EndComp +Wire Wire Line + 11000 9200 11000 9150 +Connection ~ 11000 9150 +Wire Wire Line + 11000 9150 11400 9150 +$Comp +L power:+5V #PWR0130 +U 1 1 605D073F +P 10800 9050 +AR Path="/605D073F" Ref="#PWR0130" Part="1" +AR Path="/5D940AF4/605D073F" Ref="#PWR?" Part="1" +F 0 "#PWR0130" H 10800 8900 50 0001 C CNN +F 1 "+5V" H 10750 9200 50 0000 L CNN +F 2 "" H 10800 9050 50 0001 C CNN +F 3 "" H 10800 9050 50 0001 C CNN + 1 10800 9050 + 1 0 0 -1 +$EndComp +Text Notes 11081 9421 0 50 ~ 0 +16V +Wire Wire Line + 11100 9700 11200 9700 +Wire Wire Line + 11200 9700 11200 10200 +Wire Wire Line + 10800 9150 10800 9700 +Connection ~ 10800 9150 +Connection ~ 10800 9700 +$Comp +L KU-schematics-library:7805 VR2 +U 1 1 605D074B +P 8850 8750 +F 0 "VR2" H 8844 8927 79 0000 C CNN +F 1 "7805" H 8850 8750 79 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:VREG_TO-220-3_Horizontal_TabDown" H 8850 8900 50 0001 C CNN +F 3 "" H 8850 8900 50 0001 C CNN + 1 8850 8750 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:7812 VR1 +U 1 1 605D0751 +P 8850 7950 +F 0 "VR1" H 8853 8115 79 0000 C CNN +F 1 "7812" H 8850 7950 79 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:VREG_TO-220-3_Horizontal_TabDown" H 8850 7950 50 0001 C CNN +F 3 "" H 8850 7950 50 0001 C CNN + 1 8850 7950 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:BRIDGE_RECTIFIER CR4 +U 1 1 605D0757 +P 9900 8750 +F 0 "CR4" H 10050 8900 50 0000 L CNN +F 1 "BRIDGE_RECTIFIER" H 9900 7850 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:BRIDGE_RECTIFIER" H 9900 8750 50 0001 C CNN +F 3 "" H 9900 8750 50 0001 C CNN + 1 9900 8750 + 1 0 0 -1 +$EndComp +Connection ~ 9900 9250 +Wire Wire Line + 10300 8500 9900 8500 +Wire Wire Line + 10300 8500 10300 9150 +Wire Wire Line + 10100 8750 10100 8850 +Wire Wire Line + 9900 8500 9900 8550 +Wire Wire Line + 9900 8950 9900 9250 +Wire Wire Line + 10300 8500 10300 7950 +Connection ~ 10300 8500 +$Comp +L Diode:1N4001 CR6 +U 1 1 605D076B +P 9900 8150 +F 0 "CR6" V 9913 8229 50 0000 L CNN +F 1 "1N4001" V 10000 8200 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RECTIFIER_TH_P12.7mm" H 9900 7975 50 0001 C CNN +F 3 "http://www.vishay.com/docs/88503/1n4001.pdf" H 9900 8150 50 0001 C CNN + 1 9900 8150 + 0 1 1 0 +$EndComp +$Comp +L Device:CP_Small C90 +U 1 1 605D0771 +P 10100 7950 +F 0 "C90" V 10329 7876 50 0000 L CNN +F 1 "470uF" V 10263 7829 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:LARGE_ELECTROLYTIC_AXIAL_TH" H 10100 7950 50 0001 C CNN +F 3 "~" H 10100 7950 50 0001 C CNN + 1 10100 7950 + 0 -1 -1 0 +$EndComp +Wire Wire Line + 10300 7950 10200 7950 +Wire Wire Line + 10000 7950 9900 7950 +Wire Wire Line + 9900 8000 9900 7950 +$Comp +L Diode:1N4001 CR5 +U 1 1 605D077A +P 9750 7950 +F 0 "CR5" H 9750 8166 50 0000 C CNN +F 1 "1N4001" H 9750 8075 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:RECTIFIER_TH_P12.7mm" H 9750 7775 50 0001 C CNN +F 3 "http://www.vishay.com/docs/88503/1n4001.pdf" H 9750 7950 50 0001 C CNN + 1 9750 7950 + 1 0 0 -1 +$EndComp +Wire Wire Line + 8550 8750 8400 8750 +Wire Wire Line + 8550 7950 8400 7950 +Wire Wire Line + 8150 9150 10300 9150 +Wire Wire Line + 8250 9250 9900 9250 +Wire Wire Line + 9900 8350 9900 8300 +Wire Wire Line + 9600 7950 9450 7950 +Text Notes 10169 7885 2 50 ~ 0 +50V +$Comp +L Device:CP_Small C88 +U 1 1 605D0787 +P 9450 8100 +F 0 "C88" H 9557 8096 50 0000 L CNN +F 1 "1000uF" H 9506 8022 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:LARGE_ELECTROLYTIC_AXIAL_TH" H 9450 8100 50 0001 C CNN +F 3 "~" H 9450 8100 50 0001 C CNN + 1 9450 8100 + 1 0 0 -1 +$EndComp +Connection ~ 9450 7950 +Wire Wire Line + 9450 7950 9300 7950 +Text Notes 9711 8289 2 50 ~ 0 +25V +Wire Wire Line + 9450 8000 9450 7950 +Wire Wire Line + 9450 8200 9450 8250 +$Comp +L Device:CP_Small C19 +U 1 1 605D0798 +P 9450 8900 +F 0 "C19" H 9561 8892 50 0000 L CNN +F 1 "2200uF" H 9506 8822 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:LARGE_ELECTROLYTIC_AXIAL_TH" H 9450 8900 50 0001 C CNN +F 3 "~" H 9450 8900 50 0001 C CNN + 1 9450 8900 + 1 0 0 -1 +$EndComp +Wire Wire Line + 9450 8800 9450 8750 +Connection ~ 9450 8750 +Wire Wire Line + 9450 8750 9700 8750 +Wire Wire Line + 9450 9050 9450 9000 +Wire Wire Line + 9150 8750 9150 8350 +Connection ~ 9150 8750 +Connection ~ 9150 8350 +Wire Wire Line + 9150 8750 9300 8750 +Wire Wire Line + 9150 8350 9900 8350 +$Comp +L Device:C_Small C95 +U 1 1 605D07AD +P 9300 8900 +AR Path="/605D07AD" Ref="C95" Part="1" +AR Path="/5D940AF4/605D07AD" Ref="C?" Part="1" +F 0 "C95" H 9153 8961 50 0000 C CNN +F 1 ".1" H 9162 8886 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 9300 8900 50 0001 C CNN +F 3 "~" H 9300 8900 50 0001 C CNN + 1 9300 8900 + 1 0 0 -1 +$EndComp +Wire Wire Line + 9300 8800 9300 8750 +Connection ~ 9300 8750 +Wire Wire Line + 9300 8750 9450 8750 +Wire Wire Line + 9300 9050 9300 9000 +$Comp +L Device:C_Small C89 +U 1 1 605D07BD +P 9300 8100 +AR Path="/605D07BD" Ref="C89" Part="1" +AR Path="/5D940AF4/605D07BD" Ref="C?" Part="1" +F 0 "C89" H 9153 8161 50 0000 C CNN +F 1 ".1" H 9162 8086 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 9300 8100 50 0001 C CNN +F 3 "~" H 9300 8100 50 0001 C CNN + 1 9300 8100 + 1 0 0 -1 +$EndComp +Wire Wire Line + 9300 8000 9300 7950 +Connection ~ 9300 7950 +Wire Wire Line + 9300 7950 9150 7950 +Wire Wire Line + 9300 8250 9300 8200 +Wire Wire Line + 8850 8150 8850 8250 +Wire Wire Line + 8850 8950 8850 9050 +$Comp +L Device:CP_Small C57 +U 1 1 605D07DB +P 8400 8100 +F 0 "C57" H 8478 8094 50 0000 L CNN +F 1 "10uF" H 8478 8027 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_ELYT_RADIAL_P5.08mm_SMALL_RING" H 8400 8100 50 0001 C CNN +F 3 "~" H 8400 8100 50 0001 C CNN + 1 8400 8100 + 1 0 0 -1 +$EndComp +Text Notes 8476 8275 0 50 ~ 0 +25V +Wire Wire Line + 8400 8000 8400 7950 +Connection ~ 8400 7950 +Wire Wire Line + 8400 7950 8250 7950 +Wire Wire Line + 8400 8250 8400 8200 +Connection ~ 9900 7950 +$Comp +L Device:C_Small C59 +U 1 1 605D07ED +P 8250 8100 +AR Path="/605D07ED" Ref="C59" Part="1" +AR Path="/5D940AF4/605D07ED" Ref="C?" Part="1" +F 0 "C59" H 8103 8161 50 0000 C CNN +F 1 ".1" H 8112 8086 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 8250 8100 50 0001 C CNN +F 3 "~" H 8250 8100 50 0001 C CNN + 1 8250 8100 + 1 0 0 -1 +$EndComp +Wire Wire Line + 8250 8000 8250 7950 +Connection ~ 8250 7950 +Wire Wire Line + 8250 7950 7950 7950 +Wire Wire Line + 8250 8200 8250 8250 +Wire Wire Line + 7850 8350 9150 8350 +$Comp +L power:+12V #PWR0131 +U 1 1 605D07FE +P 7950 7950 +F 0 "#PWR0131" H 7950 7800 50 0001 C CNN +F 1 "+12V" V 8024 7926 50 0000 L CNN +F 2 "" H 7950 7950 50 0001 C CNN +F 3 "" H 7950 7950 50 0001 C CNN + 1 7950 7950 + 0 -1 -1 0 +$EndComp +Text Label 7850 8350 0 50 ~ 0 ++9V_UNREG +$Comp +L Device:C_Small C103 +U 1 1 605D0805 +P 8250 8900 +AR Path="/605D0805" Ref="C103" Part="1" +AR Path="/5D940AF4/605D0805" Ref="C?" Part="1" +F 0 "C103" H 8076 8933 50 0000 C CNN +F 1 ".1" H 8098 8860 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 8250 8900 50 0001 C CNN +F 3 "~" H 8250 8900 50 0001 C CNN + 1 8250 8900 + 1 0 0 -1 +$EndComp +$Comp +L Device:CP_Small C102 +U 1 1 605D080B +P 8400 8900 +F 0 "C102" H 8478 8894 50 0000 L CNN +F 1 "10uF" H 8481 8817 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_ELYT_RADIAL_P5.08mm_SMALL_RING" H 8400 8900 50 0001 C CNN +F 3 "~" H 8400 8900 50 0001 C CNN + 1 8400 8900 + 1 0 0 -1 +$EndComp +Wire Wire Line + 8400 8800 8400 8750 +Connection ~ 8400 8750 +Wire Wire Line + 8250 8750 8250 8800 +Wire Wire Line + 8250 8750 8400 8750 +Wire Wire Line + 8400 9000 8400 9050 +Wire Wire Line + 8250 9000 8250 9050 +Text Notes 8481 9098 0 50 ~ 0 +25V +Wire Wire Line + 8250 8750 7850 8750 +Connection ~ 8250 8750 +Text Label 7850 8750 0 50 ~ 0 +CAN+5V +Text Notes 9704 9090 2 50 ~ 0 +16V +Wire Wire Line + 11300 10400 11200 10400 +Wire Wire Line + 11300 10400 11300 10500 +Connection ~ 11200 10400 +Wire Wire Line + 11200 10400 11200 10200 +Wire Wire Line + 8750 10150 8750 10450 +Text Label 8750 10350 1 31 ~ 0 +GND_LED +Text Label 8850 10350 1 31 ~ 0 +LED+ +Text Label 1550 4000 0 31 ~ 0 +5V_joyport +Text Label 9500 9250 0 50 ~ 0 +'9VAC~~ +Text Label 10300 10400 1 50 ~ 0 +9VAC +Wire Wire Line + 10900 10650 10800 10650 +Connection ~ 10800 10650 +$Comp +L KU-schematics-library:74LS629N U31 +U 1 1 605D083A +P 9500 6700 +AR Path="/605D083A" Ref="U31" Part="1" +AR Path="/5D940AF4/605D083A" Ref="U?" Part="1" +F 0 "U31" H 9393 6745 59 0000 L CNN +F 1 "74LS629N" H 9218 6665 59 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:DIP16" H 9500 6700 50 0001 C CNN +F 3 "" H 9500 6700 50 0001 C CNN + 1 9500 6700 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:FERRITE_NARROW FB17 +U 1 1 605D0840 +P 9500 7100 +F 0 "FB17" V 9497 7129 50 0000 L CNN +F 1 "FERRITE_BEAD" H 9450 7000 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 9500 7100 50 0001 C CNN +F 3 "" H 9500 7100 50 0001 C CNN + 1 9500 7100 + 0 1 1 0 +$EndComp +$Comp +L Device:C_Small C36 +U 1 1 605D0846 +P 9500 7400 +AR Path="/605D0846" Ref="C36" Part="1" +AR Path="/5D940AF4/605D0846" Ref="C?" Part="1" +F 0 "C36" H 9656 7482 50 0000 C CNN +F 1 "20pF" H 9700 7400 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 9500 7400 50 0001 C CNN +F 3 "~" H 9500 7400 50 0001 C CNN + 1 9500 7400 + 1 0 0 -1 +$EndComp +Wire Wire Line + 9500 7300 9500 7250 +Wire Wire Line + 9500 7250 8850 7250 +Connection ~ 9500 7250 +Wire Wire Line + 9500 7250 9500 7200 +Text GLabel 8850 7250 0 50 Output ~ 0 +DOT_CLOCK +$Comp +L Device:C_Small C86 +U 1 1 605D0863 +P 9500 6400 +AR Path="/605D0863" Ref="C86" Part="1" +AR Path="/5D940AF4/605D0863" Ref="C?" Part="1" +F 0 "C86" V 9300 6400 50 0000 C CNN +F 1 "82pF" V 9376 6400 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 9500 6400 50 0001 C CNN +F 3 "~" H 9500 6400 50 0001 C CNN + 1 9500 6400 + 0 1 1 0 +$EndComp +Wire Wire Line + 9700 6400 9600 6400 +Wire Wire Line + 9300 6400 9400 6400 +Connection ~ 12600 6050 +Wire Wire Line + 12600 6050 14350 6050 +Wire Wire Line + 7150 6050 12600 6050 +Wire Wire Line + 9000 6750 9000 7050 +Wire Wire Line + 9200 7000 9200 7050 +Wire Wire Line + 9850 3450 9850 3400 +$Comp +L Device:C_Small C70 +U 1 1 605D0871 +P 9850 3550 +AR Path="/605D0871" Ref="C70" Part="1" +AR Path="/5D940AF4/605D0871" Ref="C?" Part="1" +F 0 "C70" H 9700 3550 50 0000 C CNN +F 1 "15pF 5%" H 9616 3477 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 9850 3550 50 0001 C CNN +F 3 "~" H 9850 3550 50 0001 C CNN + 1 9850 3550 + 1 0 0 -1 +$EndComp +Wire Wire Line + 9600 3300 9600 3400 +Wire Wire Line + 9800 3300 9600 3300 +Text Notes 10150 3500 2 50 ~ 0 +25V +Wire Wire Line + 9850 3100 9850 3200 +Wire Wire Line + 10000 3100 9850 3100 +$Comp +L KU-schematics-library:Crystal Y1 +U 1 1 605D0882 +P 9850 3300 +F 0 "Y1" H 9650 3350 50 0000 L CNN +F 1 "Crystal" H 9850 3150 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:CRYSTAL" H 9850 3300 50 0001 C CNN +F 3 "" H 9850 3300 50 0001 C CNN + 1 9850 3300 + 1 0 0 -1 +$EndComp +Text Label 9800 2950 0 75 ~ 0 ++Vc +Text Notes 10700 4444 2 50 ~ 0 +25V +Wire Wire Line + 10500 3550 10500 3500 +Wire Wire Line + 10200 3550 10200 3500 +$Comp +L Device:C_Small C68 +U 1 1 605D0898 +P 10500 3400 +AR Path="/605D0898" Ref="C68" Part="1" +AR Path="/5D940AF4/605D0898" Ref="C?" Part="1" +F 0 "C68" H 10610 3461 50 0000 C CNN +F 1 ".1" H 10602 3381 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 10500 3400 50 0001 C CNN +F 3 "~" H 10500 3400 50 0001 C CNN + 1 10500 3400 + 1 0 0 -1 +$EndComp +Wire Wire Line + 10400 3300 10400 2950 +Connection ~ 10400 3300 +Wire Wire Line + 10400 3300 10500 3300 +Wire Wire Line + 10300 3300 10300 3250 +Connection ~ 10300 3300 +Wire Wire Line + 10200 3300 10300 3300 +Wire Wire Line + 10300 2950 10300 3050 +Wire Wire Line + 10400 2950 10300 2950 +$Comp +L KU-schematics-library:R_US_CUSTOM R26 +U 1 1 605D08AC +P 10300 3150 +AR Path="/605D08AC" Ref="R26" Part="1" +AR Path="/5D940AF4/605D08AC" Ref="R?" Part="1" +F 0 "R26" H 10100 3200 50 0000 L CNN +F 1 "100" H 10100 3125 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 10300 3150 50 0001 C CNN +F 3 "" H 10300 3150 50 0001 C CNN + 1 10300 3150 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:FERRITE_NARROW FB16 +U 1 1 605D08B3 +P 10300 4550 +F 0 "FB16" V 10297 4579 50 0000 L CNN +F 1 "FERRITE_BEAD" H 10250 4450 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 10300 4550 50 0001 C CNN +F 3 "" H 10300 4550 50 0001 C CNN + 1 10300 4550 + 0 1 1 0 +$EndComp +Wire Wire Line + 9600 3900 9600 4300 +Wire Wire Line + 9800 4300 9800 4250 +Connection ~ 10100 4250 +Wire Wire Line + 10000 4250 10100 4250 +Wire Wire Line + 10100 4250 10100 4300 +$Comp +L KU-schematics-library:74LS629N U31 +U 2 1 605D08D0 +P 10100 3950 +AR Path="/605D08D0" Ref="U31" Part="2" +AR Path="/5D940AF4/605D08D0" Ref="U?" Part="2" +F 0 "U31" H 10224 4019 59 0000 R CNN +F 1 "74LS629N" H 10337 3927 59 0000 R CNN +F 2 "KU-14194HB-RevB-KiCad:DIP16" H 10100 3950 50 0001 C CNN +F 3 "" H 10100 3950 50 0001 C CNN + 2 10100 3950 + 1 0 0 -1 +$EndComp +Text GLabel 9750 4750 0 50 Output ~ 0 +PHI_COLOR +$Comp +L KU-schematics-library:R_POTMETER_US R27 +U 1 1 605D08D7 +P 10950 4000 +F 0 "R27" H 11003 4038 50 0000 L CNN +F 1 "500" H 11003 3963 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:POTMETER" H 10950 4000 39 0001 C CNN +F 3 "" H 10950 4000 39 0001 C CNN + 1 10950 4000 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:R_US_CUSTOM R53 +U 1 1 605D08DD +P 10950 3150 +AR Path="/605D08DD" Ref="R53" Part="1" +AR Path="/5D940AF4/605D08DD" Ref="R?" Part="1" +F 0 "R53" H 10750 3200 50 0000 L CNN +F 1 "100" H 10750 3125 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 10950 3150 50 0001 C CNN +F 3 "" H 10950 3150 50 0001 C CNN + 1 10950 3150 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:R_US_CUSTOM R52 +U 1 1 605D08E3 +P 10950 4250 +AR Path="/605D08E3" Ref="R52" Part="1" +AR Path="/5D940AF4/605D08E3" Ref="R?" Part="1" +F 0 "R52" H 11005 4282 50 0000 L CNN +F 1 "330" H 11006 4209 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 10950 4250 50 0001 C CNN +F 3 "" H 10950 4250 50 0001 C CNN + 1 10950 4250 + 1 0 0 -1 +$EndComp +Wire Wire Line + 10950 3900 10950 3250 +Wire Wire Line + 10950 3050 10950 2950 +Connection ~ 10400 2950 +Wire Wire Line + 10300 4750 10300 4650 +Wire Wire Line + 9300 6400 9300 6450 +Wire Wire Line + 9700 6400 9700 6450 +Wire Wire Line + 10150 6750 10000 6750 +Wire Wire Line + 10150 5900 10150 6750 +Wire Wire Line + 9850 3650 9850 3700 +Wire Wire Line + 10000 3100 10000 3700 +Wire Wire Line + 10300 3300 10300 3700 +Wire Wire Line + 10400 3300 10400 3700 +Wire Wire Line + 10950 4450 10950 4350 +Wire Wire Line + 10950 4150 10950 4100 +Wire Wire Line + 10850 4750 10300 4750 +Connection ~ 10300 4750 +Wire Wire Line + 10850 4900 10650 4900 +Text Label 10650 4900 0 50 ~ 0 ++Vc +NoConn ~ 12050 4750 +NoConn ~ 11550 5100 +$Comp +L Device:C_Small C74 +U 1 1 605D0909 +P 12250 4600 +AR Path="/605D0909" Ref="C74" Part="1" +AR Path="/5D940AF4/605D0909" Ref="C?" Part="1" +F 0 "C74" H 12400 4650 50 0000 C CNN +F 1 ".1" H 12400 4600 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 12250 4600 50 0001 C CNN +F 3 "~" H 12250 4600 50 0001 C CNN + 1 12250 4600 + 1 0 0 -1 +$EndComp +Wire Wire Line + 11850 4500 12250 4500 +Wire Wire Line + 11850 4500 11850 4550 +Connection ~ 12250 4500 +Text Label 11250 4300 3 50 ~ 0 ++Vc +Wire Wire Line + 11800 5100 11800 5150 +Wire Wire Line + 11800 5150 11700 5150 +Wire Wire Line + 11700 5150 11700 5100 +Wire Wire Line + 11700 5150 11700 5250 +Connection ~ 11700 5150 +Wire Wire Line + 11350 4550 11350 4500 +Wire Wire Line + 11350 4500 11450 4500 +Wire Wire Line + 11450 4500 11450 4550 +Connection ~ 11350 4500 +Wire Wire Line + 11550 4550 11550 4000 +Wire Wire Line + 11750 4150 11900 4150 +$Comp +L Device:C_Small C83 +U 1 1 605D0924 +P 11900 4250 +AR Path="/605D0924" Ref="C83" Part="1" +AR Path="/5D940AF4/605D0924" Ref="C?" Part="1" +F 0 "C83" H 12050 4300 50 0000 C CNN +F 1 "82pF" H 12092 4232 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 11900 4250 50 0001 C CNN +F 3 "~" H 11900 4250 50 0001 C CNN + 1 11900 4250 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:74LS74 U29 +U 1 1 605D0930 +P 11850 3500 +F 0 "U29" H 11700 3550 59 0000 L CNN +F 1 "74LS74" H 11661 3451 59 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:DIP14" H 11850 3500 39 0001 C CNN +F 3 "" H 11850 3500 39 0001 C CNN + 1 11850 3500 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:74LS74 U29 +U 2 1 605D0936 +P 12700 5050 +F 0 "U29" H 12675 5104 59 0000 C CNN +F 1 "74LS74" H 12680 5013 59 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:DIP14" H 12700 5050 39 0001 C CNN +F 3 "" H 12700 5050 39 0001 C CNN + 2 12700 5050 + 1 0 0 -1 +$EndComp +Wire Wire Line + 12400 4900 12050 4900 +Wire Wire Line + 12400 5200 12400 5400 +Wire Wire Line + 12400 5400 12950 5400 +Wire Wire Line + 12950 5400 12950 5200 +Wire Wire Line + 12950 4900 13150 4900 +Wire Wire Line + 12650 4700 12650 4650 +Wire Wire Line + 12750 4700 12750 4650 +Wire Wire Line + 12750 4650 12650 4650 +Connection ~ 12650 4650 +NoConn ~ 12100 3350 +Wire Wire Line + 11900 2950 11900 3150 +Wire Wire Line + 11550 3650 11550 3850 +Wire Wire Line + 11550 3850 11800 3850 +Connection ~ 11800 3850 +Wire Wire Line + 11800 3850 11900 3850 +Wire Wire Line + 11900 3850 11900 3900 +Connection ~ 11900 3850 +Wire Wire Line + 11550 4000 12100 4000 +Wire Wire Line + 12100 4000 12100 3650 +Connection ~ 11900 2950 +Text Label 11450 3100 0 31 ~ 0 +jumper_select +Wire Wire Line + 11550 3350 11550 3650 +Connection ~ 11550 3650 +Wire Wire Line + 11200 3050 11100 3050 +Wire Wire Line + 11100 3050 11100 2950 +Connection ~ 11100 2950 +Wire Wire Line + 11100 2950 11900 2950 +Wire Wire Line + 11200 3150 11100 3150 +Wire Wire Line + 11100 3150 11100 3250 +Text Notes 11100 3050 0 39 ~ 0 +E2 +Text Notes 11100 3150 0 39 ~ 0 +E3 +Text Notes 11350 3050 0 39 ~ 0 +E1 +$Comp +L Device:C_Small C67 +U 1 1 605D0971 +P 9400 3050 +AR Path="/605D0971" Ref="C67" Part="1" +AR Path="/5D940AF4/605D0971" Ref="C?" Part="1" +F 0 "C67" H 9548 3100 50 0000 C CNN +F 1 ".1" H 9502 3031 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 9400 3050 50 0001 C CNN +F 3 "~" H 9400 3050 50 0001 C CNN + 1 9400 3050 + 1 0 0 -1 +$EndComp +Connection ~ 10300 2950 +Wire Wire Line + 12250 2950 12250 4200 +Wire Wire Line + 11900 2950 12000 2950 +Connection ~ 12250 4200 +Wire Wire Line + 12250 4200 12250 4500 +Text Label 13450 4200 0 75 ~ 0 ++Vc +Wire Wire Line + 15250 5900 15250 5200 +Wire Wire Line + 15150 5200 15250 5200 +$Comp +L Transistor_BJT:2SC1815 Q7 +U 1 1 605D0985 +P 14500 5000 +F 0 "Q7" H 14450 4750 50 0000 L CNN +F 1 "2SC1815" H 14250 4850 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:Q_NPN_ECB" H 14700 5100 50 0001 C CNN +F 3 "~" H 14500 5000 50 0001 C CNN + 1 14500 5000 + 1 0 0 -1 +$EndComp +Connection ~ 15250 5200 +Wire Wire Line + 14750 5200 14600 5200 +$Comp +L KU-schematics-library:R_US_CUSTOM R19 +U 1 1 605D098D +P 14150 5000 +AR Path="/605D098D" Ref="R19" Part="1" +AR Path="/5D940AF4/605D098D" Ref="R?" Part="1" +F 0 "R19" V 14000 4931 50 0000 L CNN +F 1 "15K" V 14076 4925 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 14150 5000 50 0001 C CNN +F 3 "" H 14150 5000 50 0001 C CNN + 1 14150 5000 + 0 1 1 0 +$EndComp +Wire Wire Line + 13950 4900 13950 5000 +$Comp +L KU-schematics-library:R_US_CUSTOM R16 +U 1 1 605D0994 +P 15250 4400 +AR Path="/605D0994" Ref="R16" Part="1" +AR Path="/5D940AF4/605D0994" Ref="R?" Part="1" +F 0 "R16" H 15050 4450 50 0000 L CNN +F 1 "1K" H 15095 4374 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 15250 4400 50 0001 C CNN +F 3 "" H 15250 4400 50 0001 C CNN + 1 15250 4400 + 1 0 0 -1 +$EndComp +Wire Wire Line + 15250 4300 15250 4200 +Wire Wire Line + 15250 4500 15250 4650 +Wire Wire Line + 14950 5050 14950 4800 +Text Label 14950 4800 3 50 ~ 0 ++Vc +Wire Wire Line + 13150 5100 13100 5100 +Wire Wire Line + 13100 5100 13100 5500 +Wire Wire Line + 13100 5500 9900 5500 +Text GLabel 9750 5500 0 50 Output ~ 0 +PHI0 +Wire Wire Line + 9900 5500 9900 5300 +Wire Wire Line + 7850 5300 9900 5300 +Connection ~ 9900 5500 +Wire Wire Line + 9900 5500 9750 5500 +Wire Wire Line + 14600 4200 15250 4200 +Wire Wire Line + 14600 4800 14600 4200 +Connection ~ 14600 4200 +Connection ~ 12650 4200 +Wire Wire Line + 12650 4200 12650 4650 +Wire Wire Line + 12250 4200 12650 4200 +Wire Wire Line + 12650 4200 14600 4200 +$Comp +L Device:C_Small C84 +U 1 1 605D09B3 +P 15400 4400 +AR Path="/605D09B3" Ref="C84" Part="1" +AR Path="/5D940AF4/605D09B3" Ref="C?" Part="1" +F 0 "C84" H 15550 4450 50 0000 C CNN +F 1 ".1" H 15541 4383 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 15400 4400 50 0001 C CNN +F 3 "~" H 15400 4400 50 0001 C CNN + 1 15400 4400 + 1 0 0 -1 +$EndComp +Wire Wire Line + 15400 4300 15400 4200 +Wire Wire Line + 15400 4200 15250 4200 +Connection ~ 15250 4200 +$Comp +L Device:C_Small C56 +U 1 1 605D09C2 +P 15050 4900 +AR Path="/605D09C2" Ref="C56" Part="1" +AR Path="/5D940AF4/605D09C2" Ref="C?" Part="1" +F 0 "C56" H 15200 4950 50 0000 C CNN +F 1 ".1" H 15191 4883 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 15050 4900 50 0001 C CNN +F 3 "~" H 15050 4900 50 0001 C CNN + 1 15050 4900 + 1 0 0 -1 +$EndComp +Wire Wire Line + 15050 4800 14950 4800 +Wire Wire Line + 14300 5000 14250 5000 +Wire Wire Line + 14300 5000 14300 4650 +Wire Wire Line + 14300 4650 14700 4650 +Connection ~ 14300 5000 +$Comp +L Device:C_Small C85 +U 1 1 605D09CD +P 14800 4650 +AR Path="/605D09CD" Ref="C85" Part="1" +AR Path="/5D940AF4/605D09CD" Ref="C?" Part="1" +F 0 "C85" V 14623 4633 50 0000 C CNN +F 1 ".47" V 14690 4628 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 14800 4650 50 0001 C CNN +F 3 "~" H 14800 4650 50 0001 C CNN + 1 14800 4650 + 0 1 1 0 +$EndComp +$Comp +L KU-schematics-library:R_US_CUSTOM R17 +U 1 1 605D09D3 +P 15000 4650 +AR Path="/605D09D3" Ref="R17" Part="1" +AR Path="/5D940AF4/605D09D3" Ref="R?" Part="1" +F 0 "R17" V 14850 4581 50 0000 L CNN +F 1 "2K7" V 14926 4575 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 15000 4650 50 0001 C CNN +F 3 "" H 15000 4650 50 0001 C CNN + 1 15000 4650 + 0 1 1 0 +$EndComp +Wire Wire Line + 15100 4650 15250 4650 +Connection ~ 15250 4650 +Wire Wire Line + 15250 4650 15250 5200 +Wire Notes Line + 13150 4700 14050 4700 +Wire Notes Line + 14050 4700 14050 5450 +Wire Notes Line + 14050 5450 14750 5450 +Wire Notes Line + 14750 5450 14750 5050 +Wire Notes Line + 14750 5050 15150 5050 +Wire Notes Line + 15150 5050 15150 5550 +Wire Notes Line + 15150 5550 13150 5550 +Wire Notes Line + 13150 4700 13150 5550 +Wire Wire Line + 14050 5000 13950 5000 +Connection ~ 13950 5000 +Wire Wire Line + 13950 5000 13950 5100 +Wire Wire Line + 10150 5900 15250 5900 +$Comp +L KU-schematics-library:MC4044 U32 +U 1 1 605D09EE +P 13350 5000 +F 0 "U32" H 13350 5200 39 0000 C CNN +F 1 "MC4044" H 13350 4800 28 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:DIP14" H 13350 5000 39 0001 C CNN +F 3 "" H 13350 5000 39 0001 C CNN + 1 13350 5000 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:MC4044 U32 +U 2 1 605D09F4 +P 13750 5000 +F 0 "U32" H 13750 5200 39 0000 C CNN +F 1 "MC4044" H 13750 4800 28 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:DIP14" H 13750 5000 39 0001 C CNN +F 3 "" H 13750 5000 39 0001 C CNN + 2 13750 5000 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:MC4044 U32 +U 3 1 605D09FA +P 14950 5200 +F 0 "U32" H 14850 5200 39 0000 L CNN +F 1 "MC4044" H 14970 5122 28 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:DIP14" H 14950 5200 39 0001 C CNN +F 3 "" H 14950 5200 39 0001 C CNN + 3 14950 5200 + 1 0 0 -1 +$EndComp +NoConn ~ 11450 5100 +Wire Wire Line + 11750 4150 11750 4500 +Text Label 12150 4900 0 28 ~ 0 +F_DIV +$Comp +L KU-schematics-library:74LS193 U30 +U 1 1 605D0A03 +P 11250 4800 +F 0 "U30" H 11250 4800 59 0000 L CNN +F 1 "74LS193" H 11250 4700 59 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:DIP16" H 11250 4800 39 0001 C CNN +F 3 "" H 11250 4800 39 0001 C CNN + 1 11250 4800 + 1 0 0 -1 +$EndComp +Wire Wire Line + 11250 4300 11250 4550 +NoConn ~ 11150 4550 +Wire Wire Line + 11650 4550 11650 4500 +Wire Wire Line + 11650 4500 11750 4500 +Connection ~ 11750 4500 +Wire Wire Line + 11750 4500 11750 4550 +Wire Wire Line + 9500 7550 9500 7500 +Connection ~ 10950 2950 +Wire Wire Line + 10950 2950 11100 2950 +Wire Wire Line + 10400 2950 10950 2950 +Text Notes 9200 4950 0 39 ~ 0 +( 14.31818 MHz - NTSC )\n( 17.734472 MHz - PAL ) +Wire Wire Line + 4950 10500 4950 10950 +Wire Wire Line + 4950 10950 5150 10950 +Connection ~ 4950 10500 +Text GLabel 5150 10950 2 50 Input ~ 0 +~NMI~ +Text Notes 4800 11100 0 50 ~ 0 +To Cartridge Expansion +Wire Wire Line + 6450 8800 6650 8800 +Wire Wire Line + 6450 8700 6650 8700 +Wire Wire Line + 6450 8600 6650 8600 +Wire Wire Line + 6450 8500 6650 8500 +Wire Bus Line + 7350 8900 6750 8900 +Wire Bus Line + 7350 7400 6750 7400 +Entry Wire Line + 6650 8800 6750 8900 +Entry Wire Line + 6650 8700 6750 8800 +Entry Wire Line + 6650 8600 6750 8700 +Entry Wire Line + 6650 8500 6750 8600 +Wire Bus Line + 6750 5900 6800 5900 +Wire Bus Line + 6800 6350 6750 6350 +Wire Bus Line + 6750 6350 6750 7400 +Connection ~ 6750 7400 +Text GLabel 7350 8400 2 39 BiDi ~ 0 +D[0..7] +$Comp +L Device:CP_Small C107 +U 1 1 605D0A37 +P 10200 3400 +F 0 "C107" H 9999 3512 50 0000 L CNN +F 1 "10uF" H 9952 3441 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_ELYT_RADIAL_P5.08mm_SMALL_RING" H 10200 3400 50 0001 C CNN +F 3 "~" H 10200 3400 50 0001 C CNN + 1 10200 3400 + 1 0 0 -1 +$EndComp +Wire Wire Line + 10600 4000 10750 4000 +$Comp +L Device:CP_Small C108 +U 1 1 605D0A3E +P 10750 4100 +F 0 "C108" H 10514 3941 50 0000 L CNN +F 1 "10uF" H 10528 3867 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_ELYT_RADIAL_P5.08mm_SMALL_RING" H 10750 4100 50 0001 C CNN +F 3 "~" H 10750 4100 50 0001 C CNN + 1 10750 4100 + 1 0 0 -1 +$EndComp +Connection ~ 10750 4000 +Connection ~ 9400 2950 +Wire Wire Line + 9400 2950 10300 2950 +Connection ~ 8750 2950 +$Comp +L Device:CP_Small C65 +U 1 1 605D0A4D +P 8450 3050 +F 0 "C65" H 8216 3088 50 0000 L CNN +F 1 "10uF" H 8194 3012 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_ELYT_RADIAL_P5.08mm_SMALL_RING" H 8450 3050 50 0001 C CNN +F 3 "~" H 8450 3050 50 0001 C CNN + 1 8450 3050 + 1 0 0 -1 +$EndComp +Text Notes 8388 3229 2 50 ~ 0 +25V +$Comp +L Device:C_Small C66 +U 1 1 605D0A60 +P 8750 3050 +AR Path="/605D0A60" Ref="C66" Part="1" +AR Path="/5D940AF4/605D0A60" Ref="C?" Part="1" +F 0 "C66" H 8609 3048 50 0000 C CNN +F 1 ".1" H 8648 2976 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 8750 3050 50 0001 C CNN +F 3 "~" H 8750 3050 50 0001 C CNN + 1 8750 3050 + 1 0 0 -1 +$EndComp +Wire Wire Line + 8800 2950 8750 2950 +$Comp +L Device:L L2 +U 1 1 605D0A67 +P 8950 2950 +F 0 "L2" V 9085 2998 50 0000 C CNN +F 1 "2.2uH" V 9014 2956 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 8950 2950 50 0001 C CNN +F 3 "~" H 8950 2950 50 0001 C CNN + 1 8950 2950 + 0 -1 -1 0 +$EndComp +Wire Wire Line + 9300 2950 9400 2950 +$Comp +L KU-schematics-library:FERRITE_NARROW FB19 +U 1 1 605D0AA1 +P 9200 2950 +F 0 "FB19" H 9127 3016 50 0000 L CNN +F 1 "FERRITE_BEAD" H 9150 2850 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 9200 2950 50 0001 C CNN +F 3 "" H 9200 2950 50 0001 C CNN + 1 9200 2950 + 1 0 0 -1 +$EndComp +Wire Wire Line + 9750 4750 10300 4750 +Text GLabel 8400 2750 0 39 Output ~ 0 +CAN+5V +Wire Wire Line + 8450 2950 8750 2950 +$Comp +L Device:C_Small C82 +U 1 1 605D0AF5 +P 12000 3050 +AR Path="/605D0AF5" Ref="C82" Part="1" +AR Path="/5D940AF4/605D0AF5" Ref="C?" Part="1" +F 0 "C82" H 12142 3103 50 0000 C CNN +F 1 ".1" H 12114 3028 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 12000 3050 50 0001 C CNN +F 3 "~" H 12000 3050 50 0001 C CNN + 1 12000 3050 + 1 0 0 -1 +$EndComp +Connection ~ 12000 2950 +Wire Wire Line + 12000 2950 12250 2950 +Wire Wire Line + 6400 10600 6400 10500 +$Comp +L KU-schematics-library:GND_SMALL #U0129 +U 1 1 606EE9F3 +P 8450 3150 +AR Path="/606EE9F3" Ref="#U0129" Part="1" +AR Path="/5D940AF4/606EE9F3" Ref="#U?" Part="1" +F 0 "#U0129" H 8450 3150 50 0001 C CNN +F 1 "GND_SMALL" H 8450 3150 50 0001 C CNN +F 2 "" H 8450 3150 50 0001 C CNN +F 3 "" H 8450 3150 50 0001 C CNN + 1 8450 3150 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U0130 +U 1 1 60755E2F +P 8750 3150 +AR Path="/60755E2F" Ref="#U0130" Part="1" +AR Path="/5D940AF4/60755E2F" Ref="#U?" 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Part="1" +F 0 "#U0178" H 1900 1650 50 0001 C CNN +F 1 "GND_SMALL" H 1900 1650 50 0001 C CNN +F 2 "" H 1900 1650 50 0001 C CNN +F 3 "" H 1900 1650 50 0001 C CNN + 1 1900 1650 + 0 1 1 0 +$EndComp +Wire Wire Line + 2350 4700 4350 4700 +Wire Wire Line + 5950 7100 5950 7500 +Text Label 5950 7400 1 50 ~ 0 +60Hz +Wire Wire Line + 6600 10500 6700 10500 +Connection ~ 6700 10500 +Wire Wire Line + 6700 10500 6750 10500 +$Comp +L Device:D_Small_ALT CR100 +U 1 1 6078F583 +P 3100 7650 +F 0 "CR100" H 2800 7650 50 0000 C CNN +F 1 "D_Small_ALT" H 3150 7450 50 0001 C CNN +F 2 "" V 3100 7650 50 0001 C CNN +F 3 "~" V 3100 7650 50 0001 C CNN + 1 3100 7650 + 1 0 0 -1 +$EndComp +$Comp +L Device:D_Small_ALT CR102 +U 1 1 6078FB82 +P 3100 7750 +F 0 "CR102" H 2800 7750 50 0000 C CNN +F 1 "D_Small_ALT" H 3150 7550 50 0001 C CNN +F 2 "" V 3100 7750 50 0001 C CNN +F 3 "~" V 3100 7750 50 0001 C CNN + 1 3100 7750 + 1 0 0 -1 +$EndComp +Wire Wire Line + 3000 7650 2950 7650 +Wire Wire Line + 2950 7650 2950 7400 +Connection ~ 2950 7400 +Wire Wire Line + 3000 7750 2950 7750 +Wire Wire Line + 2950 7750 2950 7650 +Connection ~ 2950 7650 +Wire Wire Line + 3200 7650 3550 7650 +Wire Wire Line + 3550 7650 3550 7200 +Connection ~ 3550 7200 +Wire Wire Line + 3550 7200 3850 7200 +Wire Wire Line + 3200 7750 3650 7750 +Wire Wire Line + 3650 7750 3650 7300 +$Comp +L Device:D_Small_ALT CR101 +U 1 1 6093D975 +P 4200 7000 +F 0 "CR101" H 4650 7000 50 0000 C CNN +F 1 "D_Small_ALT" H 4550 7050 50 0001 C CNN +F 2 "" V 4200 7000 50 0001 C CNN +F 3 "~" V 4200 7000 50 0001 C CNN + 1 4200 7000 + 1 0 0 -1 +$EndComp +$Comp +L Device:D_Small_ALT CR103 +U 1 1 6093E0B5 +P 4200 7100 +F 0 "CR103" H 4650 7100 50 0000 C CNN +F 1 "D_Small_ALT" H 4550 7150 50 0001 C CNN +F 2 "" V 4200 7100 50 0001 C CNN +F 3 "~" V 4200 7100 50 0001 C CNN + 1 4200 7100 + 1 0 0 -1 +$EndComp +Wire Wire Line + 4750 7300 4100 7300 +Wire Wire Line + 3950 7200 4050 7200 +Wire Wire Line + 4100 7000 4050 7000 +Wire Wire Line + 4050 7000 4050 7200 +Connection ~ 4050 7200 +Wire Wire Line + 4050 7200 4850 7200 +Wire Wire Line + 4100 7100 4100 7300 +Connection ~ 4100 7300 +Wire Wire Line + 4100 7300 3750 7300 +Wire Wire Line + 4300 7000 4350 7000 +Wire Wire Line + 4300 7100 4350 7100 +Wire Wire Line + 4350 7100 4350 7000 +Connection ~ 4350 7000 +Wire Wire Line + 4350 7000 4450 7000 +Wire Wire Line + 4450 7000 4450 7100 +$Comp +L KU-schematics-library:GND_SMALL #U0126 +U 1 1 60DFE6EB +P 4450 7100 +AR Path="/60DFE6EB" Ref="#U0126" Part="1" +AR Path="/5D940AF4/60DFE6EB" Ref="#U?" Part="1" +F 0 "#U0126" H 4450 7100 50 0001 C CNN +F 1 "GND_SMALL" H 4450 7100 50 0001 C CNN +F 2 "" H 4450 7100 50 0001 C CNN +F 3 "" H 4450 7100 50 0001 C CNN + 1 4450 7100 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:R_US_CUSTOM R100 +U 1 1 61414B10 +P 7200 10650 +AR Path="/61414B10" Ref="R100" Part="1" +AR Path="/5D940AF4/61414B10" Ref="R?" Part="1" +F 0 "R100" V 7050 10581 50 0000 L CNN +F 1 "1K" V 7126 10575 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 7200 10650 50 0001 C CNN +F 3 "" H 7200 10650 50 0001 C CNN + 1 7200 10650 + 0 1 1 0 +$EndComp +Wire Wire Line + 7450 10650 7300 10650 +Connection ~ 7450 10650 +Wire Wire Line + 7100 10650 6950 10650 +Connection ~ 6950 10650 +$Comp +L Device:C_Small C200 +U 1 1 617A7304 +P 7650 10850 +AR Path="/617A7304" Ref="C200" Part="1" +AR Path="/5D940AF4/617A7304" Ref="C?" Part="1" +F 0 "C200" H 7840 10877 50 0000 C CNN +F 1 ".1" H 7880 10800 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 7650 10850 50 0001 C CNN +F 3 "~" H 7650 10850 50 0001 C CNN + 1 7650 10850 + 1 0 0 -1 +$EndComp +Wire Wire Line + 7650 10750 7650 10650 +Connection ~ 7650 10650 +Wire Wire Line + 7650 10650 7700 10650 +Wire Wire Line + 7650 10950 7650 11050 +$Comp +L KU-schematics-library:GND_SMALL #U0127 +U 1 1 6188F8EF +P 7650 11050 +AR Path="/6188F8EF" Ref="#U0127" Part="1" +AR Path="/5D940AF4/6188F8EF" Ref="#U?" Part="1" +F 0 "#U0127" H 7650 11050 50 0001 C CNN +F 1 "GND_SMALL" H 7650 11050 50 0001 C CNN +F 2 "" H 7650 11050 50 0001 C CNN +F 3 "" H 7650 11050 50 0001 C CNN + 1 7650 11050 + 1 0 0 -1 +$EndComp +Text Notes 7795 11014 0 50 ~ 0 +25V +Wire Notes Line width 10 style solid + 8750 6450 8650 6450 +Wire Notes Line width 10 style solid + 8750 6550 8750 6450 +Wire Notes Line width 10 style solid + 8650 6550 8750 6550 +Wire Notes Line width 10 style solid + 8650 6450 8650 6550 +Text Notes 8674 6538 0 50 ~ 0 +8 +Wire Wire Line + 8450 2950 8450 2750 +Wire Wire Line + 8450 2750 8400 2750 +Connection ~ 8450 2950 +Wire Notes Line width 10 style solid + 10700 3000 10600 3000 +Wire Notes Line width 10 style solid + 10700 3100 10700 3000 +Wire Notes Line width 10 style solid + 10600 3100 10700 3100 +Wire Notes Line width 10 style solid + 10600 3000 10600 3100 +Text Notes 10624 3088 0 50 ~ 0 +2 +Text Notes 11074 4438 0 50 ~ 0 +2 +Wire Notes Line width 10 style solid + 11050 4350 11050 4450 +Wire Notes Line width 10 style solid + 11050 4450 11150 4450 +Wire Notes Line width 10 style solid + 11150 4450 11150 4350 +Wire Notes Line width 10 style solid + 11150 4350 11050 4350 +Wire Notes Line width 10 style solid + 9750 3100 9650 3100 +Wire Notes Line width 10 style solid + 9750 3200 9750 3100 +Wire Notes Line width 10 style solid + 9650 3200 9750 3200 +Wire Notes Line width 10 style solid + 9650 3100 9650 3200 +Text Notes 9674 3188 0 50 ~ 0 +2 +Wire Notes Line width 10 style solid + 10250 2950 10150 2950 +Wire Notes Line width 10 style solid + 10250 3050 10250 2950 +Wire Notes Line width 10 style solid + 10150 3050 10250 3050 +Wire Notes Line width 10 style solid + 10150 2950 10150 3050 +Text Notes 10174 3038 0 50 ~ 0 +2 +Wire Notes Line width 10 style solid + 10150 3500 10050 3500 +Wire Notes Line width 10 style solid + 10150 3600 10150 3500 +Wire Notes Line width 10 style solid + 10050 3600 10150 3600 +Wire Notes Line width 10 style solid + 10050 3500 10050 3600 +Text Notes 10074 3588 0 50 ~ 0 +2 +Wire Notes Line width 10 style solid + 9400 3550 9300 3550 +Wire Notes Line width 10 style solid + 9400 3650 9400 3550 +Wire Notes Line width 10 style solid + 9300 3650 9400 3650 +Wire Notes Line width 10 style solid + 9300 3550 9300 3650 +Text Notes 9324 3638 0 50 ~ 0 +2 +Wire Wire Line + 10750 4000 10900 4000 +Text Label 9650 1850 0 50 ~ 0 +CASS_PWR +Wire Wire Line + 10300 4250 10300 4450 +$Comp +L KU-schematics-library:GND_SMALL #U0111 +U 1 1 608E5C22 +P 4250 10350 +AR Path="/608E5C22" Ref="#U0111" Part="1" +AR Path="/5D940AF4/608E5C22" Ref="#U?" Part="1" +F 0 "#U0111" H 4250 10350 50 0001 C CNN +F 1 "GND_SMALL" H 4250 10350 50 0001 C CNN +F 2 "" H 4250 10350 50 0001 C CNN +F 3 "" H 4250 10350 50 0001 C CNN + 1 4250 10350 + 1 0 0 -1 +$EndComp +Wire Wire Line + 4300 10300 4250 10300 +Wire Wire Line + 4250 10300 4250 10350 +$Comp +L KU-schematics-library:GND_SMALL #U0128 +U 1 1 607F2830 +P 10500 10650 +AR Path="/607F2830" Ref="#U0128" Part="1" +AR Path="/5D940AF4/607F2830" Ref="#U?" Part="1" +F 0 "#U0128" H 10500 10650 50 0001 C CNN +F 1 "GND_SMALL" H 10500 10650 50 0001 C CNN +F 2 "" H 10500 10650 50 0001 C CNN +F 3 "" H 10500 10650 50 0001 C CNN + 1 10500 10650 + 1 0 0 -1 +$EndComp +$Comp +L 250407_-rescue:JUMPER_WIRE_DASHED-KU-schematics-library E2 +U 1 1 60BFDC68 +P 11350 3050 +F 0 "E2" H 11350 3050 39 0001 C CNN +F 1 "JUMPER_WIRE_DASHED" H 11350 3000 39 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:JUMPER_WIRE" H 11350 3050 39 0001 C CNN +F 3 "" H 11350 3050 39 0001 C CNN + 1 11350 3050 + 1 0 0 -1 +$EndComp +$Comp +L 250407_-rescue:JUMPER_WIRE-KU-schematics-library E1 +U 1 1 605D0958 +P 11350 3150 +F 0 "E1" H 11350 3150 39 0001 C CNN +F 1 "JUMPER_WIRE" H 11350 3100 39 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:JUMPER_WIRE" H 11350 3150 39 0001 C CNN +F 3 "" H 11350 3150 39 0001 C CNN + 1 11350 3150 + 1 0 0 -1 +$EndComp +Wire Wire Line + 11350 3050 11350 3100 +Wire Wire Line + 11350 3100 11800 3100 +Wire Wire Line + 11800 3100 11800 3150 +Connection ~ 11350 3100 +Wire Wire Line + 11350 3100 11350 3150 +Connection ~ 11350 3150 +Wire Wire Line + 11350 3150 11350 4500 +$Comp +L KU-schematics-library:GND_SMALL #U0125 +U 1 1 60D0C637 +P 8600 9650 +AR Path="/60D0C637" Ref="#U0125" Part="1" +AR Path="/5D940AF4/60D0C637" Ref="#U?" Part="1" +F 0 "#U0125" H 8600 9650 50 0001 C CNN +F 1 "GND_SMALL" H 8600 9650 50 0001 C CNN +F 2 "" H 8600 9650 50 0001 C CNN +F 3 "" H 8600 9650 50 0001 C CNN + 1 8600 9650 + 1 0 0 -1 +$EndComp +Wire Wire Line + 8750 9500 8600 9500 +Wire Wire Line + 8600 9500 8600 9650 +Wire Wire Line + 8750 9500 8750 9950 +Wire Bus Line + 7350 7100 7350 7400 +Wire Bus Line + 6750 7400 6750 8900 +Wire Bus Line + 6800 5900 6800 6350 +Wire Bus Line + 6750 1950 6750 5900 +Wire Bus Line + 6650 3550 6650 8400 +$EndSCHEMATC diff --git a/250407_1.0_3D_bottom.png b/250407_1.0_3D_bottom.png deleted file mode 100644 index f1fb7f5..0000000 Binary files a/250407_1.0_3D_bottom.png and /dev/null differ diff --git a/250407_1.0_3D_top.png b/250407_1.0_3D_top.png deleted file mode 100644 index 22da050..0000000 Binary files a/250407_1.0_3D_top.png and /dev/null differ diff --git a/250407_3D_bottom.png b/250407_3D_bottom.png new file mode 100644 index 0000000..cb7a1cb Binary files /dev/null and b/250407_3D_bottom.png differ diff --git a/250407_3D_top.png b/250407_3D_top.png new file mode 100644 index 0000000..9917dcf Binary files /dev/null and b/250407_3D_top.png differ diff --git a/250407_bom.csv b/250407_bom.csv new file mode 100644 index 0000000..7684751 --- /dev/null +++ b/250407_bom.csv @@ -0,0 +1,108 @@ +Reference," Quantity"," Value"," Footprint",Mouser P/N,Reichelt P/N,Other +C96 C22 C47 C3 C2 C9 C105 C39 C46 C18 C1 C99 C98 C92 C95 C89 C59 C103 C68 C74 C67 C84 C56 C66 C82 C200 C44 C28 C43 C27 C42 C26 C41 C25 C40 C29 C4 C5 C6 C33 C31 C30 C7 C32 C45 C101 C60 C54 C53 C16 C49 C50 C52 C51,"54",".1","Cap MLCC 0.1uF 50V X7R P5.08mm Radial",80-C322C104K5R5TA or 581-SR215C104KART,X7R-5 100N, +C8 C24 C57 C102 C65 C17 C94 C15 C13 C34 C62 C12 C14 C107 C108,"15","10uF","Cap Alu 10uF 25V 5x5mm P2.5mm Radial",667-ECE-A1EKS100I,M 10U 25, +"C11 C10 ","2","470pF","Cap MLCC 470pF X7R Axial",594-A471K15X7RF5UAA,?, +"C19 ","1","2200uF","Cap Elyt 2200uF 16V 15x30mm Axial",594-2222-021-16222 or 594-2222-021-15222 or 598-228TTA016M,COS 105 2200/16, +"C203 ","1","?","KU-14194HB-RevB-KiCad:CAPACITOR_RADIAL_P13.97_L9.9_D3.6",~,, +"C204 ","1","?","KU-14194HB-RevB-KiCad:CAP_P5.08mm",~,, +"C205 ","1","220pF","KU-14194HB-RevB-KiCad:CAP_P5.08mm",~,, +"C21 C20 ","2",".22","Cap Polyester Film 0.22uF 63VAC P10mm",594-2222-368-25224,MKS4-100 220N2, +"C23 ","1","360pF","Cap MLCC 350pF 50V C0G Axial",594-A331J15C0GF5TAA,?, +"C36 ","1","20pF","Cap MLCC 20pF C0G Axial",581-SA102A200JAR,?, +"C37 ","1","1000pF","KU-14194HB-RevB-KiCad:CAP_P5.08mm",~,, +"C38 ","1","51pF","Cap MLCC 51pF (47pF OK) X7R Axial",581-SA102A470JAR,?, +"C48 C93 ","2","1800pF","Cap MLCC 1800pF X7R Axial",581-SA101C182KAR,?, +"C70 ","1","15pF 5%","Cap MLCC 15pF 50V 5% C0G Axial/Radial Leaded",594-A150J15C0GH5TAA,KERKO 15P, +"C85 ","1",".47","Cap MLCC 0.47uF +80/-20% X7R P5.08mm Radial","80-C330C474K5R or 81-RCER71H474K1K1H3B ",Z5U-5 470N, +"C86 C83 ","2","82pF","Cap MLCC 82pF 100V C0G Axial / Radial Disc",80-C410C820J1G,, +"C88 ","1","1000uF","Cap Elyt 1000uF 16V 20% 10x30mm Axial",594-2222-021-15102 or 598-108TTA016M,, +"C90 ","1","470uF","Cap Elyt 470uF 50V 20% 13x26mm Axial",598-477TTA050M,COS 105 470/50, +"C91 ","1","100uF","Cap Elyt 100uF 16V 20% 6.3x11mm Radial",REA101M1CBK-0611P,FR-A 100U 16, +"C97 C100 ","2",".22","Cap MLCC 0.22uF 50V X7R P5.08mm Radial",80-C330C224K1R,Z5U-5 220N, +"CN1 ","1","KEYBOARD_20PIN_MALE","Pin Header 20 POS P2.54mm male vertical",538-22-28-4204,MPE 087-1-020, +"CN10 ","1","LED_CONNECTOR","Pin Header 3 POS P2.54mm male vertical",538-22-28-4033,RND 205-00624, +"CN2 ","1","USER_PORT_CON","KU-14194HB-RevB-KiCad:EDGE_CON_24P",-,, +"CN3 ","1","CASSETTE_PORT_CON","KU-14194HB-RevB-KiCad:EDGE_CON_12P_TAPE",-,, +"CN4 ","1","SERIAL_BUS_CON","KU-14194HB-RevB-KiCad:SERIAL_CON_DIN6",,, +"CN5 ","1","AV_CONN","KU-14194HB-RevB-KiCad:AV_CON_DIN8",-,, +"CN6 ","1","EXPANSION_PORT","Conn Edge Dual Female 44 POS P2.54mm",,Digikey: H122591-ND, +"CN7 ","1","POWER_CON","KU-14194HB-RevB-KiCad:POWER_CON_D7_250407",,, +"CN8 CN9 ","2","CONTROL_PORT","Standard Connector DSUB E09P RA590",571-5747467-1,, +"CR1 ","1","IN4371","Zener Diode 2.7V 500mW DO-35-2",78-TZX2V7A,"ZF 2,7", +"CR100 CR102 CR101 CR103 ","4","D_Small_ALT",,~,, +"CR2 ","1","IN755","Zener Diode 7.5V 500mW DO-35-2",78-TZX7V5C,"ZF 7,5", +"CR4 ","1","BRIDGE_RECTIFIER","Bridge Rectifier 2A 600V Vf=1.05V",627-S2VB60-5000,KBPC604 DIO, +CR5 CR6,"2","1N4001","Rectifier 1A Vr=50V",625-1N4001-E3/54 or 625-1N4001-E3/53,, +"E1 ","1","JUMPER_WIRE","KU-14194HB-RevB-KiCad:JUMPER_WIRE",-,, +"E2 ","1","JUMPER_WIRE_DASHED","KU-14194HB-RevB-KiCad:JUMPER_WIRE",-,, +"F1 ","2","1A","Fuse Clips (buy two)",504-BK/1A1907-03-R,, +"FB18 FB4 FB22 FB12 FB14 FB15 FB13 FB10 FB11 ","9","FERRITE_BEAD","Ferrite Bead D3.5 L4.45mm Axial",623-2743001112LF or 81-BL01RN1A2A2B,BEAD 8-21, +"FB7 FB9 FB8 FB5 FB2 FB1 FB3 FB20 FB21 FB17 FB16 FB19 FB23 ","13","FERRITE_NARROW","Ferrite Bead D3.5 L4.45mm Axial",623-2743001112LF or 81-BL01RN1A2A2B,BEAD 8-21, +"JP1 ","1","Jumper_NC_Small","Jumper:SolderJumper-2_P1.3mm_Bridged_RoundedPad1.0x1.5mm",~,, +"L2 ","1","2.2uH","Inductor 2.2uH 5% Radial",652-78F2R2J-RC,"L-MICC 2,2µ", +"L4 ","1","CHOKE","Common Mode Choke 250V 3.8mH 2.1A 150mOhms",80-SSR10V-21038,, +"L5 ","1","1.2uH","Inductor 1.5uH 10% Radial",542-5800-4R7-RC,"L-HBCC 1,5µ", +"M1 ","1","MODULATOR_LONGBOARD","KU-14194HB-RevB-KiCad:MODULATOR_PORT_LONGBOARD",-,, +"Q2 Q1 Q7 Q8 ","4","2SC1815","Bipolar Transistor TO-92 Vce=60V 400mA",2SC1815,SC 1815, +"Q3 ","1","TP298/2SD880","Bipolar Transistor TO-220",512-KSD880YTU,SD 880, +"R1 R43 R44 R45 ","4","3K3","Resistor 3K3 0207 Axial",594-MBB02070C3301FC1,"METALL 3,30K", +R17 R37,"2","2K7","Resistor 2K7 0207 Axial",594-MBB02070C2701FCT,"METALL 2,70K", +"R19 ","1","15K","Resistor 15K 0207 Axial",594-MBB02070C1502FC1,"METALL 15,0K", +"R2 R51 ","2","1.5K","Resistor 1K5 0207 Axial",594-MBB02070C1501FCT,"1W 1,5K", +"R26 R53 ","2","100","Resistor 100 0207 Axial",594-MBB02070C1000FCT,METALL 100, +"R27 ","1","500","Trimmer Resistor 500 Ohms Linear",652-3306F-1-501,BOU 3386P-1-501, +"R28 R30 R29 R36 R4 R16 R100 R31 R38 R6 ","10","1K","Resistor 1K 0207 Axial",594-MBB02070C1001FCT,"METALL 1,00K", +"R3 R7 ","2","10K","Resistor 10K 0207 Axial",594-MBB02070C1002FCT,"METALL 10,0K", +"R33 R34 ","2","47K","Resistor 47K 0207 Axial",594-MBB02070C4702FC1,"METALL 47,0K", +"R35 ","1","470K","Resistor 470K 0207 Axial",594-MBB02070C4703FCT,METALL 470K, +"R39 ","1","390","Resistor 390 0207 Axial",594-MBB02070C3900FCT,METALL 390, +"R41 R50 ","2","1M","Resistor 1M 0207 Axial",594-MBB02070C1004FCT or 603-HHV-25JT-52-1M,, +"R42 ","1","~","KU-14194HB-RevB-KiCad:RESISTOR",-,-, +"R5 ","1","560","Resistor 560 0207 Axial",594-MBB02070C5600FCT,METALL 560, +"R52 ","1","330","Resistor 330 0207 Axial",594-MBB02070C3300FCT,, +"RP1 RP2 ","2","33","Resistor Network 33R Isolated 8 pin SIP",652-4308R-2LF-33 or 268-33-RC,, +"RP3 ","1","R_ARRAY_7WAY_US","Resistor Network 3K3 Bussed 8 pin SIP",774-77081332P,, +"RP4 ","1","R_ARRAY_9WAY_US","Resistor Network 3K3 Bussed 10 pin SIP",774-770101332P,, +"SW1 ","1","POWER_SWITCH","KU-14194HB-RevB-KiCad:POWER_SWITCH",,, +"U1 ","1","CIA_U1","KU-14194HB-RevB-KiCad:DIP40",-,, +"U12 U24 U11 U23 U10 U22 U21 U9 ","8","4164-2","KU-14194HB-RevB-KiCad:DIP16",-,, +"U14 ","1","74LS258","QUADRUPLE 2-LINE TO 1-LINE DATA SELECTORS/MULTIPLEXERS","595-SN74LS258BN ",, +"U15 ","1","74LS139","DUAL 2-LINE TO 4-LINE DECODERS/MULTIPLEXERS","595-SN74LS139AN ",, +"U17 ","1","PLA_U17","KU-14194HB-RevB-KiCad:DIP28",-,, +"U18 ","1","6581","KU-14194HB-RevB-KiCad:DIP28",-,, +"U19 ","1","VIC","KU-14194HB-RevB-KiCad:DIP40",-,, +"U2 ","1","CIA_U2","KU-14194HB-RevB-KiCad:DIP40",-,, +"U20 ","1","556","DUAL PRECISION TIMERS","595-NE556N ",, +"U25 U13 ","2","74LS257","QUADRUPLE 2-LINE TO 1-LINE DATA SELECTORS/MULTIPLEXERS","595-SN74LS257BN ",, +"U26 ","1","74LS373","OCTAL D-TYPE TRANSPARENT LATCHES AND EDGE-TRIGGERED FLIP-FLOPS","595-SN74LS373N ",, +"U27 ","1","7408","QUADRUPLE 2-INPUT POSITIVE-AND GATES","595-SN74LS08N ",, +"U28 U16 ","2","4066","CMOS Quad Bilateral Switch","595-CD4066BE ",, +"U29 ","1","74LS74","DUAL D-TYPE POSITIVE-EDGE-TRIGGERED FLIP-FLOPS WITH PRESET AND CLEAR","595-SN74LS74AN ",, +"U3 U4 ","2","2364A","KU-14194HB-RevB-KiCad:DIP24 BASIC AND KERNAL ROM",-,, +"U30 ","1","74LS193","SYNCHRONOUS 4-BIT UP/DOWN COUNTERS (DUAL CLOCK WITH CLEAR)","595-SN74LS193N ",, +"U31 ","1","74LS629N","VOLTAGE-CONTROLLED OSCILLATORS","595-SN74LS629N ",, +"U32 ","1","MC4044","KU-14194HB-RevB-KiCad:DIP14",-,, +"U5 ","1","2332A","KU-14194HB-RevB-KiCad:DIP24 CHAR ROM",-,, +"U6 ","1","2114","KU-14194HB-RevB-KiCad:DIP18 COLOR RAM",-,, +"U7 ","1","6510_MPU","KU-14194HB-RevB-KiCad:DIP40",-,, +"U8 ","1","7406N","HEX INVERTER BUFFERS/DRIVERSWITH OPEN-COLLECTOR HIGH-VOLTAGE OUTPUTS","595-SN7406N ",, +"VR1 ","1","7812","Linear Voltage Regulators 12V 1A Positive","863-MC7812CTG ",, +"VR2 ","1","7805","Linear Voltage Regulators 5V 1A Positive","863-MC7805CTG ",, +"Y1 ","1","Crystal","Crystals HC49/U","815-AB-17.734475-B4 ",, +,,,,,, +Other:,,,,,, +,"Quantity",,"Description",mouser,, +,"4",,"Socket PDIP 40P P2.54mm W15.24mm DUAL WIPE",517-4840-6000-CP,, +,"2",,"Socket PDIP 28P P2.54mm W15.24mm DUAL WIPE",517-4828-6000-CP,, +,"3",,"Socket PDIP 24P P2.54mm W15.24mm DUAL WIPE",517-4824-6000-CP,, +,"1",,"Socket PDIP 20P P2.54mm W7.62mm DUAL WIPE",517-4820-3000-CP,, +,"1",,"Socket PDIP 18P P2.54mm W7.62mm DUAL WIPE",517-4818-3000-CP,, +,"14",,"Socket PDIP 16P P2.54mm W7.62mm DUAL WIPE",517-4816-3000-CP,, +,"7",,"Socket PDIP 14P P2.54mm W7.62mm DUAL WIPE",517-4814-3000-CP,, +,,,,,, +,,,,,, +,,,,,, +,,,,,, +,,,,,, +,,,,,, +,,,,,, \ No newline at end of file diff --git a/250407_sheet2.sch b/250407_sheet2.sch new file mode 100644 index 0000000..e394fc3 --- /dev/null +++ b/250407_sheet2.sch @@ -0,0 +1,5222 @@ +EESchema Schematic File Version 4 +EELAYER 30 0 +EELAYER END +$Descr A3 16535 11693 +encoding utf-8 +Sheet 2 2 +Title "C64 250407 PCB Replica" +Date "2021-06-19" +Rev "1.1" +Comp "" +Comment1 "by BWACK" +Comment2 "with help from Der Alte Bastler" +Comment3 "" +Comment4 "" +$EndDescr +$Comp +L KU-schematics-library:R_ARRAY_US_4RES RP1 +U 1 1 60633A40 +P 3600 1950 +F 0 "RP1" H 3653 1986 39 0001 L CNN +F 1 "33R isolated" H 3652 1948 39 0001 L CNN +F 2 "KU-14194HB-RevB-KiCad:RP_ARRAY_7WAY" H 3600 1950 39 0001 C CNN +F 3 "" H 3600 1950 39 0001 C CNN + 1 3600 1950 + 0 -1 -1 0 +$EndComp +$Comp +L KU-schematics-library:R_ARRAY_US_4RES RP1 +U 2 1 60633A46 +P 3600 2150 +F 0 "RP1" H 3652 2186 39 0001 L CNN +F 1 "33R isolated" H 3652 2111 39 0001 L CNN +F 2 "KU-14194HB-RevB-KiCad:RP_ARRAY_7WAY" H 3600 2150 39 0001 C CNN +F 3 "" H 3600 2150 39 0001 C CNN + 2 3600 2150 + 0 -1 -1 0 +$EndComp +$Comp +L KU-schematics-library:R_ARRAY_US_4RES RP1 +U 3 1 60633A4C +P 3600 2050 +F 0 "RP1" H 3652 2086 39 0001 L CNN +F 1 "33R isolated" H 3652 2011 39 0001 L CNN +F 2 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Part="1" +AR Path="/5D659BBE/60634263" Ref="C?" Part="1" +AR Path="/604E5F00/60634263" Ref="C15" Part="1" +F 0 "C15" H 12550 2900 50 0000 L CNN +F 1 "10uF" H 12522 2832 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_ELYT_RADIAL_P5.08mm_SMALL_RING" H 12800 2850 50 0001 C CNN +F 3 "~" H 12800 2850 50 0001 C CNN + 1 12800 2850 + 1 0 0 -1 +$EndComp +$Comp +L Device:C_Small C16 +U 1 1 60634269 +P 13050 2850 +F 0 "C16" H 13216 2851 50 0000 C CNN +F 1 ".1" H 13211 2769 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 13050 2850 50 0001 C CNN +F 3 "~" H 13050 2850 50 0001 C CNN + 1 13050 2850 + 1 0 0 -1 +$EndComp +Text Notes 12557 2981 0 50 ~ 0 +25V +Text Label 12350 2700 0 50 ~ 0 ++9V_UNREG +Wire Wire Line + 13500 3100 13300 2700 +$Comp +L KU-schematics-library:FERRITE_BEAD FB? +U 1 1 60634280 +P 12550 3300 +AR Path="/60634280" Ref="FB?" Part="1" +AR Path="/5D940AF4/60634280" Ref="FB?" Part="1" +AR Path="/5D659BBE/60634280" Ref="FB?" Part="1" +AR Path="/604E5F00/60634280" Ref="FB14" Part="1" +F 0 "FB14" H 12550 3300 50 0000 C CNN +F 1 "FERRITE_BEAD" H 12550 3250 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 12600 3325 50 0001 C CNN +F 3 "" H 12550 3300 50 0001 C CNN + 1 12550 3300 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:FERRITE_BEAD FB? +U 1 1 60634286 +P 12550 3200 +AR Path="/60634286" Ref="FB?" Part="1" +AR Path="/5D940AF4/60634286" Ref="FB?" Part="1" +AR Path="/5D659BBE/60634286" Ref="FB?" Part="1" +AR Path="/604E5F00/60634286" Ref="FB15" Part="1" +F 0 "FB15" H 12550 3200 50 0000 C CNN +F 1 "FERRITE_BEAD" H 12550 3150 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 12600 3225 50 0001 C CNN +F 3 "" H 12550 3200 50 0001 C CNN + 1 12550 3200 + 1 0 0 -1 +$EndComp +Text Label 13200 3200 0 50 ~ 0 +LUMA +Text Label 13100 3300 0 50 ~ 0 +CHROMA +Wire Wire Line + 13100 4200 13100 3400 +Wire Wire Line + 13100 3400 13500 3400 +Text Label 13100 3400 0 39 ~ 0 +AUDIO_OUT +Text Label 15150 6800 0 50 ~ 0 +AUDIO_IN +Text Label 15400 5550 1 50 ~ 0 +AUDIO_OUT +Wire Wire Line + 15400 5800 15400 4200 +Wire Wire Line + 15300 5800 15400 5800 +Wire Wire Line + 13950 6600 14550 6600 +Connection ~ 13950 6600 +Wire Wire Line + 13950 6850 13950 6600 +Text GLabel 14550 6700 2 50 Input ~ 0 +POTY +Text GLabel 14550 6600 2 50 Input ~ 0 +POTX +Wire Wire Line + 13850 6600 13950 6600 +$Comp +L power:+5V #PWR0158 +U 1 1 606342A1 +P 15050 5000 +F 0 "#PWR0158" H 15050 4850 50 0001 C CNN +F 1 "+5V" V 15050 5200 50 0000 C CNN +F 2 "" H 15050 5000 50 0001 C CNN +F 3 "" H 15050 5000 50 0001 C CNN + 1 15050 5000 + 0 1 1 0 +$EndComp +$Comp +L power:+12V #PWR? +U 1 1 606342A7 +P 15050 4600 +AR Path="/5D940AF4/606342A7" Ref="#PWR?" Part="1" +AR Path="/5D659BBE/606342A7" Ref="#PWR?" Part="1" +AR Path="/604E5F00/606342A7" Ref="#PWR0159" Part="1" +F 0 "#PWR0159" H 15050 4450 50 0001 C CNN +F 1 "+12V" V 15050 4700 50 0000 L CNN +F 2 "" H 15050 4600 50 0001 C CNN +F 3 "" H 15050 4600 50 0001 C CNN + 1 15050 4600 + 0 1 1 0 +$EndComp +Text Label 12700 4600 0 50 ~ 0 +D7 +Text Label 12700 4700 0 50 ~ 0 +D6 +Text Label 12700 4800 0 50 ~ 0 +D5 +Text Label 12700 4900 0 50 ~ 0 +D4 +Text Label 12700 5000 0 50 ~ 0 +D3 +Text Label 12700 5100 0 50 ~ 0 +D2 +Text Label 12700 5200 0 50 ~ 0 +D1 +Text Label 12700 5300 0 50 ~ 0 +D0 +Wire Wire Line + 12850 4600 12650 4600 +Text Label 12700 6100 0 50 ~ 0 +R\~W~ +Wire Wire Line + 12850 6100 12650 6100 +Text Label 12750 6750 1 50 ~ 0 +~RESET~ +Wire Wire Line + 12750 7300 12750 6300 +Text Label 12700 5900 0 50 ~ 0 +A0 +Text Label 12700 5800 0 50 ~ 0 +A1 +Text Label 12700 5700 0 50 ~ 0 +A2 +Text Label 12700 5600 0 50 ~ 0 +A3 +Text Label 12700 5500 0 50 ~ 0 +A4 +Wire Wire Line + 12850 5500 12650 5500 +Text Notes 15192 6102 0 50 ~ 0 +25V +Connection ~ 14900 5800 +Wire Wire Line + 14900 5850 14900 5800 +$Comp +L KU-schematics-library:R_US_CUSTOM R38 +U 1 1 606342CA +P 14900 5950 +F 0 "R38" H 14700 5900 50 0000 L CNN +F 1 "1K" H 14749 5973 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 14900 5950 50 0001 C CNN +F 3 "" H 14900 5950 50 0001 C CNN + 1 14900 5950 + -1 0 0 1 +$EndComp +Wire Wire Line + 15100 5800 14900 5800 +$Comp +L Device:CP_Small C? +U 1 1 606342D1 +P 15200 5800 +AR Path="/5D940AF4/606342D1" Ref="C?" Part="1" +AR Path="/5D659BBE/606342D1" Ref="C?" Part="1" +AR Path="/604E5F00/606342D1" Ref="C13" Part="1" +F 0 "C13" V 15082 5657 50 0000 L CNN +F 1 "10uF" V 15010 5640 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_ELYT_RADIAL_P5.08mm_SMALL_RING" H 15200 5800 50 0001 C CNN +F 3 "~" H 15200 5800 50 0001 C CNN + 1 15200 5800 + 0 -1 -1 0 +$EndComp +Connection ~ 14600 5600 +$Comp +L Device:C_Small C37 +U 1 1 606342DE +P 14600 5700 +F 0 "C37" H 14455 5700 50 0000 C CNN +F 1 "1000pF" H 14400 5600 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 14600 5700 50 0001 C CNN +F 3 "~" H 14600 5700 50 0001 C CNN + 1 14600 5700 + 1 0 0 -1 +$EndComp +Wire Wire Line + 14600 5600 14550 5600 +$Comp +L KU-schematics-library:R_US_CUSTOM R7 +U 1 1 606342E5 +P 14450 5600 +F 0 "R7" V 14279 5537 50 0000 L CNN +F 1 "10K" V 14364 5529 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 14450 5600 50 0001 C CNN +F 3 "" H 14450 5600 50 0001 C CNN + 1 14450 5600 + 0 1 1 0 +$EndComp +Wire Wire Line + 13900 5850 13900 5900 +Wire Wire Line + 13900 5600 13950 5600 +Connection ~ 13900 5600 +Wire Wire Line + 13900 5650 13900 5600 +Wire Wire Line + 13850 5600 13900 5600 +$Comp +L KU-schematics-library:R_US_CUSTOM R6 +U 1 1 606342FC +P 13900 5750 +F 0 "R6" H 13750 5700 50 0000 L CNN +F 1 "1K" H 13749 5773 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:RESISTOR" H 13900 5750 50 0001 C CNN +F 3 "" H 13900 5750 50 0001 C CNN + 1 13900 5750 + -1 0 0 1 +$EndComp +$Comp +L KU-schematics-library:FERRITE_BEAD FB? +U 1 1 60634302 +P 14150 5600 +AR Path="/60634302" Ref="FB?" Part="1" +AR Path="/5D940AF4/60634302" Ref="FB?" Part="1" +AR Path="/5D659BBE/60634302" Ref="FB?" Part="1" +AR Path="/604E5F00/60634302" Ref="FB13" Part="1" +F 0 "FB13" H 14150 5700 50 0000 C CNN +F 1 "FERRITE_BEAD" H 14150 5550 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 14200 5625 50 0001 C CNN +F 3 "" H 14150 5600 50 0001 C CNN + 1 14150 5600 + 1 0 0 -1 +$EndComp +$Comp +L power:+12V #PWR? +U 1 1 60634308 +P 14900 5400 +AR Path="/5D940AF4/60634308" Ref="#PWR?" Part="1" +AR Path="/5D659BBE/60634308" Ref="#PWR?" Part="1" +AR Path="/604E5F00/60634308" Ref="#PWR0160" Part="1" +F 0 "#PWR0160" H 14900 5250 50 0001 C CNN +F 1 "+12V" H 14909 5521 50 0000 L CNN +F 2 "" H 14900 5400 50 0001 C CNN +F 3 "" H 14900 5400 50 0001 C CNN + 1 14900 5400 + 1 0 0 -1 +$EndComp +$Comp +L Transistor_BJT:2SC1815 Q? +U 1 1 6063430E +P 14800 5600 +AR Path="/5D940AF4/6063430E" Ref="Q?" Part="1" +AR Path="/5D659BBE/6063430E" Ref="Q?" Part="1" +AR Path="/604E5F00/6063430E" Ref="Q8" Part="1" +F 0 "Q8" H 15000 5650 50 0000 L CNN +F 1 "2SC1815" H 15000 5550 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:Q_NPN_ECB" H 15000 5700 50 0001 C CNN +F 3 "~" H 14800 5600 50 0001 C CNN + 1 14800 5600 + 1 0 0 -1 +$EndComp +Wire Wire Line + 14750 5000 15050 5000 +Connection ~ 14750 5000 +$Comp +L Device:CP_Small C? +U 1 1 6063431C +P 14750 5100 +AR Path="/5D940AF4/6063431C" Ref="C?" Part="1" +AR Path="/5D659BBE/6063431C" Ref="C?" Part="1" +AR Path="/604E5F00/6063431C" Ref="C34" Part="1" +F 0 "C34" H 14832 5148 50 0000 L CNN +F 1 "10uF" H 14837 5087 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_ELYT_RADIAL_P5.08mm_SMALL_RING" H 14750 5100 50 0001 C CNN +F 3 "~" H 14750 5100 50 0001 C CNN + 1 14750 5100 + 1 0 0 -1 +$EndComp +Text Notes 14844 5217 0 50 ~ 0 +25V +Connection ~ 14400 5000 +Wire Wire Line + 14400 5000 14750 5000 +Wire Wire Line + 14400 5000 14350 5000 +$Comp +L Device:C_Small C49 +U 1 1 6063432C +P 14400 5100 +F 0 "C49" H 14557 5101 50 0000 C CNN +F 1 ".1" H 14555 5028 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 14400 5100 50 0001 C CNN +F 3 "~" H 14400 5100 50 0001 C CNN + 1 14400 5100 + 1 0 0 -1 +$EndComp +Wire Wire Line + 13900 5000 13950 5000 +Connection ~ 13900 5000 +Wire Wire Line + 13850 5000 13900 5000 +$Comp +L Device:C_Small C50 +U 1 1 6063433B +P 13900 5100 +F 0 "C50" H 14066 5101 50 0000 C CNN +F 1 ".1" H 14061 5019 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 13900 5100 50 0001 C CNN +F 3 "~" H 13900 5100 50 0001 C CNN + 1 13900 5100 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:FERRITE_BEAD FB? +U 1 1 60634341 +P 14150 5000 +AR Path="/60634341" Ref="FB?" Part="1" +AR Path="/5D940AF4/60634341" Ref="FB?" Part="1" +AR Path="/5D659BBE/60634341" Ref="FB?" Part="1" +AR Path="/604E5F00/60634341" Ref="FB10" Part="1" +F 0 "FB10" H 14150 5100 50 0000 C CNN +F 1 "FERRITE_BEAD" H 14150 4950 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 14200 5025 50 0001 C CNN +F 3 "" H 14150 5000 50 0001 C CNN + 1 14150 5000 + 1 0 0 -1 +$EndComp +Wire Wire Line + 14750 4600 15050 4600 +Connection ~ 14750 4600 +$Comp +L Device:CP_Small C? +U 1 1 6063434F +P 14750 4700 +AR Path="/5D940AF4/6063434F" Ref="C?" Part="1" +AR Path="/5D659BBE/6063434F" Ref="C?" Part="1" +AR Path="/604E5F00/6063434F" Ref="C62" Part="1" +F 0 "C62" H 14844 4700 50 0000 L CNN +F 1 "10uF" H 14832 4626 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_ELYT_RADIAL_P5.08mm_SMALL_RING" H 14750 4700 50 0001 C CNN +F 3 "~" H 14750 4700 50 0001 C CNN + 1 14750 4700 + 1 0 0 -1 +$EndComp +Text Notes 14800 4888 0 50 ~ 0 +25V +Connection ~ 14400 4600 +Wire Wire Line + 14400 4600 14750 4600 +Wire Wire Line + 14400 4600 14350 4600 +$Comp +L Device:C_Small C52 +U 1 1 6063435F +P 14400 4700 +F 0 "C52" H 14557 4701 50 0000 C CNN +F 1 ".1" H 14555 4628 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 14400 4700 50 0001 C CNN +F 3 "~" H 14400 4700 50 0001 C CNN + 1 14400 4700 + 1 0 0 -1 +$EndComp +Wire Wire Line + 13900 4600 13950 4600 +Connection ~ 13900 4600 +Wire Wire Line + 13850 4600 13900 4600 +$Comp +L Device:C_Small C51 +U 1 1 60634374 +P 13900 4700 +F 0 "C51" H 14066 4701 50 0000 C CNN +F 1 ".1" H 14061 4619 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 13900 4700 50 0001 C CNN +F 3 "~" H 13900 4700 50 0001 C CNN + 1 13900 4700 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:FERRITE_BEAD FB? +U 1 1 6063437A +P 14150 4600 +AR Path="/6063437A" Ref="FB?" Part="1" +AR Path="/5D940AF4/6063437A" Ref="FB?" Part="1" +AR Path="/5D659BBE/6063437A" Ref="FB?" Part="1" +AR Path="/604E5F00/6063437A" Ref="FB11" Part="1" +F 0 "FB11" H 14150 4700 50 0000 C CNN +F 1 "FERRITE_BEAD" H 14150 4550 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:FERRITE_BEAD_TH_P12.7mm" H 14200 4625 50 0001 C CNN +F 3 "" H 14150 4600 50 0001 C CNN + 1 14150 4600 + 1 0 0 -1 +$EndComp +Wire Wire Line + 13850 6000 14000 6000 +Wire Wire Line + 14000 6200 13850 6200 +Wire Wire Line + 13850 6500 14000 6500 +Wire Wire Line + 14000 6300 13850 6300 +$Comp +L Device:C_Small C11 +U 1 1 60634384 +P 14000 6400 +F 0 "C11" H 14150 6450 50 0000 C CNN +F 1 "470pF" H 14196 6373 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 14000 6400 50 0001 C CNN +F 3 "~" H 14000 6400 50 0001 C CNN + 1 14000 6400 + 1 0 0 -1 +$EndComp +$Comp +L Device:C_Small C10 +U 1 1 6063438A +P 14000 6100 +F 0 "C10" H 14150 6150 50 0000 C CNN +F 1 "470pF" H 14198 6068 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 14000 6100 50 0001 C CNN +F 3 "~" H 14000 6100 50 0001 C CNN + 1 14000 6100 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:SID U18 +U 1 1 60634390 +P 13350 5600 +F 0 "U18" H 13350 6500 118 0000 C CNN +F 1 "6581" H 13350 6350 118 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:DIP28" H 13350 5600 39 0001 C CNN +F 3 "" H 13350 5600 39 0001 C CNN + 1 13350 5600 + 1 0 0 -1 +$EndComp +Wire Wire Line + 12650 6200 12850 6200 +Wire Wire Line + 12750 6300 12850 6300 +Wire Wire Line + 15400 4200 13100 4200 +Wire Wire Line + 12650 4700 12850 4700 +Wire Wire Line + 12650 4800 12850 4800 +Wire Wire Line + 12650 4900 12850 4900 +Wire Wire Line + 12650 5000 12850 5000 +Wire Wire Line + 12650 5100 12850 5100 +Wire Wire Line + 12650 5200 12850 5200 +Wire Wire Line + 12650 5300 12850 5300 +Wire Wire Line + 12650 5600 12850 5600 +Wire Wire Line + 12650 5700 12850 5700 +Wire Wire Line + 12650 5800 12850 5800 +Wire Wire Line + 12650 5900 12850 5900 +$Comp +L KU-schematics-library:AV_CONN CN5 +U 1 1 606343A4 +P 15650 3650 +F 0 "CN5" V 15850 3050 79 0000 L CNN +F 1 "AV_CONN" H 15650 3650 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:AV_CON_DIN8" H 15650 3650 50 0001 C CNN +F 3 "" H 15650 3650 50 0001 C CNN + 1 15650 3650 + 1 0 0 -1 +$EndComp +Text Label 15150 3100 0 50 ~ 0 +COMP_O +Text Label 15150 3200 0 50 ~ 0 +LUMA_O +Text Label 15150 3300 0 50 ~ 0 +CHROMA_O +Text Notes 15900 6400 1 79 Italic 0 +AUDIO/VIDEO (8 PIN FEMALE DIN) +Wire Wire Line + 15100 6800 15550 6800 +Wire Wire Line + 15550 7000 15450 7000 +Wire Wire Line + 15450 7000 15450 7100 +Wire Wire Line + 15400 5800 15550 5800 +Connection ~ 15400 5800 +NoConn ~ 15550 3650 +NoConn ~ 15550 3750 +Wire Wire Line + 15000 3300 15550 3300 +Wire Wire Line + 15000 3200 15550 3200 +Wire Wire Line + 15550 3100 15000 3100 +Wire Wire Line + 14900 6050 14900 6200 +Connection ~ 13050 2700 +Wire Wire Line + 13050 2700 13300 2700 +Wire Wire Line + 9600 3300 9600 3200 +Connection ~ 9600 2750 +Wire Wire Line + 9600 2750 9150 2750 +Connection ~ 9600 3000 +Wire Wire Line + 9600 3000 9600 2750 +Connection ~ 9600 3100 +Wire Wire Line + 9600 3100 9600 3000 +Connection ~ 9600 3200 +Wire Wire Line + 9600 3200 9600 3100 +Wire Wire Line + 9600 3400 9400 3400 +Wire Wire Line + 9600 3500 9400 3500 +Wire Wire Line + 9600 3600 9400 3600 +Text Label 9450 3700 0 50 ~ 0 +D0 +Text Label 9450 3600 0 50 ~ 0 +D1 +Text Label 9450 3500 0 50 ~ 0 +D2 +Text Label 9450 3400 0 50 ~ 0 +D3 +Entry Wire Line + 9300 3500 9400 3400 +Entry Wire Line + 9300 3600 9400 3500 +Entry Wire Line + 9300 3700 9400 3600 +Wire Wire Line + 9600 3700 9400 3700 +Entry Wire Line + 9300 3800 9400 3700 +Connection ~ 9300 4600 +Wire Bus Line + 9300 4600 11050 4600 +$Comp +L Device:CP_Small C? +U 1 1 606343E1 +P 15000 6800 +AR Path="/5D940AF4/606343E1" Ref="C?" Part="1" +AR Path="/5D659BBE/606343E1" Ref="C?" Part="1" +AR Path="/604E5F00/606343E1" Ref="C12" Part="1" +F 0 "C12" V 14882 6657 50 0000 L CNN +F 1 "10uF" V 14810 6640 50 0000 L CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_ELYT_RADIAL_P5.08mm_SMALL_RING" H 15000 6800 50 0001 C CNN +F 3 "~" H 15000 6800 50 0001 C CNN + 1 15000 6800 + 0 -1 -1 0 +$EndComp +Text Notes 15000 7100 0 50 ~ 0 +25V +Wire Wire Line + 12850 6400 12850 8400 +Wire Wire Line + 13850 6700 14250 6700 +Wire Wire Line + 14250 6850 14250 6700 +$Comp +L Device:C_Small C? +U 1 1 60634410 +P 13950 6950 +AR Path="/60634410" Ref="C?" Part="1" +AR Path="/5D940AF4/60634410" Ref="C?" Part="1" +AR Path="/5D659BBE/60634410" Ref="C?" Part="1" +AR Path="/604E5F00/60634410" Ref="C48" Part="1" +F 0 "C48" H 13950 6750 50 0000 C CNN +F 1 "1800pF" H 13950 6650 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 13950 6950 50 0001 C CNN +F 3 "~" H 13950 6950 50 0001 C CNN + 1 13950 6950 + 1 0 0 -1 +$EndComp +$Comp +L Device:C_Small C? +U 1 1 60634416 +P 14250 6950 +AR Path="/60634416" Ref="C?" Part="1" +AR Path="/5D940AF4/60634416" Ref="C?" Part="1" +AR Path="/5D659BBE/60634416" Ref="C?" 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Part="1" +AR Path="/604E5F00/62F79FCE" Ref="#U0218" Part="1" +F 0 "#U0218" H 7100 6800 50 0001 C CNN +F 1 "GND_SMALL" H 7100 6800 50 0001 C CNN +F 2 "" H 7100 6800 50 0001 C CNN +F 3 "" H 7100 6800 50 0001 C CNN + 1 7100 6800 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 62FE7E8C +P 7750 6450 +AR Path="/62FE7E8C" Ref="#U?" Part="1" +AR Path="/5D659BBE/62FE7E8C" Ref="#U?" Part="1" +AR Path="/604E5F00/62FE7E8C" Ref="#U0219" Part="1" +F 0 "#U0219" H 7750 6450 50 0001 C CNN +F 1 "GND_SMALL" H 7750 6450 50 0001 C CNN +F 2 "" H 7750 6450 50 0001 C CNN +F 3 "" H 7750 6450 50 0001 C CNN + 1 7750 6450 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 6305B00B +P 12450 1850 +AR Path="/6305B00B" Ref="#U?" Part="1" +AR Path="/5D659BBE/6305B00B" Ref="#U?" Part="1" +AR Path="/604E5F00/6305B00B" Ref="#U0220" Part="1" +F 0 "#U0220" H 12450 1850 50 0001 C CNN +F 1 "GND_SMALL" H 12450 1850 50 0001 C CNN +F 2 "" H 12450 1850 50 0001 C CNN +F 3 "" H 12450 1850 50 0001 C CNN + 1 12450 1850 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 630C8F0C +P 12800 1850 +AR Path="/630C8F0C" Ref="#U?" Part="1" +AR Path="/5D659BBE/630C8F0C" Ref="#U?" Part="1" +AR Path="/604E5F00/630C8F0C" Ref="#U0221" Part="1" +F 0 "#U0221" H 12800 1850 50 0001 C CNN +F 1 "GND_SMALL" H 12800 1850 50 0001 C CNN +F 2 "" H 12800 1850 50 0001 C CNN +F 3 "" H 12800 1850 50 0001 C CNN + 1 12800 1850 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 63136E0E +P 12450 2350 +AR Path="/63136E0E" Ref="#U?" Part="1" +AR Path="/5D659BBE/63136E0E" Ref="#U?" 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Part="1" +AR Path="/604E5F00/632EEE57" Ref="#U0226" Part="1" +F 0 "#U0226" H 12800 2950 50 0001 C CNN +F 1 "GND_SMALL" H 12800 2950 50 0001 C CNN +F 2 "" H 12800 2950 50 0001 C CNN +F 3 "" H 12800 2950 50 0001 C CNN + 1 12800 2950 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 6343D27F +P 13900 4800 +AR Path="/6343D27F" Ref="#U?" Part="1" +AR Path="/5D659BBE/6343D27F" Ref="#U?" Part="1" +AR Path="/604E5F00/6343D27F" Ref="#U0229" Part="1" +F 0 "#U0229" H 13900 4800 50 0001 C CNN +F 1 "GND_SMALL" H 13900 4800 50 0001 C CNN +F 2 "" H 13900 4800 50 0001 C CNN +F 3 "" H 13900 4800 50 0001 C CNN + 1 13900 4800 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 634AB262 +P 14400 4800 +AR Path="/634AB262" Ref="#U?" Part="1" +AR Path="/5D659BBE/634AB262" Ref="#U?" 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Part="1" +AR Path="/604E5F00/63587238" Ref="#U0232" Part="1" +F 0 "#U0232" H 14750 5200 50 0001 C CNN +F 1 "GND_SMALL" H 14750 5200 50 0001 C CNN +F 2 "" H 14750 5200 50 0001 C CNN +F 3 "" H 14750 5200 50 0001 C CNN + 1 14750 5200 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 635F523A +P 14400 5200 +AR Path="/635F523A" Ref="#U?" Part="1" +AR Path="/5D659BBE/635F523A" Ref="#U?" Part="1" +AR Path="/604E5F00/635F523A" Ref="#U0233" Part="1" +F 0 "#U0233" H 14400 5200 50 0001 C CNN +F 1 "GND_SMALL" H 14400 5200 50 0001 C CNN +F 2 "" H 14400 5200 50 0001 C CNN +F 3 "" H 14400 5200 50 0001 C CNN + 1 14400 5200 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 636631AB +P 13900 5200 +AR Path="/636631AB" Ref="#U?" Part="1" +AR Path="/5D659BBE/636631AB" Ref="#U?" Part="1" +AR Path="/604E5F00/636631AB" Ref="#U0234" Part="1" +F 0 "#U0234" H 13900 5200 50 0001 C CNN +F 1 "GND_SMALL" H 13900 5200 50 0001 C CNN +F 2 "" H 13900 5200 50 0001 C CNN +F 3 "" H 13900 5200 50 0001 C CNN + 1 13900 5200 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 636D3848 +P 15450 7100 +AR Path="/636D3848" Ref="#U?" Part="1" +AR Path="/5D659BBE/636D3848" Ref="#U?" Part="1" +AR Path="/604E5F00/636D3848" Ref="#U0235" Part="1" +F 0 "#U0235" H 15450 7100 50 0001 C CNN +F 1 "GND_SMALL" H 15450 7100 50 0001 C CNN +F 2 "" H 15450 7100 50 0001 C CNN +F 3 "" H 15450 7100 50 0001 C CNN + 1 15450 7100 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 637AF705 +P 14250 7050 +AR Path="/637AF705" Ref="#U?" Part="1" +AR Path="/5D659BBE/637AF705" Ref="#U?" Part="1" +AR Path="/604E5F00/637AF705" Ref="#U0237" Part="1" +F 0 "#U0237" H 14250 7050 50 0001 C CNN +F 1 "GND_SMALL" H 14250 7050 50 0001 C CNN +F 2 "" H 14250 7050 50 0001 C CNN +F 3 "" H 14250 7050 50 0001 C CNN + 1 14250 7050 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 6381D5D1 +P 13950 7050 +AR Path="/6381D5D1" Ref="#U?" Part="1" +AR Path="/5D659BBE/6381D5D1" Ref="#U?" Part="1" +AR Path="/604E5F00/6381D5D1" Ref="#U0238" Part="1" +F 0 "#U0238" H 13950 7050 50 0001 C CNN +F 1 "GND_SMALL" H 13950 7050 50 0001 C CNN +F 2 "" H 13950 7050 50 0001 C CNN +F 3 "" H 13950 7050 50 0001 C CNN + 1 13950 7050 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 6388B507 +P 13350 7000 +AR Path="/6388B507" Ref="#U?" Part="1" +AR Path="/5D659BBE/6388B507" Ref="#U?" Part="1" +AR Path="/604E5F00/6388B507" Ref="#U0239" Part="1" +F 0 "#U0239" H 13350 7000 50 0001 C CNN +F 1 "GND_SMALL" H 13350 7000 50 0001 C CNN +F 2 "" H 13350 7000 50 0001 C CNN +F 3 "" H 13350 7000 50 0001 C CNN + 1 13350 7000 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 638F93F0 +P 14900 6200 +AR Path="/638F93F0" Ref="#U?" Part="1" +AR Path="/5D659BBE/638F93F0" Ref="#U?" Part="1" +AR Path="/604E5F00/638F93F0" Ref="#U0240" Part="1" +F 0 "#U0240" H 14900 6200 50 0001 C CNN +F 1 "GND_SMALL" H 14900 6200 50 0001 C CNN +F 2 "" H 14900 6200 50 0001 C CNN +F 3 "" H 14900 6200 50 0001 C CNN + 1 14900 6200 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 639674D7 +P 14600 5800 +AR Path="/639674D7" Ref="#U?" Part="1" +AR Path="/5D659BBE/639674D7" Ref="#U?" Part="1" +AR Path="/604E5F00/639674D7" Ref="#U0241" Part="1" +F 0 "#U0241" H 14600 5800 50 0001 C CNN +F 1 "GND_SMALL" H 14600 5800 50 0001 C CNN +F 2 "" H 14600 5800 50 0001 C CNN +F 3 "" H 14600 5800 50 0001 C CNN + 1 14600 5800 + 1 0 0 -1 +$EndComp +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 639D549F +P 13900 5900 +AR Path="/639D549F" Ref="#U?" Part="1" +AR Path="/5D659BBE/639D549F" Ref="#U?" Part="1" +AR Path="/604E5F00/639D549F" Ref="#U0242" Part="1" +F 0 "#U0242" H 13900 5900 50 0001 C CNN +F 1 "GND_SMALL" H 13900 5900 50 0001 C CNN +F 2 "" H 13900 5900 50 0001 C CNN +F 3 "" H 13900 5900 50 0001 C CNN + 1 13900 5900 + 1 0 0 -1 +$EndComp +Wire Wire Line + 1600 1050 1600 6250 +$Comp +L Device:C_Small C203 +U 1 1 606569E8 +P 2650 4350 +F 0 "C203" V 2544 4269 50 0000 C CNN +F 1 "82pF" V 2450 4200 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAPACITOR_RADIAL_P13.97_L9.9_D3.6" H 2650 4350 50 0001 C CNN +F 3 "~" H 2650 4350 50 0001 C CNN + 1 2650 4350 + -1 0 0 1 +$EndComp +Wire Wire Line + 2650 4250 2500 4250 +Connection ~ 2500 4250 +Wire Wire Line + 2500 4250 2500 4800 +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 606C9CB4 +P 2650 4450 +AR Path="/606C9CB4" Ref="#U?" Part="1" +AR Path="/5D659BBE/606C9CB4" Ref="#U?" Part="1" +AR Path="/604E5F00/606C9CB4" Ref="#U0243" Part="1" +F 0 "#U0243" H 2650 4450 50 0001 C CNN +F 1 "GND_SMALL" H 2650 4450 50 0001 C CNN +F 2 "" H 2650 4450 50 0001 C CNN +F 3 "" H 2650 4450 50 0001 C CNN + 1 2650 4450 + 1 0 0 -1 +$EndComp +$Comp +L Device:C_Small C204 +U 1 1 606CAC22 +P 3150 3000 +F 0 "C204" V 3250 3000 50 0000 C CNN +F 1 "NC" V 3200 2850 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 3150 3000 50 0001 C CNN +F 3 "~" H 3150 3000 50 0001 C CNN + 1 3150 3000 + -1 0 0 1 +$EndComp +Wire Wire Line + 3450 2850 3150 2850 +Wire Wire Line + 3150 2850 3150 2900 +Connection ~ 3450 2850 +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 6073B920 +P 3150 3100 +AR Path="/6073B920" Ref="#U?" Part="1" +AR Path="/5D659BBE/6073B920" Ref="#U?" Part="1" +AR Path="/604E5F00/6073B920" Ref="#U0244" Part="1" +F 0 "#U0244" H 3150 3100 50 0001 C CNN +F 1 "GND_SMALL" H 3150 3100 50 0001 C CNN +F 2 "" H 3150 3100 50 0001 C CNN +F 3 "" H 3150 3100 50 0001 C CNN + 1 3150 3100 + 1 0 0 -1 +$EndComp +Wire Notes Line width 10 style solid + 3050 4200 2950 4200 +Wire Notes Line width 10 style solid + 3050 4300 3050 4200 +Wire Notes Line width 10 style solid + 2950 4300 3050 4300 +Wire Notes Line width 10 style solid + 2950 4200 2950 4300 +Text Notes 2974 4288 0 50 ~ 0 +7 +Wire Notes Line width 10 style solid + 4300 8900 4200 8900 +Wire Notes Line width 10 style solid + 4300 9000 4300 8900 +Wire Notes Line width 10 style solid + 4200 9000 4300 9000 +Wire Notes Line width 10 style solid + 4200 8900 4200 9000 +Text Notes 4224 8988 0 50 ~ 0 +7 +Wire Wire Line + 1000 7500 1200 7500 +Wire Wire Line + 1100 700 1100 7900 +Wire Wire Line + 1900 7300 12750 7300 +$Comp +L Device:C_Small C205 +U 1 1 60B74383 +P 14750 6000 +F 0 "C205" H 14550 6000 50 0000 C CNN +F 1 "220pF" H 14550 5900 50 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:CAP_P5.08mm" H 14750 6000 50 0001 C CNN +F 3 "~" H 14750 6000 50 0001 C CNN + 1 14750 6000 + 1 0 0 -1 +$EndComp +Wire Wire Line + 14750 5900 14750 5800 +Wire Wire Line + 14750 5800 14900 5800 +Wire Wire Line + 14750 6100 14750 6200 +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 60C54E36 +P 14750 6200 +AR Path="/60C54E36" Ref="#U?" Part="1" +AR Path="/5D659BBE/60C54E36" Ref="#U?" Part="1" +AR Path="/604E5F00/60C54E36" Ref="#U0245" Part="1" +F 0 "#U0245" H 14750 6200 50 0001 C CNN +F 1 "GND_SMALL" H 14750 6200 50 0001 C CNN +F 2 "" H 14750 6200 50 0001 C CNN +F 3 "" H 14750 6200 50 0001 C CNN + 1 14750 6200 + 1 0 0 -1 +$EndComp +Wire Wire Line + 13050 2750 13050 2700 +Wire Wire Line + 12800 2750 12800 2700 +Connection ~ 12800 2700 +Wire Wire Line + 12800 2700 13050 2700 +Wire Wire Line + 12350 2700 12800 2700 +$Comp +L Device:Jumper_NC_Small JP1 +U 1 1 60E3DCFB +P 15150 3400 +F 0 "JP1" H 15150 3300 50 0000 C CNN +F 1 "Jumper_NC_Small" H 15100 3200 50 0001 C CNN +F 2 "Jumper:SolderJumper-2_P1.3mm_Bridged_RoundedPad1.0x1.5mm" H 15150 3400 50 0001 C CNN +F 3 "~" H 15150 3400 50 0001 C CNN + 1 15150 3400 + 1 0 0 -1 +$EndComp +Wire Wire Line + 15050 3400 15000 3400 +Wire Wire Line + 15250 3400 15300 3400 +Wire Wire Line + 15300 3400 15300 3450 +$Comp +L KU-schematics-library:GND_SMALL #U? +U 1 1 60F25DE7 +P 15300 3450 +AR Path="/60F25DE7" Ref="#U?" Part="1" +AR Path="/5D659BBE/60F25DE7" Ref="#U?" Part="1" +AR Path="/604E5F00/60F25DE7" Ref="#U0246" Part="1" +F 0 "#U0246" H 15300 3450 50 0001 C CNN +F 1 "GND_SMALL" H 15300 3450 50 0001 C CNN +F 2 "" H 15300 3450 50 0001 C CNN +F 3 "" H 15300 3450 50 0001 C CNN + 1 15300 3450 + 1 0 0 -1 +$EndComp +Text Notes 14950 3650 0 50 ~ 0 +SEE NOTE 5 +Wire Wire Line + 2900 1250 9150 1250 +$Comp +L KU-schematics-library:74LS06_ U8 +U 2 1 60633B19 +P 2500 1400 +F 0 "U8" H 2450 1650 50 0000 C CNN +F 1 "7406N" H 2450 1450 39 0000 C CNN +F 2 "KU-14194HB-RevB-KiCad:DIP14" H 2500 1400 50 0001 C CNN +F 3 "" H 2500 1400 50 0001 C CNN + 2 2500 1400 + -1 0 0 -1 +$EndComp +Wire Wire Line + 13850 6800 14900 6800 +Wire Wire Line + 12750 3200 13500 3200 +Wire Wire Line + 12750 3300 13500 3300 +$Comp +L KU-schematics-library:7408_U27 U27 +U 4 1 60633B5A +P 1400 8300 +F 0 "U27" H 1400 8300 50 0000 C CNN +F 1 "7408_U27" H 1400 8100 50 0001 C CNN +F 2 "KU-14194HB-RevB-KiCad:DIP14" H 1350 8300 50 0001 C CNN +F 3 "" H 1350 8300 50 0001 C CNN + 4 1400 8300 + 1 0 0 1 +$EndComp +Wire Bus Line + 8400 9200 8400 9400 +Wire Bus Line + 7600 8600 7600 9400 +Wire Bus Line + 8850 1350 8850 2650 +Wire Bus Line + 2950 2150 2950 2650 +Wire Bus Line + 9300 3500 9300 4600 +Wire Bus Line + 12550 5600 12550 7050 +Wire Bus Line + 11050 2150 11050 2650 +Wire Bus Line + 11050 5600 11050 7050 +Wire Bus Line + 2950 2650 2950 4000 +Wire Bus Line + 3350 7050 3350 9400 +Wire Bus Line + 2800 10000 3500 10000 +Wire Bus Line + 8150 5350 8850 5350 +Wire Bus Line + 11050 3900 11050 4600 +Wire Bus Line + 12550 4600 12550 5400 +Wire Bus Line + 6050 7050 9900 7050 +Wire Bus Line + 3250 1350 3250 2650 +Wire Bus Line + 9900 5850 9900 7050 +Wire Bus Line + 3350 5400 3350 7050 +Wire Bus Line + 4700 5500 4700 7050 +Wire Bus Line + 6050 5600 6050 7050 +Wire Bus Line + 3350 9800 5200 9800 +Wire Bus Line + 1700 2100 1700 5400 +Wire Bus Line + 2800 4600 9300 4600 +$EndSCHEMATC diff --git a/3D-models/.gitignore b/3D-models/.gitignore new file mode 100644 index 0000000..eac691f --- /dev/null +++ b/3D-models/.gitignore @@ -0,0 +1 @@ +*.wrl \ No newline at end of file diff --git a/3D-models/unitary_ring.fcstd b/3D-models/unitary_ring.fcstd new file mode 100644 index 0000000..2f47916 Binary files /dev/null and b/3D-models/unitary_ring.fcstd differ diff --git a/KU-14194HB-RevB-KiCad.pretty/10uF.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/10uF.kicad_mod new file mode 100755 index 0000000..5e8df4c --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/10uF.kicad_mod @@ -0,0 +1,8 @@ +(module 10uF (layer F.Cu) (tedit 5D6C1F85) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value 10uF (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/AV_CON_DIN8.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/AV_CON_DIN8.kicad_mod new file mode 100755 index 0000000..09f2d23 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/AV_CON_DIN8.kicad_mod @@ -0,0 +1,269 @@ +(module AV_CON_DIN8 (layer F.Cu) (tedit 604D4EA9) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value AV_CON_DIN8 (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user SERIAL_CON_DIN6 (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text user REF** (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -10.0732 -12.6762) (end -10.0732 7.6438) (layer F.SilkS) (width 0.5)) + (fp_line (start -10.0732 7.6438) (end 10.5642 7.6438) (layer F.SilkS) (width 0.5)) + (fp_line (start 10.5642 7.6438) (end 10.5642 -12.6762) (layer F.SilkS) (width 0.5)) + (fp_line (start -6.0439 -3.0617) (end -5.7613 -3.42) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.7613 -3.42) (end -5.805 -1.7799) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.8953 0.3743) (end -4.0588 0.3835) (layer F.SilkS) (width 0.4)) + 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(fp_line (start 2.7922 4.9935) (end 2.6962 4.9917) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.6962 4.9917) (end 2.6038 4.9917) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.6038 4.9917) (end 2.5186 5.0026) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.5186 5.0026) (end 2.3828 5.0497) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.3828 5.0497) (end 2.2958 5.0714) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.2958 5.0714) (end 2.2306 5.133) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.2306 5.133) (end 2.2016 5.2037) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.2016 5.2037) (end 2.1708 5.2707) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.1708 5.2707) (end 2.1364 5.3468) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.1364 5.3468) (end 2.1273 5.3993) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.1273 5.3993) (end 2.0965 5.4845) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0965 5.4845) (end 2.0856 5.5479) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0856 5.5479) (end 2.0838 5.6167) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0838 5.6167) (end 2.0856 5.6674) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0856 5.6674) (end 2.0856 5.7598) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0856 5.7598) (end 2.0838 5.7979) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0838 5.7979) (end 2.0911 5.9537) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0911 5.9537) (end 2.0965 6.0261) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0965 6.0261) (end 2.1038 6.0932) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.1038 6.0932) (end 2.1182 6.162) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.1182 6.162) (end 2.1364 6.2037) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.1364 6.2037) (end 2.1618 6.258) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.1618 6.258) (end 2.1944 6.2961) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.1944 6.2961) (end 2.2324 6.325) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.2324 6.325) (end 2.2868 6.3631) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.2868 6.3631) (end 2.3248 6.3939) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.3248 6.3939) (end 2.3719 6.4428) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.3719 6.4428) (end 2.4063 6.4736) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.4063 6.4736) (end 2.4462 6.4971) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.4462 6.4971) (end 2.4914 6.5171) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.4914 6.5171) (end 2.5639 6.5406) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.5639 6.5406) (end 2.6581 6.5533) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.6581 6.5533) (end 2.7668 6.5533) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.7668 6.5533) (end 2.8592 6.5424) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.8592 6.5424) (end 2.9298 6.5225) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.9298 6.5225) (end 2.986 6.4935) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.986 6.4935) (end 3.0386 6.4609) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.0386 6.4609) (end 3.0766 6.4211) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.0766 6.4211) (end 3.1201 6.3595) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.1201 6.3595) (end 3.1454 6.3015) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.1454 6.3015) (end 3.1599 6.2381) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.1599 6.2381) (end 3.1636 6.124) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.1636 6.124) (end 3.1472 6.0569) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.1472 6.0569) (end 3.1346 5.9808) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.1346 5.9808) (end 3.0947 5.8921) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.0947 5.8921) (end 3.0313 5.8486) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.0313 5.8486) (end 2.9697 5.8069) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.9697 5.8069) (end 2.8972 5.7707) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.8972 5.7707) (end 2.7868 5.7326) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.7868 5.7326) (end 2.7614 5.7272) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.7614 5.7272) (end 2.6889 5.7164) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.6889 5.7164) (end 2.602 5.7109) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.602 5.7109) (end 2.5694 5.7127) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.5694 5.7127) (end 2.4697 5.7182) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.4697 5.7182) (end 2.4118 5.7236) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.4118 5.7236) (end 2.3048 5.7453) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.3048 5.7453) (end 2.2161 5.7816) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.406 4.5966) (end -4.4446 4.6181) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.4446 4.6181) (end -4.3926 4.6762) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.3926 4.6762) (end -4.4201 4.7222) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.4201 4.7222) (end -4.5364 4.7895) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.5364 4.7895) (end -4.665 4.9242) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.665 4.9242) (end -4.7722 5.111) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.7722 5.111) (end -4.8763 5.3254) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.8763 5.3254) (end -4.9345 5.506) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.9345 5.506) (end -4.9743 5.6805) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.9743 5.6805) (end -5.0018 5.855) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.0018 5.855) (end -5.0386 6.0051) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.0386 6.0051) (end -5.0539 6.1551) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.0539 6.1551) (end -5.057 6.2133) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole circle (at -7.5 0) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 5 -10) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at -5 -10) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at 7.5 0) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at 5 2.54) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 0 0) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at -5 2.5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 8 thru_hole circle (at 7.5 5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at 0 5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 7 thru_hole circle (at -7.5 5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/BRIDGE_RECTIFIER.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/BRIDGE_RECTIFIER.kicad_mod new file mode 100755 index 0000000..efcc463 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/BRIDGE_RECTIFIER.kicad_mod @@ -0,0 +1,12 @@ +(module BRIDGE_RECTIFIER (layer F.Cu) (tedit 5D6EBD38) + (fp_text reference REF** (at -3.81 3.81) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value BRIDGE_RECTIFIER (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 thru_hole circle (at 0 0) (size 2.3 2.3) (drill 1.5) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at -7.62 0) (size 2.3 2.3) (drill 1.5) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at -7.62 7.62) (size 2.3 2.3) (drill 1.5) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at 0 7.62) (size 2.3 2.3) (drill 1.5) (layers *.Cu *.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/C64_CARTPORT_SHIELD.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/C64_CARTPORT_SHIELD.kicad_mod new file mode 100644 index 0000000..85ca29a --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/C64_CARTPORT_SHIELD.kicad_mod @@ -0,0 +1,12 @@ +(module C64_CARTPORT_SHIELD (layer F.Cu) (tedit 6072DAD6) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value C64_CARTPORT_SHIELD (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 thru_hole circle (at 0 0) (size 4.2 4.2) (drill 2.2) (layers *.Cu B.Mask)) + (pad 1 thru_hole circle (at 78.75 0) (size 4.2 4.2) (drill 2.2) (layers *.Cu B.Mask)) + (pad 1 thru_hole rect (at 0.15 -24.51) (size 3.65 6.67) (drill oval 1.96 4.6) (layers *.Cu B.Mask)) + (pad 1 thru_hole rect (at 79.02 -24.51) (size 3.65 6.67) (drill oval 1.96 4.6) (layers *.Cu B.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/CAPACITOR_RADIAL_P12.70_L9.9_D3.6.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/CAPACITOR_RADIAL_P12.70_L9.9_D3.6.kicad_mod new file mode 100644 index 0000000..22d2630 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/CAPACITOR_RADIAL_P12.70_L9.9_D3.6.kicad_mod @@ -0,0 +1,21 @@ +(module CAPACITOR_RADIAL_P12.70_L9.9_D3.6 (layer F.Cu) (tedit 5FFA5AB3) + (fp_text reference REF** (at 6.35 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CAPACITOR_RADIAL_P12.70_L9.9_D3.6 (at 6.35 0) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 2.54 1.27) (end 2.54 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 1.27) (end 2.54 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 -1.27) (end 10.16 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 0) (end 11.43 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 0) (end 2.54 0) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 12.7 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Resistor_THT.3dshapes/R_Axial_DIN0411_L9.9mm_D3.6mm_P12.70mm_Horizontal.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/CAPACITOR_RADIAL_P13.97_L9.9_D3.6.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/CAPACITOR_RADIAL_P13.97_L9.9_D3.6.kicad_mod new file mode 100644 index 0000000..66450a6 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/CAPACITOR_RADIAL_P13.97_L9.9_D3.6.kicad_mod @@ -0,0 +1,21 @@ +(module CAPACITOR_RADIAL_P13.97_L9.9_D3.6 (layer F.Cu) (tedit 6066F387) + (fp_text reference REF** (at 6.985 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CAPACITOR_RADIAL_P13.97_L9.9_D3.6 (at 6.35 0) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.175 1.27) (end 3.175 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.795 1.27) (end 3.175 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.795 -1.27) (end 10.795 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.175 -1.27) (end 10.795 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.795 0) (end 12.065 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.905 0) (end 3.175 0) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 13.97 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Resistor_THT.3dshapes/R_Axial_DIN0411_L9.9mm_D3.6mm_P12.70mm_Horizontal.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/CAPACITOR_RADIAL_P15.24_L9.9_D3.6.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/CAPACITOR_RADIAL_P15.24_L9.9_D3.6.kicad_mod new file mode 100644 index 0000000..237d20a --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/CAPACITOR_RADIAL_P15.24_L9.9_D3.6.kicad_mod @@ -0,0 +1,21 @@ +(module CAPACITOR_RADIAL_P15.24_L9.9_D3.6 (layer F.Cu) (tedit 6066F2D9) + (fp_text reference REF** (at 7.62 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CAPACITOR_RADIAL_P15.24_L9.9_D3.6 (at 6.35 0) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 3.81 1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 11.43 1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 11.43 -1.27) (end 11.43 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 11.43 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 11.43 0) (end 12.7 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 0) (end 3.81 0) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 15.24 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Resistor_THT.3dshapes/R_Axial_DIN0411_L9.9mm_D3.6mm_P12.70mm_Horizontal.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/CAP_AXIAL_P10.16mm.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/CAP_AXIAL_P10.16mm.kicad_mod new file mode 100755 index 0000000..dc15bc4 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/CAP_AXIAL_P10.16mm.kicad_mod @@ -0,0 +1,16 @@ +(module CAP_AXIAL_P10.16mm (layer F.Cu) (tedit 5FFA61F7) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CAP_AXIAL_P10.16mm (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -0.254 1.016) (end -0.254 -1.016) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.334 1.016) (end -0.254 1.016) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.334 -1.016) (end 5.334 1.016) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.254 -1.016) (end 5.334 -1.016) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.334 0) (end 6.35 0) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 0) (end -0.254 0) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole circle (at -2.54 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 7.62 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/CAP_AXIAL_P12.7mm.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/CAP_AXIAL_P12.7mm.kicad_mod new file mode 100755 index 0000000..205b8a9 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/CAP_AXIAL_P12.7mm.kicad_mod @@ -0,0 +1,21 @@ +(module CAP_AXIAL_P12.7mm (layer F.Cu) (tedit 5FFA624C) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CAP_AXIAL_P12.7mm (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 2.54 -1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 -1.27) (end 10.16 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 0) (end 11.43 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 0) (end 2.54 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 1.27) (end 2.54 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 1.27) (end 2.54 1.27) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 12.7 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/C_Axial_L5.1mm_D3.1mm_P12.50mm_Horizontal.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/CAP_ELYT_RADIAL_P2.54mm.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/CAP_ELYT_RADIAL_P2.54mm.kicad_mod new file mode 100755 index 0000000..c5d0062 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/CAP_ELYT_RADIAL_P2.54mm.kicad_mod @@ -0,0 +1,21 @@ +(module CAP_ELYT_RADIAL_P2.54mm (layer F.Cu) (tedit 5FFAFB22) + (fp_text reference REF** (at 0 1.27) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CAP_ELYT_RADIAL_P2.54mm (at 0 1.27) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_circle (center 1.27 0) (end 3.81 0) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole rect (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 2.54 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model "C:/Program Files/KiCad/share/kicad/modules/Capacitor_THT.pretty/C_Axial_L12.0mm_D8.5mm_P20.00mm_Horizontal.kicad_mod" + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/C_Radial_D6.3mm_H11.0mm_P2.50mm.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/CAP_ELYT_RADIAL_P5.08mm.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/CAP_ELYT_RADIAL_P5.08mm.kicad_mod new file mode 100755 index 0000000..efb9542 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/CAP_ELYT_RADIAL_P5.08mm.kicad_mod @@ -0,0 +1,16 @@ +(module CAP_ELYT_RADIAL_P5.08mm (layer F.Cu) (tedit 5FFAF89E) + (fp_text reference REF** (at 0 1.27) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CAP_ELYT_RADIAL_P5.08mm (at 0 2.54) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_circle (center 2.54 0) (end 7.62 0) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole rect (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 5.08 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/CP_Radial_D12.5mm_P5.00mm.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/CAP_ELYT_RADIAL_P5.08mm_SMALL_RING.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/CAP_ELYT_RADIAL_P5.08mm_SMALL_RING.kicad_mod new file mode 100644 index 0000000..17cf814 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/CAP_ELYT_RADIAL_P5.08mm_SMALL_RING.kicad_mod @@ -0,0 +1,16 @@ +(module CAP_ELYT_RADIAL_P5.08mm_SMALL_RING (layer F.Cu) (tedit 606771DE) + (fp_text reference REF** (at 0 1.27) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CAP_ELYT_RADIAL_P5.08mm_SMALL_RING (at 0 1.27) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_circle (center 2.54 0) (end 5.715 0) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole rect (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 5.08 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/CP_Radial_D8.0mm_P5.00mm.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/CAP_P12mm.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/CAP_P12mm.kicad_mod new file mode 100755 index 0000000..6d35e84 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/CAP_P12mm.kicad_mod @@ -0,0 +1,21 @@ +(module CAP_P12mm (layer F.Cu) (tedit 5FFB0304) + (fp_text reference REF** (at 6.35 0) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CAP_P12mm (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 10.16 0) (end 11.43 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 1.27) (end 2.54 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 1.27) (end 2.54 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 -1.27) (end 10.16 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 0) (end 2.54 0) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 12.7 0) (size 2 2) (drill 1.1) (layers *.Cu *.Mask)) + (pad 1 thru_hole circle (at 0 0) (size 2 2) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/C_Disc_D9.0mm_W5.0mm_P10.00mm.step + (at (xyz 0 0 0)) + (scale (xyz 1.3 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/CAP_P5.08mm.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/CAP_P5.08mm.kicad_mod new file mode 100755 index 0000000..091047e --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/CAP_P5.08mm.kicad_mod @@ -0,0 +1,19 @@ +(module CAP_P5.08mm (layer F.Cu) (tedit 5FFAFD08) + (fp_text reference REF** (at 2.54 1.27) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CAP_P5.08mm (at 2.54 2.54) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -1.27 -1.27) (end 6.35 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.35 -1.27) (end 6.35 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.35 1.27) (end -1.27 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 1.27) (end -1.27 -1.27) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole circle (at 0 0) (size 2 2) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 5.08 0) (size 2 2) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/C_Disc_D7.5mm_W2.5mm_P5.00mm.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/CAP_POLY_100V_TH_P10.16mm.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/CAP_POLY_100V_TH_P10.16mm.kicad_mod new file mode 100755 index 0000000..f546e7e --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/CAP_POLY_100V_TH_P10.16mm.kicad_mod @@ -0,0 +1,15 @@ +(module CAP_POLY_100V_TH_P10.16mm (layer F.Cu) (tedit 5D6C2DED) + (fp_text reference REF** (at 5.08 0) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CAP_POLY_100V_TH_P10.16mm (at 8.89 2.54) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 10.16 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/C_Rect_L13.5mm_W4.0mm_P10.00mm_FKS3_FKP3_MKS4.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/CAP_POLY_100V_TH_P5.08_and_P12.07mm.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/CAP_POLY_100V_TH_P5.08_and_P12.07mm.kicad_mod new file mode 100644 index 0000000..acec592 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/CAP_POLY_100V_TH_P5.08_and_P12.07mm.kicad_mod @@ -0,0 +1,16 @@ +(module CAP_POLY_100V_TH_P5.08_and_P12.07mm (layer F.Cu) (tedit 6068C1B3) + (fp_text reference REF** (at 9.525 0) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CAP_POLY_100V_TH_P5.08_and_P12.07mm (at 8.89 2.54) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 12.7 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 5.08 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/C_Rect_L13.0mm_W4.0mm_P10.00mm_FKS3_FKP3_MKS4.wrl + (at (xyz 0 0 0)) + (scale (xyz 1.26 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/CHOKE.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/CHOKE.kicad_mod new file mode 100755 index 0000000..36e533b --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/CHOKE.kicad_mod @@ -0,0 +1,12 @@ +(module CHOKE (layer F.Cu) (tedit 5D6EC30B) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CHOKE (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 thru_hole circle (at 0 0) (size 2 2) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 0 -10.16) (size 2 2) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at 12.7 -10.16) (size 2 2) (drill 1.1) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at 12.7 0) (size 2 2) (drill 1.1) (layers *.Cu *.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/CRYSTAL.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/CRYSTAL.kicad_mod new file mode 100755 index 0000000..c1d940b --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/CRYSTAL.kicad_mod @@ -0,0 +1,16 @@ +(module CRYSTAL (layer F.Cu) (tedit 5D751C60) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value CRYSTAL (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 thru_hole circle (at 0 -2.54) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 0 2.54) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Crystal.3dshapes/Crystal_HC49-U_Horizontal_1EP_style1.step + (offset (xyz 0 -2.5 0.5)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 -90)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/DIP14.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/DIP14.kicad_mod new file mode 100755 index 0000000..327e951 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/DIP14.kicad_mod @@ -0,0 +1,33 @@ +(module DIP14 (layer F.Cu) (tedit 5FFB008F) + (fp_text reference REF** (at 5.08 10.16) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value DIP14 (at 0 10.16) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -8.89) (end -2.54 8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -8.89) (end 2.54 8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 8.89) (end 2.54 8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -8.89) (end -1.27 -8.89) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -8.89) (end 2.54 -8.89) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -8.89) (end -1.27 -8.89) (angle -180) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole rect (at -3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at -3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at -3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at -3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at -3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at -3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 7 thru_hole circle (at -3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 8 thru_hole circle (at 3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 9 thru_hole circle (at 3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 10 thru_hole circle (at 3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 11 thru_hole circle (at 3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 12 thru_hole circle (at 3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 13 thru_hole circle (at 3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 14 thru_hole circle (at 3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-14_W7.62mm.wrl + (offset (xyz -3.8 7.6 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/DIP16.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/DIP16.kicad_mod new file mode 100755 index 0000000..79330c9 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/DIP16.kicad_mod @@ -0,0 +1,35 @@ +(module DIP16 (layer F.Cu) (tedit 5FFB015C) + (fp_text reference REF** (at 0 0.5 90) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value DIP16 (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -10.16) (end -1.27 -10.16) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -10.16) (end 2.54 -10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -10.16) (end -1.27 -10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -10.16) (end 2.54 10.16) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -10.16) (end -2.54 10.16) (layer F.SilkS) (width 0.4)) + (pad 11 thru_hole circle (at 3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at -3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 14 thru_hole circle (at 3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 7 thru_hole circle (at -3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 10 thru_hole circle (at 3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 1 thru_hole rect (at -3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 12 thru_hole circle (at 3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 9 thru_hole circle (at 3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at -3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at -3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 13 thru_hole circle (at 3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at -3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at -3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 8 thru_hole circle (at -3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 15 thru_hole circle (at 3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 16 thru_hole circle (at 3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-16_W7.62mm.step + (offset (xyz -4 9 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/DIP18.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/DIP18.kicad_mod new file mode 100755 index 0000000..323faf2 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/DIP18.kicad_mod @@ -0,0 +1,37 @@ +(module DIP18 (layer F.Cu) (tedit 5FFB0290) + (fp_text reference REF** (at 0 -3.31) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value DIP18 (at 0 -4.31) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 11.43) (end 2.54 11.43) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -11.43) (end -1.27 -11.43) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -11.43) (end 2.54 -11.43) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -11.43) (end -1.27 -11.43) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -11.43) (end 2.54 11.43) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -11.43) (end -2.54 11.43) (layer F.SilkS) (width 0.4)) + (pad 18 thru_hole circle (at 3.81 -10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 17 thru_hole circle (at 3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 10 thru_hole circle (at 3.81 10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 1 thru_hole rect (at -3.81 -10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 7 thru_hole circle (at -3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at -3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at -3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 13 thru_hole circle (at 3.81 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 16 thru_hole circle (at 3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at -3.81 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 12 thru_hole circle (at 3.81 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at -3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 9 thru_hole circle (at -3.81 10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 14 thru_hole circle (at 3.81 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 15 thru_hole circle (at 3.81 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 11 thru_hole circle (at 3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 8 thru_hole circle (at -3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at -3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-18_W7.62mm.step + (offset (xyz -3.8 10.2 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/DIP20.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/DIP20.kicad_mod new file mode 100755 index 0000000..fd70a7a --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/DIP20.kicad_mod @@ -0,0 +1,39 @@ +(module DIP20 (layer F.Cu) (tedit 5FFB0272) + (fp_text reference REF** (at 0 -2.04) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value DIP20 (at 0 -3.04) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 12.7) (end 2.54 12.7) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -12.7) (end -1.27 -12.7) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 -12.7) (end 2.54 -12.7) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -12.7) (end -1.27 -12.7) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -12.7) (end 2.54 12.7) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.54 -12.7) (end -2.54 12.7) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at -3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 13 thru_hole circle (at 3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 8 thru_hole circle (at -3.81 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 11 thru_hole circle (at 3.81 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 15 thru_hole circle (at 3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 14 thru_hole circle (at 3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 9 thru_hole circle (at -3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at -3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 12 thru_hole circle (at 3.81 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at -3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 16 thru_hole circle (at 3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at -3.81 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at -3.81 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 7 thru_hole circle (at -3.81 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 1 thru_hole rect (at -3.81 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 10 thru_hole circle (at -3.81 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 17 thru_hole circle (at 3.81 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 18 thru_hole circle (at 3.81 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 19 thru_hole circle (at 3.81 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 20 thru_hole circle (at 3.81 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-20_W7.62mm.step + (offset (xyz -3.75 11.5 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/DIP24.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/DIP24.kicad_mod new file mode 100755 index 0000000..dc83a92 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/DIP24.kicad_mod @@ -0,0 +1,43 @@ +(module DIP24 (layer F.Cu) (tedit 5FFAFF3E) + (fp_text reference REF** (at 0 1.27) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value DIP24 (at 0 0) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -1.91 -15.24) (end -10.16 -15.24) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 15.24) (end 10.16 15.24) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -15.24) (end -1.91 -15.24) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 -15.24) (end 1.91 -15.24) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 -15.24) (end -10.16 15.24) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 15.24) (end 10.16 -15.24) (layer F.SilkS) (width 0.4)) + (pad 4 thru_hole circle (at -7.62 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 10 thru_hole circle (at -7.62 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 11 thru_hole circle (at -7.62 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 12 thru_hole circle (at -7.62 13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 19 thru_hole circle (at 7.62 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 23 thru_hole circle (at 7.62 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 20 thru_hole circle (at 7.62 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 16 thru_hole circle (at 7.62 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 8 thru_hole circle (at -7.62 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 7 thru_hole circle (at -7.62 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 1 thru_hole rect (at -7.62 -13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at -7.62 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at -7.62 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 18 thru_hole circle (at 7.62 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 17 thru_hole circle (at 7.62 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 24 thru_hole circle (at 7.62 -13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 15 thru_hole circle (at 7.62 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 13 thru_hole circle (at 7.62 13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 21 thru_hole circle (at 7.62 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 22 thru_hole circle (at 7.62 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 14 thru_hole circle (at 7.62 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at -7.62 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at -7.62 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 9 thru_hole circle (at -7.62 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-24_W15.24mm.step + (offset (xyz -7.5 14.5 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/DIP28.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/DIP28.kicad_mod new file mode 100755 index 0000000..c6423c9 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/DIP28.kicad_mod @@ -0,0 +1,42 @@ +(module DIP28 (layer F.Cu) (tedit 5FFAFFE7) + (fp_text reference REF** (at 0 -2.04) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value DIP28 (at 0 -3.81) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -1.91 -17.78) (end -10.16 -17.78) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 17.78) (end 10.16 17.78) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -17.78) (end -1.91 -17.78) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 -17.78) (end 1.91 -17.78) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 -17.78) (end -10.16 17.78) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 17.78) (end 10.16 -17.78) (layer F.SilkS) (width 0.4)) + (pad 16 thru_hole circle (at 7.62 13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 20 thru_hole circle (at 7.62 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 23 thru_hole circle (at 7.62 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 19 thru_hole circle (at 7.62 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 12 thru_hole circle (at -7.62 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 11 thru_hole circle (at -7.62 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 10 thru_hole circle (at -7.62 6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at -7.62 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 9 thru_hole circle (at -7.62 3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at -7.62 -13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at -7.62 -3.81) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 14 thru_hole circle (at -7.62 16.51) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 22 thru_hole circle (at 7.62 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 21 thru_hole circle (at 7.62 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 13 thru_hole circle (at -7.62 13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 15 thru_hole circle (at 7.62 16.51) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 24 thru_hole circle (at 7.62 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 17 thru_hole circle (at 7.62 11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 18 thru_hole circle (at 7.62 8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at -7.62 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at -7.62 -6.35) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 1 thru_hole rect (at -7.62 -16.51) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 7 thru_hole circle (at -7.62 -1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 8 thru_hole circle (at -7.62 1.27) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 25 thru_hole circle (at 7.62 -8.89) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 26 thru_hole circle (at 7.62 -11.43) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 27 thru_hole circle (at 7.62 -13.97) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 28 thru_hole circle (at 7.62 -16.51) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/DIP40.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/DIP40.kicad_mod new file mode 100755 index 0000000..f85a9ff --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/DIP40.kicad_mod @@ -0,0 +1,59 @@ +(module DIP40 (layer F.Cu) (tedit 5FFAFE69) + (fp_text reference REF** (at 0 7.62) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value DIP40 (at 0 4.58) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -10.16 -24.13) (end -10.16 26.67) (layer F.SilkS) (width 0.4)) + (fp_line (start -10.16 26.67) (end 10.16 26.67) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 26.67) (end 10.16 -24.13) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.91 -24.13) (end -10.16 -24.13) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 -24.13) (end -1.91 -24.13) (angle -180) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 -24.13) (end 1.91 -24.13) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole rect (at -7.62 -22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at -7.62 -20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at -7.62 -17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at -7.62 -15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at -7.62 -12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at -7.62 -10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 7 thru_hole circle (at -7.62 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 8 thru_hole circle (at -7.62 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 9 thru_hole circle (at -7.62 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 10 thru_hole circle (at -7.62 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 11 thru_hole circle (at -7.62 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 12 thru_hole circle (at -7.62 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 13 thru_hole circle (at -7.62 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 14 thru_hole circle (at -7.62 10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 15 thru_hole circle (at -7.62 12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 16 thru_hole circle (at -7.62 15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 17 thru_hole circle (at -7.62 17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 18 thru_hole circle (at -7.62 20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 19 thru_hole circle (at -7.62 22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 20 thru_hole circle (at -7.62 25.4) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 21 thru_hole circle (at 7.62 25.4) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 22 thru_hole circle (at 7.62 22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 23 thru_hole circle (at 7.62 20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 24 thru_hole circle (at 7.62 17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 25 thru_hole circle (at 7.62 15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 26 thru_hole circle (at 7.62 12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 27 thru_hole circle (at 7.62 10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 28 thru_hole circle (at 7.62 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 29 thru_hole circle (at 7.62 5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 30 thru_hole circle (at 7.62 2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 31 thru_hole circle (at 7.62 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 32 thru_hole circle (at 7.62 -2.54) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 33 thru_hole circle (at 7.62 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 34 thru_hole circle (at 7.62 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 35 thru_hole circle (at 7.62 -10.16) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 36 thru_hole circle (at 7.62 -12.7) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 37 thru_hole circle (at 7.62 -15.24) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 38 thru_hole circle (at 7.62 -17.78) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 39 thru_hole circle (at 7.62 -20.32) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 40 thru_hole circle (at 7.62 -22.86) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Package_DIP.3dshapes/DIP-40_W15.24mm.step + (offset (xyz -7.5 23 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/DIP4_DIP14_but_4_pins.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/DIP4_DIP14_but_4_pins.kicad_mod new file mode 100755 index 0000000..852d54d --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/DIP4_DIP14_but_4_pins.kicad_mod @@ -0,0 +1,12 @@ +(module DIP4_DIP14_but_4_pins (layer F.Cu) (tedit 5D908513) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value DIP4_DIP14_but_4_pins (at 0 3.81) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 2 thru_hole circle (at -3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 1 thru_hole rect (at -3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at 3.81 -7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at 3.81 7.62) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/EDGE_CON_12P_TAPE.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/EDGE_CON_12P_TAPE.kicad_mod new file mode 100755 index 0000000..7f570d6 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/EDGE_CON_12P_TAPE.kicad_mod @@ -0,0 +1,41 @@ +(module EDGE_CON_12P_TAPE (layer F.Cu) (tedit 5F5D1208) + (fp_text reference CN3 (at 10.285343 6.35) (layer F.SilkS) + (effects (font (size 1.8 1.8) (thickness 0.15))) + ) + (fp_text value CASSETTE_PORT_CON (at 9.944628 7.5801) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_poly (pts (xy -4.445 -6.35) (xy 24.13 -6.35) (xy 24.13 5.08) (xy -4.445 5.08)) (layer F.Mask) (width 0.1)) + (fp_poly (pts (xy -4.445 5.08) (xy 24.13 5.08) (xy 24.13 -6.35) (xy -4.445 -6.35)) (layer B.Mask) (width 0.1)) + (fp_line (start -3.5687 6.6392) (end -3.5687 -4.1558) (layer Dwgs.User) (width 0.1)) + (fp_line (start -3.5687 -4.1558) (end -2.6162 -5.1083) (layer Dwgs.User) (width 0.1)) + (fp_line (start -2.6162 -5.1083) (end 12.3063 -5.1083) (layer Dwgs.User) (width 0.1)) + (fp_line (start 12.3063 -5.1083) (end 13.2588 -4.1558) (layer Dwgs.User) (width 0.1)) + (fp_line (start 13.2588 -4.1558) (end 13.2588 5.0517) (layer Dwgs.User) (width 0.1)) + (fp_line (start 13.2588 5.0517) (end 14.5288 5.0517) (layer Dwgs.User) (width 0.1)) + (fp_line (start 14.5288 5.0517) (end 14.5288 -4.1558) (layer Dwgs.User) (width 0.1)) + (fp_line (start 14.5288 -4.1558) (end 15.4813 -5.1083) (layer Dwgs.User) (width 0.1)) + (fp_line (start 15.4813 -5.1083) (end 22.4663 -5.1083) (layer Dwgs.User) (width 0.1)) + (fp_line (start 22.4663 -5.1083) (end 23.4188 -4.1558) (layer Dwgs.User) (width 0.1)) + (fp_line (start 23.4188 -4.1558) (end 23.4188 6.6392) (layer Dwgs.User) (width 0.1)) + (fp_line (start -3.5687 6.6392) (end -3.8608 6.6392) (layer Dwgs.User) (width 0.1)) + (fp_line (start 23.4188 6.6392) (end 23.749 6.6392) (layer Dwgs.User) (width 0.1)) + (pad F,6 smd oval (at 0 0) (size 2.41 8.76) (layers B.Cu F.Mask)) + (pad E,5 smd oval (at 3.96 0) (size 2.41 8.76) (layers B.Cu F.Mask)) + (pad D,4 smd oval (at 7.92 0) (size 2.41 8.76) (layers B.Cu F.Mask)) + (pad C,3 smd oval (at 11.88 0) (size 2.41 8.76) (layers B.Cu F.Mask)) + (pad B,2 smd oval (at 15.84 0) (size 2.41 8.76) (layers B.Cu F.Mask)) + (pad A,1 smd oval (at 19.8 0) (size 2.41 8.76) (layers B.Cu B.Mask)) + (pad F,6 smd oval (at 0 0) (size 2.41 8.76) (layers F.Cu F.Mask) + (zone_connect 0)) + (pad E,5 smd oval (at 3.96 0) (size 2.41 8.76) (layers F.Cu F.Mask) + (zone_connect 0)) + (pad D,4 smd oval (at 7.92 0) (size 2.41 8.76) (layers F.Cu F.Mask) + (zone_connect 0)) + (pad C,3 smd oval (at 11.88 0) (size 2.41 8.76) (layers F.Cu F.Mask) + (zone_connect 0)) + (pad B,2 smd oval (at 15.84 0) (size 2.41 8.76) (layers F.Cu F.Mask) + (zone_connect 0)) + (pad A,1 smd oval (at 19.8 0) (size 2.41 8.76) (layers F.Cu F.Mask) + (zone_connect 0)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/EDGE_CON_24P.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/EDGE_CON_24P.kicad_mod new file mode 100644 index 0000000..54dab9a --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/EDGE_CON_24P.kicad_mod @@ -0,0 +1,67 @@ +(module EDGE_CON_24P (layer F.Cu) (tedit 60815020) + (fp_text reference REF** (at 13.97 5.715) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value EDGE_CON_24P (at 5.12 5.715) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_poly (pts (xy -4.445 -6.35) (xy 48.26 -6.35) (xy 48.26 5.08) (xy -4.445 5.08)) (layer F.Mask) (width 0.1)) + (fp_poly (pts (xy -4.445 5.08) (xy 48.26 5.08) (xy 48.26 -6.35) (xy -4.445 -6.35)) (layer B.Mask) (width 0.1)) + (fp_line (start 43.176 -5.065) (end 46.2875 -5.065) (layer Dwgs.User) (width 0.1)) + (fp_line (start 40.9535 -4.1125) (end 40.001 -5.065) (layer Dwgs.User) (width 0.1)) + (fp_line (start 42.2235 -4.1125) (end 43.176 -5.065) (layer Dwgs.User) (width 0.1)) + (fp_line (start 42.2235 5.095) (end 42.2235 -4.1125) (layer Dwgs.User) (width 0.1)) + (fp_line (start 40.9535 5.095) (end 42.2235 5.095) (layer Dwgs.User) (width 0.1)) + (fp_line (start 40.9535 -4.1125) (end 40.9535 5.095) (layer Dwgs.User) (width 0.1)) + (fp_line (start -3.56 6.68) (end -3.56 -4.1125) (layer Dwgs.User) (width 0.1)) + (fp_line (start -3.56 -4.1125) (end -2.6075 -5.065) (layer Dwgs.User) (width 0.1)) + (fp_line (start -2.6075 -5.065) (end 4.3775 -5.065) (layer Dwgs.User) (width 0.1)) + (fp_line (start 4.3775 -5.065) (end 5.33 -4.1125) (layer Dwgs.User) (width 0.1)) + (fp_line (start 5.33 -4.1125) (end 5.33 5.095) (layer Dwgs.User) (width 0.1)) + (fp_line (start 5.33 5.095) (end 6.6 5.095) (layer Dwgs.User) (width 0.1)) + (fp_line (start 6.6 5.095) (end 6.6 -4.1125) (layer Dwgs.User) (width 0.1)) + (fp_line (start 6.6 -4.1125) (end 7.5525 -5.065) (layer Dwgs.User) (width 0.1)) + (fp_line (start 7.5525 -5.065) (end 40.001 -5.065) (layer Dwgs.User) (width 0.1)) + (fp_line (start 46.2875 -5.065) (end 47.24 -4.1125) (layer Dwgs.User) (width 0.1)) + (fp_line (start 47.24 -4.1125) (end 47.24 6.6825) (layer Dwgs.User) (width 0.1)) + (fp_line (start -3.56 6.68) (end -3.8481 6.68) (layer Dwgs.User) (width 0.1)) + (fp_line (start 47.24 6.6825) (end 47.5488 6.6825) (layer Dwgs.User) (width 0.1)) + (fp_line (start -3.9243 -3.9751) (end 48.3489 -3.9751) (layer Dwgs.User) (width 0.12)) + (fp_line (start -0.0127 4.3942) (end 45.6565 4.3942) (layer Dwgs.User) (width 0.12)) + (pad 1 smd oval (at 43.56 0) (size 2.41 8.76) (layers F.Cu F.Mask) + (zone_connect 0)) + (pad 2 smd oval (at 39.6 0) (size 2.41 8.76) (layers F.Cu F.Mask) + (zone_connect 0)) + (pad 3 smd oval (at 35.64 0) (size 2.41 8.76) (layers F.Cu F.Mask) + (zone_connect 0)) + (pad 4 smd oval (at 31.68 0) (size 2.41 8.76) (layers F.Cu F.Mask) + (zone_connect 0)) + (pad 5 smd oval (at 27.72 0) (size 2.41 8.76) (layers F.Cu F.Mask) + (zone_connect 0)) + (pad 6 smd oval (at 23.76 0) (size 2.41 8.76) (layers F.Cu F.Mask) + (zone_connect 0)) + (pad 7 smd oval (at 19.8 0) (size 2.41 8.76) (layers F.Cu F.Mask) + (zone_connect 0)) + (pad 8 smd oval (at 15.84 0) (size 2.41 8.76) (layers F.Cu F.Mask) + (zone_connect 0)) + (pad 9 smd oval (at 11.88 0) (size 2.41 8.76) (layers F.Cu F.Mask) + (zone_connect 0)) + (pad 10 smd oval (at 7.92 0) (size 2.41 8.76) (layers F.Cu F.Mask) + (zone_connect 0)) + (pad 11 smd oval (at 3.96 0) (size 2.41 8.76) (layers F.Cu F.Mask) + (zone_connect 0)) + (pad 12 smd rect (at 0 0.1905) (size 2.41 8.3) (layers F.Cu F.Mask) + (zone_connect 0)) + (pad A smd oval (at 43.56 0) (size 2.41 8.76) (layers B.Cu B.Mask)) + (pad B smd oval (at 39.6 0) (size 2.41 8.76) (layers B.Cu F.Mask)) + (pad C smd oval (at 35.64 0) (size 2.41 8.76) (layers B.Cu F.Mask)) + (pad D smd oval (at 31.68 0) (size 2.41 8.76) (layers B.Cu F.Mask)) + (pad E smd oval (at 27.72 0) (size 2.41 8.76) (layers B.Cu F.Mask)) + (pad F smd oval (at 23.76 0) (size 2.41 8.76) (layers B.Cu F.Mask)) + (pad H smd oval (at 19.8 0) (size 2.41 8.76) (layers B.Cu F.Mask)) + (pad J smd oval (at 15.84 0) (size 2.41 8.76) (layers B.Cu F.Mask)) + (pad K smd oval (at 11.88 0) (size 2.41 8.76) (layers B.Cu F.Mask)) + (pad L smd oval (at 7.92 0) (size 2.41 8.76) (layers B.Cu F.Mask)) + (pad M smd oval (at 3.96 0) (size 2.41 8.76) (layers B.Cu F.Mask)) + (pad N smd oval (at 0 0) (size 2.41 8.76) (layers B.Cu F.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/EXPANSION_PORT.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/EXPANSION_PORT.kicad_mod new file mode 100755 index 0000000..575ccf6 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/EXPANSION_PORT.kicad_mod @@ -0,0 +1,68 @@ +(module EXPANSION_PORT (layer F.Cu) (tedit 5FFCE5CF) + (fp_text reference REF** (at 15.24 -2.54) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value EXPANSION_PORT (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.54 -7.62) (end 55.88 -7.62) (layer F.SilkS) (width 0.5)) + (fp_line (start -2.54 2.54) (end 55.88 2.54) (layer F.SilkS) (width 0.5)) + (fp_line (start -2.54 -7.62) (end -2.54 2.54) (layer F.SilkS) (width 0.5)) + (fp_line (start 55.88 -7.62) (end 55.88 2.54) (layer F.SilkS) (width 0.5)) + (fp_text user A (at -4.064 -5.08) (layer F.SilkS) + (effects (font (size 2 2.5) (thickness 0.5))) + ) + (fp_text user 1 (at -4.064 0) (layer F.SilkS) + (effects (font (size 2 2.5) (thickness 0.5))) + ) + (fp_text user 22 (at 58.928 0) (layer F.SilkS) + (effects (font (size 2 2.5) (thickness 0.5))) + ) + (fp_text user Z (at 57.912 -5.08) (layer F.SilkS) + (effects (font (size 2 2) (thickness 0.5))) + ) + (pad 2 thru_hole circle (at 2.54 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 1 thru_hole rect (at 0 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at 5.08 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at 7.62 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at 10.16 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at 12.7 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 7 thru_hole circle (at 15.24 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 8 thru_hole circle (at 17.78 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 9 thru_hole circle (at 20.32 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 10 thru_hole circle (at 22.86 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 11 thru_hole circle (at 25.4 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 12 thru_hole circle (at 27.94 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 13 thru_hole circle (at 30.48 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 14 thru_hole circle (at 33.02 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 15 thru_hole circle (at 35.56 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 16 thru_hole circle (at 38.1 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 17 thru_hole circle (at 40.64 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 18 thru_hole circle (at 43.18 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 19 thru_hole circle (at 45.72 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 20 thru_hole circle (at 48.26 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 21 thru_hole circle (at 50.8 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 22 thru_hole circle (at 53.34 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad A thru_hole circle (at 0 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad B thru_hole circle (at 2.54 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad C thru_hole circle (at 5.08 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad D thru_hole circle (at 7.62 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad E thru_hole circle (at 10.16 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad F thru_hole circle (at 12.7 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad H thru_hole circle (at 15.24 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad J thru_hole circle (at 17.78 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad K thru_hole circle (at 20.32 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad L thru_hole circle (at 22.86 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad M thru_hole circle (at 25.4 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad N thru_hole circle (at 27.94 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad P thru_hole circle (at 30.48 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad R thru_hole circle (at 33.02 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad S thru_hole circle (at 35.56 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad T thru_hole circle (at 38.1 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad U thru_hole circle (at 40.64 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad V thru_hole circle (at 43.18 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad W thru_hole circle (at 45.72 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad X thru_hole circle (at 48.26 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad Y thru_hole circle (at 50.8 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad Z thru_hole circle (at 53.34 -5.08) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/FERRITE_BEAD_TH_P12.7mm.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/FERRITE_BEAD_TH_P12.7mm.kicad_mod new file mode 100755 index 0000000..52fbf3a --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/FERRITE_BEAD_TH_P12.7mm.kicad_mod @@ -0,0 +1,21 @@ +(module FERRITE_BEAD_TH_P12.7mm (layer F.Cu) (tedit 5FFA62EC) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value FERRITE_BEAD_TH_P12.7mm (at 0 -0.5) (layer F.Fab) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -3.81 -1.27) (end 3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 -1.27) (end 3.81 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.08 0) (end -3.81 0) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.81 1.27) (end -3.81 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.81 1.27) (end -3.81 1.27) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole circle (at -6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 6.35 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Resistor_THT.3dshapes/R_Axial_Power_L20.0mm_W6.4mm_P30.48mm.wrl + (offset (xyz -6.2 0 0)) + (scale (xyz 0.41 0.7 0.7)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/FUSE.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/FUSE.kicad_mod new file mode 100755 index 0000000..4fa1af7 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/FUSE.kicad_mod @@ -0,0 +1,12 @@ +(module FUSE (layer F.Cu) (tedit 5D6EC098) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value FUSE (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 thru_hole circle (at 0 0) (size 4 4) (drill 2.2) (layers *.Cu *.Mask)) + (pad 1 thru_hole circle (at 0 7.62) (size 4 4) (drill 2.2) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 0 27.94) (size 4 4) (drill 2.2) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 0 35.56) (size 4 4) (drill 2.2) (layers *.Cu *.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/INDUCTOR_P15.24mm.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/INDUCTOR_P15.24mm.kicad_mod new file mode 100755 index 0000000..6afb7e0 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/INDUCTOR_P15.24mm.kicad_mod @@ -0,0 +1,21 @@ +(module INDUCTOR_P15.24mm (layer F.Cu) (tedit 5FFCE784) + (fp_text reference REF** (at 7.62 0) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value INDUCTOR_P15.24mm (at 7.62 1.27) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 2.54 -1.27) (end 12.7 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 1.27) (end 12.7 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 0) (end 2.54 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -1.27) (end 2.54 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 12.7 -1.27) (end 12.7 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 12.7 0) (end 13.97 0) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 15.24 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Inductor_THT.3dshapes/L_Axial_L12.0mm_D5.0mm_P15.24mm_Horizontal_Fastron_MISC.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/JOYPORT_DB9.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/JOYPORT_DB9.kicad_mod new file mode 100755 index 0000000..67fe18f --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/JOYPORT_DB9.kicad_mod @@ -0,0 +1,164 @@ +(module JOYPORT_DB9 (layer F.Cu) (tedit 604DEBF3) + (fp_text reference REF** (at 0 2.84) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value Cut (at 1.938 5.3594 270) (layer Dwgs.User) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -1.5545 6.5024) (end -1.237 6.8199) (layer Dwgs.User) (width 0.15)) + (fp_line (start -1.745 5.6769) (end -0.6655 6.6929) (layer Dwgs.User) (width 0.15)) + (fp_line (start -1.618 4.7244) (end 0.4775 6.8199) (layer Dwgs.User) (width 0.15)) + (fp_line (start -1.4275 3.7084) (end 0.922 6.1214) (layer Dwgs.User) (width 0.15)) + (fp_line (start -0.5385 3.7084) (end 0.922 5.1689) (layer Dwgs.User) (width 0.15)) + (fp_line (start 0.3505 3.7084) (end 0.922 4.2799) (layer Dwgs.User) (width 0.15)) + (fp_line (start 1.2117 3.3661) (end 1.2117 7.1761) (layer Dwgs.User) (width 0.1)) + (fp_line (start 1.2117 7.1761) (end -1.9633 7.1761) (layer Dwgs.User) (width 0.1)) + (fp_line (start -1.9633 7.1761) (end -1.9633 3.3661) (layer Dwgs.User) (width 0.1)) + (fp_line (start -1.9633 3.3661) (end 1.2117 3.3661) (layer Dwgs.User) (width 0.1)) + (fp_line (start -8.6805 -3.4157) (end -8.3978 -3.7739) (layer F.SilkS) (width 0.4)) + (fp_line (start -8.3978 -3.7739) (end -8.3982 -2.2121) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.6107 -4.0614) (end 7.8782 -4.0574) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.8782 -4.0574) (end 7.8583 -3.4364) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.8583 -3.4364) (end 8.0056 -3.5558) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.0056 -3.5558) (end 8.1568 -3.5598) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.1568 -3.5598) (end 8.3161 -3.5319) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.3161 -3.5319) (end 8.4474 -3.5001) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.4474 -3.5001) (end 8.547 -3.4364) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.547 -3.4364) (end 8.6027 -3.3608) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.6027 -3.3608) (end 8.6624 -3.2732) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.6624 -3.2732) (end 8.7102 -3.1816) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.7102 -3.1816) (end 8.7102 -3.0701) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.7102 -3.0701) (end 8.7261 -2.9467) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.7261 -2.9467) (end 8.7221 -2.8751) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.7221 -2.8751) (end 8.6823 -2.7795) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.6823 -2.7795) (end 8.6345 -2.7238) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.6345 -2.7238) (end 8.5828 -2.6601) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.5828 -2.6601) (end 8.5509 -2.6323) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.5509 -2.6323) (end 8.4713 -2.5765) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.4713 -2.5765) (end 8.3997 -2.5287) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.3997 -2.5287) (end 8.3519 -2.5049) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.3519 -2.5049) (end 8.2683 -2.481) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.2683 -2.481) (end 8.1887 -2.473) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.1887 -2.473) (end 8.1249 -2.4691) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.1249 -2.4691) (end 8.0653 -2.485) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.0653 -2.485) (end 7.9896 -2.5208) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.9896 -2.5208) (end 7.9299 -2.5407) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.9299 -2.5407) (end 7.8702 -2.5765) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.8702 -2.5765) (end 7.8304 -2.6124) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.8304 -2.6124) (end 7.7986 -2.6402) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.7986 -2.6402) (end 7.7747 -2.6721) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.7747 -2.6721) (end 7.7388 -2.7079) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.7388 -2.7079) (end 7.7309 -2.7119) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.6923 -0.5218) (end -6.7648 -0.5816) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.7648 -0.5816) (end -6.8173 -0.6359) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.8173 -0.6359) (end -6.8861 -0.6812) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.8861 -0.6812) (end -6.9423 -0.712) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.9423 -0.712) (end -7.0111 -0.7301) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.0111 -0.7301) (end -7.1071 -0.7319) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.1071 -0.7319) (end -7.1995 -0.7319) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.1995 -0.7319) (end -7.2847 -0.7211) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.2847 -0.7211) (end -7.4205 -0.6739) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.4205 -0.6739) (end -7.5075 -0.6523) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.5075 -0.6523) (end -7.5727 -0.5906) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.5727 -0.5906) (end -7.6017 -0.52) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.6017 -0.52) (end -7.6325 -0.4529) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.6325 -0.4529) (end -7.6669 -0.3769) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.6669 -0.3769) (end -7.6759 -0.3243) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.6759 -0.3243) (end -7.7067 -0.2392) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.7067 -0.2392) (end -7.7177 -0.1758) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.7177 -0.1758) (end -7.7195 -0.1069) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.7195 -0.1069) (end -7.7177 -0.0562) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.7177 -0.0562) (end -7.7177 0.0362) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.7177 0.0362) (end -7.7195 0.0742) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.7195 0.0742) (end -7.7122 0.23) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.7122 0.23) (end -7.7067 0.3025) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.7067 0.3025) (end -7.6995 0.3695) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.6995 0.3695) (end -7.6851 0.4383) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.6851 0.4383) (end -7.6669 0.4801) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.6669 0.4801) (end -7.6415 0.5345) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.6415 0.5345) (end -7.6089 0.5725) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.6089 0.5725) (end -7.5709 0.6015) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.5709 0.6015) (end -7.5166 0.6395) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.5166 0.6395) (end -7.4785 0.6703) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.4785 0.6703) (end -7.4314 0.7191) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.4314 0.7191) (end -7.397 0.7499) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.397 0.7499) (end -7.3571 0.7735) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.3571 0.7735) (end -7.3119 0.7935) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.3119 0.7935) (end -7.2394 0.8171) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.2394 0.8171) (end -7.1452 0.8297) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.1452 0.8297) (end -7.0365 0.8297) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.0365 0.8297) (end -6.9441 0.8189) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.9441 0.8189) (end -6.8735 0.7989) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.8735 0.7989) (end -6.8173 0.7699) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.8173 0.7699) (end -6.7647 0.7373) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.7647 0.7373) (end -6.7267 0.6975) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.7267 0.6975) (end -6.6832 0.6359) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.6832 0.6359) (end -6.6578 0.5779) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.6578 0.5779) (end -6.6433 0.5145) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.6433 0.5145) (end -6.6397 0.4003) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.6397 0.4003) (end -6.6561 0.3333) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.6561 0.3333) (end -6.6687 0.2572) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.6687 0.2572) (end -6.7086 0.1685) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.7086 0.1685) (end -6.772 0.1249) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.772 0.1249) (end -6.8336 0.0833) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.8336 0.0833) (end -6.906 0.0471) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.906 0.0471) (end -7.0165 0.009) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.0165 0.009) (end -7.0419 0.0036) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.0419 0.0036) (end -7.1144 -0.0073) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.1144 -0.0073) (end -7.2013 -0.0127) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.2013 -0.0127) (end -7.234 -0.0109) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.234 -0.0109) (end -7.3336 -0.0055) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.3336 -0.0055) (end -7.3915 -0.0001) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.3915 -0.0001) (end -7.4984 0.0217) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.4984 0.0217) (end -7.5872 0.0579) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.2776 0.0306) (end 7.1008 0.1417) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.1008 0.1417) (end 6.9266 0.1922) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.9266 0.1922) (end 6.6665 0.1947) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.6665 0.1947) (end 6.5276 0.172) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.5276 0.172) (end 6.3761 0.1139) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.3761 0.1139) (end 6.3003 -0.0047) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.3003 -0.0047) (end 6.2523 -0.1411) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.2523 -0.1411) (end 6.2624 -0.3078) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.2624 -0.3078) (end 6.3129 -0.4492) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.3129 -0.4492) (end 6.4039 -0.5452) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.4039 -0.5452) (end 6.5225 -0.6033) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.5225 -0.6033) (end 6.6665 -0.6386) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.6665 -0.6386) (end 6.7902 -0.6462) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.7902 -0.6462) (end 6.9139 -0.6361) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.9139 -0.6361) (end 7.02 -0.6083) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.02 -0.6083) (end 7.1135 -0.5527) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.1135 -0.5527) (end 7.2397 -0.4543) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.2397 -0.4543) (end 7.2776 -0.3457) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.2776 -0.3457) (end 7.3028 -0.1639) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.3028 -0.1639) (end 7.3129 -0.0527) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.3129 -0.0527) (end 7.3078 0.0634) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.3078 0.0634) (end 7.3104 0.2326) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.3104 0.2326) (end 7.3003 0.3538) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.3003 0.3538) (end 7.2902 0.4902) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.2902 0.4902) (end 7.2447 0.5937) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.2447 0.5937) (end 7.1665 0.6897) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.1665 0.6897) (end 7.0831 0.7781) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.0831 0.7781) (end 6.9922 0.869) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.9922 0.869) (end 6.9039 0.9119) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.9039 0.9119) (end 6.7877 0.9245) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.7877 0.9245) (end 6.669 0.9245) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.669 0.9245) (end 6.5276 0.9069) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.5276 0.9069) (end 6.4442 0.8665) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.4442 0.8665) (end 6.3635 0.8058) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.3635 0.8058) (end 6.2826 0.7503) (layer F.SilkS) (width 0.4)) + (fp_line (start 14.9225 12.4079) (end 14.9225 -4.7371) (layer F.SilkS) (width 0.4)) + (fp_line (start 14.9225 -4.7371) (end -14.9225 -4.7371) (layer F.SilkS) (width 0.4)) + (fp_line (start -14.9225 -4.7371) (end -14.9225 12.4079) (layer F.SilkS) (width 0.4)) + (fp_line (start 15.2273 13.7033) (end -15.1638 13.7033) (layer Dwgs.User) (width 0.1)) + (pad 1 thru_hole circle (at -5.54 -2.84) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at -2.77 -2.84) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at 0 -2.84) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at 2.77 -2.84) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at 5.54 -2.84) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at -4.155 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 7 thru_hole circle (at -1.385 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 8 thru_hole circle (at 1.385 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 9 thru_hole circle (at 4.155 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad "" np_thru_hole circle (at -12.5 7.5) (size 3.3 3.3) (drill 3.3) (layers *.Cu *.Mask)) + (pad "" np_thru_hole circle (at 12.5 7.5) (size 3.3 3.3) (drill 3.3) (layers *.Cu *.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/JUMPER_WIRE.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/JUMPER_WIRE.kicad_mod new file mode 100644 index 0000000..30d82c7 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/JUMPER_WIRE.kicad_mod @@ -0,0 +1,10 @@ +(module JUMPER_WIRE (layer F.Cu) (tedit 6068D51F) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value JUMPER_WIRE (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 thru_hole circle (at 0 -12.7) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/KEYBOARD_CON.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/KEYBOARD_CON.kicad_mod new file mode 100755 index 0000000..6f41150 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/KEYBOARD_CON.kicad_mod @@ -0,0 +1,42 @@ +(module KEYBOARD_CON (layer F.Cu) (tedit 5FFDEAD3) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value KEYBOARD_CON (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -1.905 -1.905) (end 50.165 -1.905) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.905 1.905) (end 50.165 1.905) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.905 -1.905) (end -1.905 1.905) (layer F.SilkS) (width 0.4)) + (fp_line (start 50.165 -1.905) (end 50.165 1.905) (layer F.SilkS) (width 0.4)) + (fp_text user 1 (at 0 -3.175) (layer F.SilkS) + (effects (font (size 2 2) (thickness 0.4))) + ) + (fp_text user 20 (at 48.26 -3.175) (layer F.SilkS) + (effects (font (size 2 2) (thickness 0.4))) + ) + (pad 1 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at 5.08 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at 7.62 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at 10.16 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at 12.7 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 7 thru_hole circle (at 15.24 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 8 thru_hole circle (at 17.78 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 9 thru_hole circle (at 20.32 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 10 thru_hole circle (at 22.86 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 11 thru_hole circle (at 25.4 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 12 thru_hole circle (at 27.94 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 13 thru_hole circle (at 30.48 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 14 thru_hole circle (at 33.02 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 15 thru_hole circle (at 35.56 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 16 thru_hole circle (at 38.1 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 17 thru_hole circle (at 40.64 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 18 thru_hole circle (at 43.18 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 19 thru_hole circle (at 45.72 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 20 thru_hole circle (at 48.26 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Connector_PinHeader_2.54mm.3dshapes/PinHeader_1x20_P2.54mm_Vertical.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 -90)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/LARGE_ELECTROLYTIC_33x18_P38.10mm_AXIAL_TH.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/LARGE_ELECTROLYTIC_33x18_P38.10mm_AXIAL_TH.kicad_mod new file mode 100755 index 0000000..18bde32 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/LARGE_ELECTROLYTIC_33x18_P38.10mm_AXIAL_TH.kicad_mod @@ -0,0 +1,35 @@ +(module LARGE_ELECTROLYTIC_33x18_P38.10mm_AXIAL_TH (layer F.Cu) (tedit 5FFAFC10) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value LARGE_ELECTROLYTIC_33x18_P38.10mm_AXIAL_TH (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -1.27 -1.27) (end 1.27 -1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start 8.89 1.27) (end 8.89 36.83) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 39.37) (end -1.27 39.37) (layer F.CrtYd) (width 0.12)) + (fp_line (start -8.89 36.83) (end -8.89 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 -1.27) (end 1.27 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 1.27) (end 8.89 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 -1.27) (end -1.27 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 1.27) (end -8.89 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start -8.89 36.83) (end -1.27 36.83) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 36.83) (end -1.27 39.37) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 39.37) (end 1.27 36.83) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 36.83) (end 8.89 36.83) (layer F.CrtYd) (width 0.12)) + (fp_line (start 0 1.27) (end 0 2.54) (layer F.SilkS) (width 0.4)) + (fp_line (start 0 2.54) (end -8.89 2.54) (layer F.SilkS) (width 0.4)) + (fp_line (start -8.89 2.54) (end -8.89 35.56) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.89 2.54) (end 8.89 35.56) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.89 2.54) (end 0 2.54) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.89 35.56) (end 0 35.56) (layer F.SilkS) (width 0.4)) + (fp_line (start 0 35.56) (end -8.89 35.56) (layer F.SilkS) (width 0.4)) + (fp_line (start 0 35.56) (end 0 36.83) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole rect (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 0 38.1) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/CP_Axial_L30.0mm_D15.0mm_P35.00mm_Horizontal.wrl + (offset (xyz 0 -38 0)) + (scale (xyz 1.087 1 1)) + (rotate (xyz 0 0 -90)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/LARGE_ELECTROLYTIC_AXIAL_TH.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/LARGE_ELECTROLYTIC_AXIAL_TH.kicad_mod new file mode 100644 index 0000000..e06ff6f --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/LARGE_ELECTROLYTIC_AXIAL_TH.kicad_mod @@ -0,0 +1,34 @@ +(module LARGE_ELECTROLYTIC_AXIAL_TH (layer F.Cu) (tedit 6065281D) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value LARGE_ELECTROLYTIC_AXIAL_TH (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -1.27 -1.27) (end 1.27 -1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start 8.89 1.27) (end 8.89 46.355) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 48.895) (end -1.27 48.895) (layer F.CrtYd) (width 0.12)) + (fp_line (start -8.89 46.355) (end -8.89 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 -1.27) (end 1.27 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 1.27) (end 8.89 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 -1.27) (end -1.27 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 1.27) (end -8.89 1.27) (layer F.CrtYd) (width 0.12)) + (fp_line (start -8.89 46.355) (end -1.27 46.355) (layer F.CrtYd) (width 0.12)) + (fp_line (start -1.27 46.355) (end -1.27 48.895) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 48.895) (end 1.27 46.355) (layer F.CrtYd) (width 0.12)) + (fp_line (start 1.27 46.355) (end 8.89 46.355) (layer F.CrtYd) (width 0.12)) + (fp_line (start 0 1.27) (end 0 2.159) (layer F.SilkS) (width 0.4)) + (fp_line (start 0 2.159) (end -8.509 2.159) (layer F.SilkS) (width 0.4)) + (fp_line (start -8.509 2.159) (end -8.509 45.466) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.509 2.159) (end 8.509 45.466) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.509 2.159) (end 0 2.159) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.509 45.466) (end -8.509 45.466) (layer F.SilkS) (width 0.4)) + (fp_line (start 0 45.466) (end 0 46.355) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole rect (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 0 47.62) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Capacitor_THT.3dshapes/CP_Axial_L30.0mm_D15.0mm_P35.00mm_Horizontal.wrl + (offset (xyz 0 -38 0)) + (scale (xyz 1.087 1 1)) + (rotate (xyz 0 0 -90)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/LED_CON.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/LED_CON.kicad_mod new file mode 100755 index 0000000..856534f --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/LED_CON.kicad_mod @@ -0,0 +1,16 @@ +(module LED_CON (layer F.Cu) (tedit 5D6EBAC0) + (fp_text reference REF** (at 0 3.04) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value LED_CON (at 0 2.04) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 thru_hole rect (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 0 2.54) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at 0 5.08) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Connector_PinHeader_2.54mm.3dshapes/PinHeader_1x03_P2.54mm_Vertical.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/MODULATOR_PORT_LONGBOARD.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/MODULATOR_PORT_LONGBOARD.kicad_mod new file mode 100644 index 0000000..c382e18 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/MODULATOR_PORT_LONGBOARD.kicad_mod @@ -0,0 +1,16 @@ +(module MODULATOR_PORT_LONGBOARD (layer F.Cu) (tedit 606F82DB) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value MODULATOR_PORT_LONGBOARD (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 thru_hole circle (at 7.62 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 5.08 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at 2.54 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at 0 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at -23.86 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at -26.4 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 7 thru_hole circle (at -28.94 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) + (pad 8 thru_hole circle (at -31.48 0) (size 1.6 1.6) (drill 1.1) (layers *.Cu *.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/POTMETER.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/POTMETER.kicad_mod new file mode 100755 index 0000000..e6ecec8 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/POTMETER.kicad_mod @@ -0,0 +1,16 @@ +(module POTMETER (layer F.Cu) (tedit 5D751F4A) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value POTMETER (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 thru_hole circle (at 2.54 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at -2.54 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at 0 -2.54) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Potentiometer_THT.3dshapes/Potentiometer_Bourns_3339P_Vertical.step + (offset (xyz -2.5 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 90)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/POWER_CON_D7_250407.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/POWER_CON_D7_250407.kicad_mod new file mode 100644 index 0000000..94bc1ad --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/POWER_CON_D7_250407.kicad_mod @@ -0,0 +1,136 @@ +(module POWER_CON_D7_250407 (layer F.Cu) (tedit 60610F34) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value POWER_CON_D7_250407 (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -8.0264 10.2743) (end -8.0264 -10.0457) (layer F.SilkS) (width 0.5)) + (fp_line (start -5.5643 -5.0482) (end -5.5719 -5.1265) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.5643 -4.9573) (end -5.5643 -5.0482) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.5744 -4.884) (end -5.5643 -4.9573) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.6098 -4.783) (end -5.5744 -4.884) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.6527 -4.6643) (end -5.6098 -4.783) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.7158 -4.581) (end -5.6527 -4.6643) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.8219 -4.4926) (end -5.7158 -4.581) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.9305 -4.4421) (end -5.8219 -4.4926) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.0946 -4.4042) (end -5.9305 -4.4421) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.2512 2.4746) (end -3.1199 2.3054) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.2866 2.7296) (end -3.2512 2.4746) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.2136 6.8135) (end 3.4852 6.8687) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.4852 6.8687) (end 3.563 6.968) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.3818 0.4031) (end 3.3814 -0.5749) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.2534 0.3982) (end 3.3818 0.4031) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.104 0.3811) (end 3.2534 0.3982) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.9717 0.3086) (end 3.104 0.3811) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.7882 0.1506) (end 2.9717 0.3086) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.6089 -0.1012) (end 2.7882 0.1506) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.3827 -0.4725) (end 2.6089 -0.1012) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.293 -0.5066) (end 2.3827 -0.4725) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.1992 -0.5237) (end 2.293 -0.5066) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.6376 7.0844) (end 3.618 7.196) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.2714 2.972) (end -3.2866 2.7296) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.2133 2.9872) (end -3.2714 2.972) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.5593 -1.6694) (end -3.3168 -1.6441) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.4229 -2.4825) (end -3.5593 -1.6694) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.3674 -2.5785) (end -4.4229 -2.4825) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.6856 6.9564) (end 2.771 7.3503) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.2916 2.3559) (end -2.2234 2.5427) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.385 2.2372) (end -2.2916 2.3559) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.574 6.8743) (end 2.6856 6.9564) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.1603 6.9761) (end 2.2752 6.8677) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0651 7.2288) (end 2.1603 6.9761) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0782 7.5177) (end 2.0651 7.2288) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.2194 7.7344) (end 2.0782 7.5177) (layer F.SilkS) (width 0.4)) + (fp_line (start -8.0264 -10.0457) (end 10.7061 -10.0457) (layer F.SilkS) (width 0.5)) + (fp_line (start 3.5523 7.6064) (end 3.3225 7.7968) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.5983 7.4357) (end 3.5523 7.6064) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.2007 5.1185) (end -7.1628 4.9847) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.1931 6.0301) (end -7.2007 5.1185) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.6212 7.3142) (end 3.5983 7.4357) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.618 7.196) (end 3.6212 7.3142) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.4295 6.8447) (end 2.574 6.8743) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.0138 -4.6366) (end -6.9532 -4.5583) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.0694 -4.7376) (end -7.0138 -4.6366) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.1098 -4.8765) (end -7.0694 -4.7376) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.771 7.3503) (end 2.874 6.916) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3977 5.5251) (end -6.1325 5.5806) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.6578 5.3912) (end -6.3977 5.5251) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.9154 5.621) (end -5.587 5.616) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.1325 5.5806) (end -5.9154 5.621) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.7891 2.9569) (end -3.2133 2.9872) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.8042 2.2675) (end -3.7891 2.9569) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.2562 -4.3967) (end -6.0946 -4.4042) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.4381 -4.4042) (end -6.2562 -4.3967) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.779 -4.4775) (end -6.4381 -4.4042) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.8648 -4.5153) (end -6.779 -4.4775) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.9532 -4.5583) (end -6.8648 -4.5153) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.7061 10.2743) (end -8.0264 10.2743) (layer F.SilkS) (width 0.5)) + (fp_line (start 2.2752 6.8677) (end 2.4295 6.8447) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.1174 -5.0078) (end -7.1098 -4.8765) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.1174 -5.1113) (end -7.1174 -5.0078) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.077 -5.2376) (end -7.1174 -5.1113) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.0138 -5.3689) (end -7.077 -5.2376) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.9078 -5.4547) (end -7.0138 -5.3689) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.3168 -1.6441) (end -3.3068 -2.7754) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3194 -5.3032) (end -6.3497 -5.2603) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.2689 -5.3512) (end -6.3194 -5.3032) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.1856 -5.4017) (end -6.2689 -5.3512) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.1249 -5.4295) (end -6.1856 -5.4017) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.0366 -5.4446) (end -6.1249 -5.4295) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.933 -5.4396) (end -6.0366 -5.4446) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.8244 -5.4244) (end -5.933 -5.4396) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.7512 -5.3815) (end -5.8244 -5.4244) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.6805 -5.3057) (end -5.7512 -5.3815) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.6047 -5.1972) (end -5.6805 -5.3057) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.5719 -5.1265) (end -5.6047 -5.1972) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0668 -0.5024) (end 2.1992 -0.5237) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.9858 -0.464) (end 2.0668 -0.5024) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.8876 -0.3487) (end 1.9858 -0.464) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.8321 -0.2335) (end 1.8876 -0.3487) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.8321 -0.0457) (end 1.8321 -0.2335) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.8449 0.1293) (end 1.8321 -0.0457) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.9217 0.283) (end 1.8449 0.1293) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0412 0.4025) (end 1.9217 0.283) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.165 0.5092) (end 2.0412 0.4025) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.8705 -7.5446) (end 3.3728 -7.5489) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0498 -7.3526) (end 1.8705 -7.5446) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3901 -4.6542) (end -6.4002 -4.5002) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.385 -4.8108) (end -6.3901 -4.6542) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3926 -4.8739) (end -6.385 -4.8108) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3901 -4.9522) (end -6.3926 -4.8739) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3926 -5.0709) (end -6.3901 -4.9522) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3901 -5.1467) (end -6.3926 -5.0709) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.38 -5.1896) (end -6.3901 -5.1467) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3724 -5.2148) (end -6.38 -5.1896) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3497 -5.2603) (end -6.3724 -5.2148) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.563 6.968) (end 3.6376 7.0844) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.2083 2.7145) (end -2.2562 2.8862) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.2234 2.5427) (end -2.2083 2.7145) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.7512 -2.5886) (end -4.3674 -2.5785) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.2562 2.8862) (end -2.4356 3.073) (layer F.SilkS) (width 0.4)) + (fp_text user POWER_CON_DIN7 (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.9204 2.116) (end -2.7411 2.0907) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.1199 2.3054) (end -2.9204 2.116) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.0008 6.8382) (end 3.2136 6.8135) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.5517 2.1412) (end -2.385 2.2372) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.7411 2.0907) (end -2.5517 2.1412) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.9128 5.2145) (end -6.6578 5.3912) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.1628 4.9847) (end -6.9128 5.2145) (layer F.SilkS) (width 0.4)) + (fp_text user REF** (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 2.874 6.916) (end 3.0008 6.8382) (layer F.SilkS) (width 0.4)) + (fp_line (start 12.7 -10.16) (end 12.7 10.16) (layer Dwgs.User) (width 0.12)) + (pad 3 thru_hole circle (at 0 7.5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 1 thru_hole circle (at 0 -7.5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 0 0) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at -2.5 -5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at -5 -7.5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 7 thru_hole circle (at -5 7.5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at -2.5 5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 1 thru_hole circle (at 7.46 -2.46) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 1 thru_hole circle (at 7.46 2.62) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/POWER_CON_DIN7.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/POWER_CON_DIN7.kicad_mod new file mode 100755 index 0000000..79b635e --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/POWER_CON_DIN7.kicad_mod @@ -0,0 +1,129 @@ +(module POWER_CON_DIN7 (layer F.Cu) (tedit 604D50B9) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value POWER_CON_DIN7 (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 10.7061 10.2743) (end -8.0264 10.2743) (layer F.SilkS) (width 0.5)) + (fp_line (start -8.0264 10.2743) (end -8.0264 -10.0457) (layer F.SilkS) (width 0.5)) + (fp_line (start -8.0264 -10.0457) (end 10.7061 -10.0457) (layer F.SilkS) (width 0.5)) + (fp_line (start 2.2194 7.7344) (end 2.0782 7.5177) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0782 7.5177) (end 2.0651 7.2288) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0651 7.2288) (end 2.1603 6.9761) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.1603 6.9761) (end 2.2752 6.8677) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.2752 6.8677) (end 2.4295 6.8447) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.4295 6.8447) (end 2.574 6.8743) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.574 6.8743) (end 2.6856 6.9564) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.6856 6.9564) (end 2.771 7.3503) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.771 7.3503) (end 2.874 6.916) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.874 6.916) (end 3.0008 6.8382) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.0008 6.8382) (end 3.2136 6.8135) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.2136 6.8135) (end 3.4852 6.8687) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.4852 6.8687) (end 3.563 6.968) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.563 6.968) (end 3.6376 7.0844) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.6376 7.0844) (end 3.618 7.196) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.618 7.196) (end 3.6212 7.3142) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.6212 7.3142) (end 3.5983 7.4357) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.5983 7.4357) (end 3.5523 7.6064) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.5523 7.6064) (end 3.3225 7.7968) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.1931 6.0301) (end -7.2007 5.1185) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.2007 5.1185) (end -7.1628 4.9847) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.1628 4.9847) (end -6.9128 5.2145) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.9128 5.2145) (end -6.6578 5.3912) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.6578 5.3912) (end -6.3977 5.5251) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3977 5.5251) (end -6.1325 5.5806) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.1325 5.5806) (end -5.9154 5.621) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.9154 5.621) (end -5.587 5.616) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.8042 2.2675) (end -3.7891 2.9569) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.7891 2.9569) (end -3.2133 2.9872) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.2133 2.9872) (end -3.2714 2.972) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.2714 2.972) (end -3.2866 2.7296) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.2866 2.7296) (end -3.2512 2.4746) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.2512 2.4746) (end -3.1199 2.3054) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.1199 2.3054) (end -2.9204 2.116) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.9204 2.116) (end -2.7411 2.0907) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.7411 2.0907) (end -2.5517 2.1412) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.5517 2.1412) (end -2.385 2.2372) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.385 2.2372) (end -2.2916 2.3559) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.2916 2.3559) (end -2.2234 2.5427) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.2234 2.5427) (end -2.2083 2.7145) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.2083 2.7145) (end -2.2562 2.8862) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.2562 2.8862) (end -2.4356 3.073) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.7512 -2.5886) (end -4.3674 -2.5785) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.3674 -2.5785) (end -4.4229 -2.4825) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.4229 -2.4825) (end -3.5593 -1.6694) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.5593 -1.6694) (end -3.3168 -1.6441) (layer F.SilkS) (width 0.4)) + (fp_line (start -3.3168 -1.6441) (end -3.3068 -2.7754) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.9078 -5.4547) (end -7.0138 -5.3689) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.0138 -5.3689) (end -7.077 -5.2376) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.077 -5.2376) (end -7.1174 -5.1113) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.1174 -5.1113) (end -7.1174 -5.0078) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.1174 -5.0078) (end -7.1098 -4.8765) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.1098 -4.8765) (end -7.0694 -4.7376) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.0694 -4.7376) (end -7.0138 -4.6366) (layer F.SilkS) (width 0.4)) + (fp_line (start -7.0138 -4.6366) (end -6.9532 -4.5583) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.9532 -4.5583) (end -6.8648 -4.5153) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.8648 -4.5153) (end -6.779 -4.4775) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.779 -4.4775) (end -6.4381 -4.4042) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.4381 -4.4042) (end -6.2562 -4.3967) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.2562 -4.3967) (end -6.0946 -4.4042) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.0946 -4.4042) (end -5.9305 -4.4421) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.9305 -4.4421) (end -5.8219 -4.4926) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.8219 -4.4926) (end -5.7158 -4.581) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.7158 -4.581) (end -5.6527 -4.6643) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.6527 -4.6643) (end -5.6098 -4.783) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.6098 -4.783) (end -5.5744 -4.884) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.5744 -4.884) (end -5.5643 -4.9573) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.5643 -4.9573) (end -5.5643 -5.0482) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.5643 -5.0482) (end -5.5719 -5.1265) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.5719 -5.1265) (end -5.6047 -5.1972) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.6047 -5.1972) (end -5.6805 -5.3057) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.6805 -5.3057) (end -5.7512 -5.3815) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.7512 -5.3815) (end -5.8244 -5.4244) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.8244 -5.4244) (end -5.933 -5.4396) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.933 -5.4396) (end -6.0366 -5.4446) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.0366 -5.4446) (end -6.1249 -5.4295) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.1249 -5.4295) (end -6.1856 -5.4017) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.1856 -5.4017) (end -6.2689 -5.3512) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.2689 -5.3512) (end -6.3194 -5.3032) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3194 -5.3032) (end -6.3497 -5.2603) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3497 -5.2603) (end -6.3724 -5.2148) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3724 -5.2148) (end -6.38 -5.1896) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.38 -5.1896) (end -6.3901 -5.1467) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3901 -5.1467) (end -6.3926 -5.0709) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3926 -5.0709) (end -6.3901 -4.9522) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3901 -4.9522) (end -6.3926 -4.8739) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3926 -4.8739) (end -6.385 -4.8108) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.385 -4.8108) (end -6.3901 -4.6542) (layer F.SilkS) (width 0.4)) + (fp_line (start -6.3901 -4.6542) (end -6.4002 -4.5002) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0498 -7.3526) (end 1.8705 -7.5446) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.8705 -7.5446) (end 3.3728 -7.5489) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.165 0.5092) (end 2.0412 0.4025) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0412 0.4025) (end 1.9217 0.283) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.9217 0.283) (end 1.8449 0.1293) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.8449 0.1293) (end 1.8321 -0.0457) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.8321 -0.0457) (end 1.8321 -0.2335) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.8321 -0.2335) (end 1.8876 -0.3487) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.8876 -0.3487) (end 1.9858 -0.464) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.9858 -0.464) (end 2.0668 -0.5024) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.0668 -0.5024) (end 2.1992 -0.5237) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.1992 -0.5237) (end 2.293 -0.5066) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.293 -0.5066) (end 2.3827 -0.4725) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.3827 -0.4725) (end 2.6089 -0.1012) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.6089 -0.1012) (end 2.7882 0.1506) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.7882 0.1506) (end 2.9717 0.3086) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.9717 0.3086) (end 3.104 0.3811) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.104 0.3811) (end 3.2534 0.3982) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.2534 0.3982) (end 3.3818 0.4031) (layer F.SilkS) (width 0.4)) + (fp_line (start 3.3818 0.4031) (end 3.3814 -0.5749) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole circle (at 0 -7.5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 0 0) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at 0 7.5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at -2.5 -5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at -2.5 5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at -5 -7.5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 7 thru_hole circle (at -5 7.5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 1 thru_hole circle (at 10 -5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 1 thru_hole circle (at 10 5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/POWER_SWITCH.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/POWER_SWITCH.kicad_mod new file mode 100755 index 0000000..627af6a --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/POWER_SWITCH.kicad_mod @@ -0,0 +1,20 @@ +(module POWER_SWITCH (layer F.Cu) (tedit 604DEF18) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value POWER_SWITCH (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 7.112 -6.096) (end 7.112 20.32) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.286 -6.096) (end -2.286 20.32) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.112 -6.096) (end -2.286 -6.096) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.5946 21.3487) (end -2.6289 21.3487) (layer Dwgs.User) (width 0.1)) + (pad 1 thru_hole rect (at 0 0) (size 3.1 3.1) (drill 2) (layers *.Cu *.Mask)) + (pad 2 thru_hole rect (at 0 3.81) (size 3.1 3.1) (drill 2) (layers *.Cu *.Mask)) + (pad 3 thru_hole rect (at 0 -3.81) (size 3.1 3.1) (drill 2) (layers *.Cu *.Mask)) + (pad 4 thru_hole rect (at 4.83 0) (size 3.1 3.1) (drill 2) (layers *.Cu *.Mask)) + (pad 5 thru_hole rect (at 4.83 3.81) (size 3.1 3.1) (drill 2) (layers *.Cu *.Mask)) + (pad 6 thru_hole rect (at 4.83 -3.81) (size 3.1 3.1) (drill 2) (layers *.Cu *.Mask)) + (pad pe thru_hole rect (at 0 16.6) (size 3.1 3.1) (drill 2) (layers *.Cu *.Mask)) + (pad pe thru_hole rect (at 4.83 16.6) (size 3.1 3.1) (drill 2) (layers *.Cu *.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/Q_NPN_ECB.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/Q_NPN_ECB.kicad_mod new file mode 100755 index 0000000..6d6f464 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/Q_NPN_ECB.kicad_mod @@ -0,0 +1,23 @@ +(module Q_NPN_ECB (layer F.Cu) (tedit 5FFDEC17) + (fp_text reference REF** (at 2.54 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value Q_NPN_ECB (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -1.27 -2.286) (end -1.778 -2.032) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.778 -2.032) (end -1.778 2.032) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.778 2.032) (end -1.27 2.286) (layer F.SilkS) (width 0.4)) + (fp_arc (start 0 0) (end 1.27 2.032) (angle -115.9892336) (layer F.SilkS) (width 0.4)) + (fp_text user E (at 0 -4.318) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (pad 1 thru_hole rect (at 0 -2.54) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at 0 2.54) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Package_TO_SOT_THT.3dshapes/TO-92_Inline_Wide.wrl + (offset (xyz 0 2.5 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 90)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/RECTIFIER_TH_P12.7mm.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/RECTIFIER_TH_P12.7mm.kicad_mod new file mode 100644 index 0000000..0f37e7c --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/RECTIFIER_TH_P12.7mm.kicad_mod @@ -0,0 +1,26 @@ +(module RECTIFIER_TH_P12.7mm (layer F.Cu) (tedit 606AE2AC) + (fp_text reference REF** (at 0 1.27) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value RECTIFIER_TH_P12.7mm (at 6.35 2.54) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 2.54 1.27) (end 2.54 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 1.27) (end 10.16 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 0) (end 1.27 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 11.43 0) (end 10.16 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 0) (end 5.461 -0.762) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 0) (end 5.461 0.762) (layer F.SilkS) (width 0.4)) + (fp_poly (pts (xy 7.493 0.889) (xy 5.715 0) (xy 7.493 -0.889)) (layer F.SilkS) (width 0.3)) + (fp_line (start 7.874 0) (end 7.366 0) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole rect (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 12.7 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Diode_THT.3dshapes/D_5W_P12.70mm_Horizontal.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/RESISTOR.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/RESISTOR.kicad_mod new file mode 100755 index 0000000..4b495d0 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/RESISTOR.kicad_mod @@ -0,0 +1,21 @@ +(module RESISTOR (layer F.Cu) (tedit 5FFA5AB3) + (fp_text reference REF** (at 6.35 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value RESISTOR (at 6.35 0) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 2.54 1.27) (end 2.54 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 1.27) (end 2.54 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 -1.27) (end 10.16 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 0) (end 11.43 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 1.27 0) (end 2.54 0) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole circle (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 12.7 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Resistor_THT.3dshapes/R_Axial_DIN0411_L9.9mm_D3.6mm_P12.70mm_Horizontal.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/RESISTOR_10.16mm.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/RESISTOR_10.16mm.kicad_mod new file mode 100755 index 0000000..f91069c --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/RESISTOR_10.16mm.kicad_mod @@ -0,0 +1,19 @@ +(module RESISTOR_10.16mm (layer F.Cu) (tedit 5FFB0392) + (fp_text reference REF** (at 2.54 0) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value RESISTOR_10.16mm (at 3.81 1.27) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -1.27 -1.27) (end 6.35 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.35 -1.27) (end 6.35 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 6.35 1.27) (end -1.27 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 1.27) (end -1.27 -1.27) (layer F.SilkS) (width 0.4)) + (pad 2 thru_hole circle (at 7.62 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 1 thru_hole circle (at -2.54 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Resistor_THT.3dshapes/R_Axial_DIN0207_L6.3mm_D2.5mm_P10.16mm_Horizontal.wrl + (offset (xyz -2.5 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/RP_ARRAY_7WAY.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/RP_ARRAY_7WAY.kicad_mod new file mode 100755 index 0000000..66d5934 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/RP_ARRAY_7WAY.kicad_mod @@ -0,0 +1,25 @@ +(module RP_ARRAY_7WAY (layer F.Cu) (tedit 5FFCE30F) + (fp_text reference REF** (at 10.16 1.27) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value RP_ARRAY_7WAY (at 8.89 -1.27) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -1.27 -1.27) (end 19.05 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 1.27) (end 19.05 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 -1.27) (end -1.27 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 19.05 -1.27) (end 19.05 1.27) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole rect (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 2.54 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at 5.08 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at 7.62 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at 10.16 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at 12.7 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 7 thru_hole circle (at 15.24 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 8 thru_hole circle (at 17.78 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Resistor_THT.3dshapes/R_Array_SIP8.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/RP_ARRAY_9WAY.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/RP_ARRAY_9WAY.kicad_mod new file mode 100755 index 0000000..369abee --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/RP_ARRAY_9WAY.kicad_mod @@ -0,0 +1,22 @@ +(module RP_ARRAY_9WAY (layer F.Cu) (tedit 5FFCE425) + (fp_text reference REF** (at 5.08 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value RP_ARRAY_9WAY (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -1.27 -1.27) (end 24.13 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 1.27) (end 24.13 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.27 -1.27) (end -1.27 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 24.13 -1.27) (end 24.13 1.27) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole rect (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 2.54 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at 5.08 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at 7.62 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at 10.16 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at 12.7 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 7 thru_hole circle (at 15.24 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 8 thru_hole circle (at 17.78 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 9 thru_hole circle (at 20.32 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 10 thru_hole circle (at 22.86 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/SERIAL_CON_DIN6.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/SERIAL_CON_DIN6.kicad_mod new file mode 100755 index 0000000..24eda67 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/SERIAL_CON_DIN6.kicad_mod @@ -0,0 +1,192 @@ +(module SERIAL_CON_DIN6 (layer F.Cu) (tedit 604D4D28) + (fp_text reference REF** (at 0 0.5) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value SERIAL_CON_DIN6 (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -10.3505 -12.576) (end -10.3505 7.744) (layer F.SilkS) (width 0.5)) + (fp_line (start -10.3505 7.744) (end 10.287 7.744) (layer F.SilkS) (width 0.5)) + (fp_line (start 10.287 7.744) (end 10.287 -12.576) (layer F.SilkS) (width 0.5)) + (fp_line (start 7.8958 -3.554) (end 7.1633 -3.55) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.1633 -3.55) (end 7.1434 -2.929) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.1434 -2.929) (end 7.2907 -3.0484) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.2907 -3.0484) (end 7.4419 -3.0524) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.4419 -3.0524) (end 7.6012 -3.0245) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.6012 -3.0245) (end 7.7325 -2.9927) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.7325 -2.9927) (end 7.8321 -2.929) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.8321 -2.929) (end 7.8878 -2.8534) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.8878 -2.8534) (end 7.9475 -2.7658) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.9475 -2.7658) (end 7.9953 -2.6742) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.9953 -2.6742) (end 7.9953 -2.5628) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.9953 -2.5628) (end 8.0112 -2.4393) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.0112 -2.4393) (end 8.0073 -2.3677) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.0073 -2.3677) (end 7.9675 -2.2722) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.9675 -2.2722) (end 7.9197 -2.2164) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.9197 -2.2164) (end 7.8679 -2.1527) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.8679 -2.1527) (end 7.8361 -2.1249) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.8361 -2.1249) (end 7.7565 -2.0691) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.7565 -2.0691) (end 7.6848 -2.0214) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.6848 -2.0214) (end 7.637 -1.9975) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.637 -1.9975) (end 7.5534 -1.9736) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.5534 -1.9736) (end 7.4738 -1.9656) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.4738 -1.9656) (end 7.4101 -1.9616) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.4101 -1.9616) (end 7.3504 -1.9776) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.3504 -1.9776) (end 7.2747 -2.0134) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.2747 -2.0134) (end 7.2151 -2.0333) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.2151 -2.0333) (end 7.1553 -2.0691) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.1553 -2.0691) (end 7.1155 -2.105) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.1155 -2.105) (end 7.0837 -2.1328) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.0837 -2.1328) (end 7.0598 -2.1647) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.0598 -2.1647) (end 7.0239 -2.2005) (layer F.SilkS) (width 0.4)) + (fp_line (start 7.0239 -2.2005) (end 7.016 -2.2045) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.3303 0.0133) (end 4.1668 0.0225) (layer F.SilkS) (width 0.4)) + (fp_line (start 4.1668 0.0225) (end 4.162 -0.1993) (layer F.SilkS) (width 0.4)) + (fp_line (start 4.162 -0.1993) (end 4.9102 -1.0981) (layer F.SilkS) (width 0.4)) + (fp_line (start 4.9102 -1.0981) (end 5.1006 -1.0983) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.1006 -1.0983) (end 5.0987 0.5498) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.1963 1.9412) (end -0.2687 1.8814) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.2687 1.8814) (end -0.3213 1.8271) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.3213 1.8271) (end -0.3901 1.7818) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.3901 1.7818) (end -0.4463 1.751) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.4463 1.751) (end -0.5151 1.7328) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.5151 1.7328) (end -0.6111 1.731) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.6111 1.731) (end -0.7035 1.731) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.7035 1.731) (end -0.7887 1.7419) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.7887 1.7419) (end -0.9245 1.789) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.9245 1.789) (end -1.0115 1.8107) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.0115 1.8107) (end -1.0767 1.8723) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.0767 1.8723) (end -1.1057 1.943) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.1057 1.943) (end -1.1365 2.01) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.1365 2.01) (end -1.1709 2.0861) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.1709 2.0861) (end -1.1799 2.1386) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.1799 2.1386) (end -1.2107 2.2238) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.2107 2.2238) (end -1.2217 2.2872) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.2217 2.2872) (end -1.2235 2.356) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.2235 2.356) (end -1.2217 2.4068) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.2217 2.4068) (end -1.2217 2.4991) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.2217 2.4991) (end -1.2235 2.5372) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.2235 2.5372) (end -1.2162 2.693) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.2162 2.693) (end -1.2107 2.7655) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.2107 2.7655) (end -1.2035 2.8325) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.2035 2.8325) (end -1.189 2.9013) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.189 2.9013) (end -1.1709 2.943) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.1709 2.943) (end -1.1455 2.9973) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.1455 2.9973) (end -1.1129 3.0354) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.1129 3.0354) (end -1.0749 3.0644) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.0749 3.0644) (end -1.0205 3.1024) (layer F.SilkS) (width 0.4)) + (fp_line (start -1.0205 3.1024) (end -0.9825 3.1332) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.9825 3.1332) (end -0.9354 3.1821) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.9354 3.1821) (end -0.901 3.2129) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.901 3.2129) (end -0.8611 3.2365) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.8611 3.2365) (end -0.8159 3.2564) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.8159 3.2564) (end -0.7434 3.2799) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.7434 3.2799) (end -0.6492 3.2926) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.6492 3.2926) (end -0.5405 3.2926) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.5405 3.2926) (end -0.4481 3.2818) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.4481 3.2818) (end -0.3775 3.2618) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.3775 3.2618) (end -0.3213 3.2328) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.3213 3.2328) (end -0.2687 3.2002) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.2687 3.2002) (end -0.2307 3.1604) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.2307 3.1604) (end -0.1872 3.0988) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.1872 3.0988) (end -0.1619 3.0408) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.1619 3.0408) (end -0.1473 2.9774) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.1473 2.9774) (end -0.1437 2.8633) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.1437 2.8633) (end -0.1601 2.7963) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.1601 2.7963) (end -0.1727 2.7202) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.1727 2.7202) (end -0.2126 2.6314) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.2126 2.6314) (end -0.276 2.5879) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.276 2.5879) (end -0.3376 2.5463) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.3376 2.5463) (end -0.4101 2.51) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.4101 2.51) (end -0.5205 2.472) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.5205 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(fp_line (start 0.4399 -2.9814) (end 0.3837 -2.947) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.3837 -2.947) (end 0.2823 -2.9234) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.2823 -2.9234) (end 0.1319 -2.9198) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.1319 -2.9198) (end 0.0685 -2.9216) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.0685 -2.9216) (end 0.3873 -2.86) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.3873 -2.86) (end 0.4887 -2.822) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.4887 -2.822) (end 0.5902 -2.6753) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.5902 -2.6753) (end 0.6192 -2.6082) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.6192 -2.6082) (end 0.6319 -2.5376) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.6319 -2.5376) (end 0.6391 -2.476) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.6391 -2.476) (end 0.6319 -2.4216) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.6319 -2.4216) (end 0.6029 -2.3564) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.6029 -2.3564) (end 0.5757 -2.3075) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.5757 -2.3075) (end 0.5449 -2.2495) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.5449 -2.2495) (end 0.5105 -2.2133) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.5105 -2.2133) (end 0.4543 -2.168) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.4543 -2.168) (end 0.4054 -2.1354) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.4054 -2.1354) (end 0.3583 -2.1082) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.3583 -2.1082) (end 0.2859 -2.0702) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.2859 -2.0702) (end 0.2551 -2.0503) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.2551 -2.0503) (end 0.2079 -2.0412) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.2079 -2.0412) (end 0.1609 -2.0394) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.1609 -2.0394) (end 0.1283 -2.0412) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.1283 -2.0412) (end 0.0594 -2.0484) (layer F.SilkS) (width 0.4)) + (fp_line (start 0.0594 -2.0484) (end -0.0076 -2.0593) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.0076 -2.0593) (end -0.0493 -2.0702) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.0493 -2.0702) (end -0.1109 -2.0974) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.1109 -2.0974) (end -0.1634 -2.13) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.1634 -2.13) (end -0.254 -2.2133) (layer F.SilkS) (width 0.4)) + (fp_line (start -0.254 -2.2133) (end -0.3717 -2.3021) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.8181 4.7454) (end -5.7687 4.6017) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.7687 4.6017) (end -5.6721 4.4886) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.6721 4.4886) (end -5.6014 4.4156) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.6014 4.4156) (end -5.5379 4.378) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.5379 4.378) (end -5.4225 4.3544) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.4225 4.3544) (end -5.3071 4.3497) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.3071 4.3497) (end -5.1917 4.3473) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.1917 4.3473) (end -5.088 4.3568) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.088 4.3568) (end -5.0056 4.3921) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.0056 4.3921) (end -4.9373 4.451) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.9373 4.451) (end -4.8807 4.5098) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.8807 4.5098) (end -4.8501 4.5734) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.8501 4.5734) (end -4.8478 4.6464) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.8478 4.6464) (end -4.8407 4.7406) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.8407 4.7406) (end -4.8784 4.8349) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.8784 4.8349) (end -4.9349 4.9102) (layer F.SilkS) (width 0.4)) + (fp_line (start -4.9349 4.9102) (end -5.0127 4.9879) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.0127 4.9879) (end -5.1681 5.1057) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.1681 5.1057) (end -5.2505 5.1646) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.2505 5.1646) (end -5.3471 5.2211) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.3471 5.2211) (end -5.4366 5.2941) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.4366 5.2941) (end -5.5072 5.3648) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.5072 5.3648) (end -5.5708 5.4472) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.5708 5.4472) (end -5.6886 5.6121) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.6886 5.6121) (end -5.7309 5.7205) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.7309 5.7205) (end -5.7192 5.8335) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.7192 5.8335) (end -5.6815 5.9347) (layer F.SilkS) (width 0.4)) + (fp_line (start -5.6815 5.9347) (end -4.7701 5.93) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole circle (at -7.5 0) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at -5 2.5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at 0 0) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 4 thru_hole circle (at 5 2.54) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 5 thru_hole circle (at 7.5 0) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 6 thru_hole circle (at 0 5) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at -5 -10) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 5 -10) (size 3 3) (drill 1.6) (layers *.Cu *.Mask)) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/TO-220-3_Horizontal_TabDown_250407.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/TO-220-3_Horizontal_TabDown_250407.kicad_mod new file mode 100644 index 0000000..778f7df --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/TO-220-3_Horizontal_TabDown_250407.kicad_mod @@ -0,0 +1,44 @@ +(module TO-220-3_Horizontal_TabDown_250407 (layer F.Cu) (tedit 607C1564) + (descr "TO-220-3, Horizontal, RM 2.54mm, see https://www.vishay.com/docs/66542/to-220-1.pdf") + (tags "TO-220-3 Horizontal RM 2.54mm") + (fp_text reference REF** (at 20.58 2.54 270) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value TO-220-3_Horizontal_TabDown_250407 (at 2.54 2) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_circle (center 16.66 2.54) (end 16.66 4.39) (layer F.Fab) (width 0.1)) + (fp_line (start 13.06 -2.46) (end 19.46 -2.46) (layer F.Fab) (width 0.1)) + (fp_line (start 19.46 -2.46) (end 19.46 7.54) (layer F.Fab) (width 0.1)) + (fp_line (start 19.46 7.54) (end 13.06 7.54) (layer F.Fab) (width 0.1)) + (fp_line (start 13.06 7.54) (end 13.06 -2.46) (layer F.Fab) (width 0.1)) + (fp_line (start 3.81 -2.46) (end 13.06 -2.46) (layer F.Fab) (width 0.1)) + (fp_line (start 13.06 -2.46) (end 13.06 7.54) (layer F.Fab) (width 0.1)) + (fp_line (start 13.06 7.54) (end 3.81 7.54) (layer F.Fab) (width 0.1)) + (fp_line (start 3.81 7.54) (end 3.81 -2.46) (layer F.Fab) (width 0.1)) + (fp_line (start 19.71 -2.71) (end -1.25 -2.71) (layer F.CrtYd) (width 0.05)) + (fp_line (start -1.25 -2.71) (end -1.25 7.79) (layer F.CrtYd) (width 0.05)) + (fp_line (start -1.25 7.79) (end 19.71 7.79) (layer F.CrtYd) (width 0.05)) + (fp_line (start 19.71 7.79) (end 19.71 -2.71) (layer F.CrtYd) (width 0.05)) + (fp_text user %R (at 20.58 2.54 270) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 4.1 -3.085) (end 4.1 8.255) (layer F.SilkS) (width 0.4)) + (fp_line (start 4.1 -3.085) (end 21.84 -3.085) (layer F.SilkS) (width 0.4)) + (fp_line (start 4.1 8.255) (end 21.84 8.255) (layer F.SilkS) (width 0.4)) + (fp_line (start 21.84 -3.085) (end 21.84 8.255) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.1 2.54) (end 4.1 2.54) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.1 0) (end 4.1 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.1 5.08) (end 4.1 5.08) (layer F.SilkS) (width 0.4)) + (fp_poly (pts (xy 22.733 8.6995) (xy 2.7305 8.6995) (xy 2.7305 -3.6195) (xy 22.6695 -3.6195)) (layer F.Cu) (width 0.1)) + (fp_poly (pts (xy 22.733 8.6995) (xy 2.7305 8.6995) (xy 2.7305 -3.6195) (xy 22.6695 -3.6195)) (layer F.Mask) (width 0.1)) + (pad 2 thru_hole oval (at 16.66 2.54 270) (size 3.6 3.6) (drill 3.5) (layers *.Cu *.Mask)) + (pad 1 thru_hole rect (at 0 0 270) (size 1.905 2) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole oval (at 0 2.54 270) (size 1.905 2) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole oval (at 0 5.08 270) (size 1.905 2) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Package_TO_SOT_THT.3dshapes/TO-220-3_Horizontal_TabDown.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 90)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/VOTLAGE_REGULATOR_TO220.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/VOTLAGE_REGULATOR_TO220.kicad_mod new file mode 100755 index 0000000..c64d8bd --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/VOTLAGE_REGULATOR_TO220.kicad_mod @@ -0,0 +1,21 @@ +(module VOTLAGE_REGULATOR_TO220 (layer F.Cu) (tedit 5FFB96F3) + (fp_text reference REF** (at 1.27 1.27 180) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value VOTLAGE_REGULATOR_TO220 (at 0 -0.5) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start -2.921 -3.175) (end -2.921 1.651) (layer F.SilkS) (width 0.4)) + (fp_line (start -2.921 1.651) (end 8.001 1.651) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.001 1.651) (end 8.001 -3.175) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.001 -3.175) (end -2.921 -3.175) (layer F.SilkS) (width 0.4)) + (fp_line (start 8.001 -2.032) (end -2.921 -2.032) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole rect (at 0 0 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 5.08 0 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole circle (at 2.54 0 90) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Package_TO_SOT_THT.3dshapes/TO-220-3_Vertical.step + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/VREG_TO-220-3_Horizontal_TabDown.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/VREG_TO-220-3_Horizontal_TabDown.kicad_mod new file mode 100644 index 0000000..bda1dcc --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/VREG_TO-220-3_Horizontal_TabDown.kicad_mod @@ -0,0 +1,47 @@ +(module VREG_TO-220-3_Horizontal_TabDown (layer F.Cu) (tedit 607C2037) + (descr "TO-220-3, Horizontal, RM 2.54mm, see https://www.vishay.com/docs/66542/to-220-1.pdf") + (tags "TO-220-3 Horizontal RM 2.54mm") + (fp_text reference REF** (at 2.54 -20.58) (layer F.SilkS) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value VREG_TO-220-3_Horizontal_TabDown (at 2.54 2) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_circle (center 2.54 -16.66) (end 4.39 -16.66) (layer F.Fab) (width 0.1)) + (fp_line (start -2.46 -13.06) (end -2.46 -19.46) (layer F.Fab) (width 0.1)) + (fp_line (start -2.46 -19.46) (end 7.54 -19.46) (layer F.Fab) (width 0.1)) + (fp_line (start 7.54 -19.46) (end 7.54 -13.06) (layer F.Fab) (width 0.1)) + (fp_line (start 7.54 -13.06) (end -2.46 -13.06) (layer F.Fab) (width 0.1)) + (fp_line (start -2.46 -3.81) (end -2.46 -13.06) (layer F.Fab) (width 0.1)) + (fp_line (start -2.46 -13.06) (end 7.54 -13.06) (layer F.Fab) (width 0.1)) + (fp_line (start 7.54 -13.06) (end 7.54 -3.81) (layer F.Fab) (width 0.1)) + (fp_line (start 7.54 -3.81) (end -2.46 -3.81) (layer F.Fab) (width 0.1)) + (fp_line (start 0 -3.81) (end 0 0) (layer F.Fab) (width 0.1)) + (fp_line (start 2.54 -3.81) (end 2.54 0) (layer F.Fab) (width 0.1)) + (fp_line (start 5.08 -3.81) (end 5.08 0) (layer F.Fab) (width 0.1)) + (fp_line (start -2.58 -3.69) (end 7.66 -3.69) (layer F.SilkS) (width 0.12)) + (fp_line (start -2.58 -19.58) (end 7.66 -19.58) (layer F.SilkS) (width 0.12)) + (fp_line (start -2.58 -19.58) (end -2.58 -3.69) (layer F.SilkS) (width 0.12)) + (fp_line (start 7.66 -19.58) (end 7.66 -3.69) (layer F.SilkS) (width 0.12)) + (fp_line (start 0 -3.69) (end 0 -1.15) (layer F.SilkS) (width 0.12)) + (fp_line (start 2.54 -3.69) (end 2.54 -1.15) (layer F.SilkS) (width 0.12)) + (fp_line (start 5.08 -3.69) (end 5.08 -1.15) (layer F.SilkS) (width 0.12)) + (fp_line (start -2.71 -19.71) (end -2.71 1.25) (layer F.CrtYd) (width 0.05)) + (fp_line (start -2.71 1.25) (end 7.79 1.25) (layer F.CrtYd) (width 0.05)) + (fp_line (start 7.79 1.25) (end 7.79 -19.71) (layer F.CrtYd) (width 0.05)) + (fp_line (start 7.79 -19.71) (end -2.71 -19.71) (layer F.CrtYd) (width 0.05)) + (fp_text user %R (at 2.54 -20.58) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_poly (pts (xy 7.747 -3.7465) (xy -2.667 -3.7465) (xy -2.667 -19.6215) (xy 7.747 -19.6215)) (layer F.Mask) (width 0.1)) + (pad 3 thru_hole oval (at 2.54 -16.66) (size 3.8 3.8) (drill 3.5) (layers *.Cu *.Mask)) + (pad 1 thru_hole rect (at 0 0) (size 1.905 2) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole oval (at 5.08 0.127) (size 1.905 2) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 thru_hole oval (at 2.54 0) (size 1.905 2) (drill 1.1) (layers *.Cu *.Mask)) + (pad 3 smd rect (at 2.54 -11.684) (size 10.4 16) (layers F.Cu F.Paste F.Mask)) + (model ${KISYS3DMOD}/Package_TO_SOT_THT.3dshapes/TO-220-3_Horizontal_TabDown.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/ZENER_12.7mm.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/ZENER_12.7mm.kicad_mod new file mode 100644 index 0000000..21a67cf --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/ZENER_12.7mm.kicad_mod @@ -0,0 +1,28 @@ +(module ZENER_12.7mm (layer F.Cu) (tedit 60665ACB) + (fp_text reference REF** (at 6.477 2.667) (layer F.SilkS) hide + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_text value ZENER_12.7mm (at 6.985 -2.413) (layer F.Fab) + (effects (font (size 1 1) (thickness 0.15))) + ) + (fp_line (start 2.54 1.27) (end 2.54 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 -1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 10.16 1.27) (end 10.16 -1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 1.27) (end 10.16 1.27) (layer F.SilkS) (width 0.4)) + (fp_line (start 2.54 0) (end 1.27 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 11.43 0) (end 10.16 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 0) (end 5.08 0) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 0) (end 5.461 -0.762) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 -0.762) (end 5.842 -0.762) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 0) (end 5.461 0.762) (layer F.SilkS) (width 0.4)) + (fp_line (start 5.461 0.762) (end 5.08 0.762) (layer F.SilkS) (width 0.4)) + (fp_poly (pts (xy 7.493 0.889) (xy 5.715 0) (xy 7.493 -0.889)) (layer F.SilkS) (width 0.3)) + (fp_line (start 7.874 0) (end 7.366 0) (layer F.SilkS) (width 0.4)) + (pad 1 thru_hole rect (at 0 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 12.7 0) (size 1.8 1.8) (drill 1.1) (layers *.Cu *.Mask)) + (model ${KISYS3DMOD}/Diode_THT.3dshapes/D_DO-35_SOD27_P12.70mm_Horizontal.wrl + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/KU-14194HB-RevB-KiCad.pretty/photofootprint.kicad_mod b/KU-14194HB-RevB-KiCad.pretty/photofootprint.kicad_mod new file mode 100644 index 0000000..ad56aa6 --- /dev/null +++ b/KU-14194HB-RevB-KiCad.pretty/photofootprint.kicad_mod @@ -0,0 +1,78348 @@ +(module LOGO (layer F.Cu) + (at 0 0) + (fp_text reference "G***" (at 0 0) (layer F.SilkS) hide + (effects (font (thickness 0.3))) + ) + (fp_text value "LOGO" (at 0.75 0) (layer F.SilkS) hide + (effects (font (thickness 0.3))) + ) + (fp_poly (pts (xy -117.519458 90.399282) (xy -117.461721 90.440143) (xy -117.460566 90.442887) (xy -117.460471 90.485582) (xy -117.514847 90.504955) (xy -117.606857 90.508667) (xy -117.723299 90.498732) (xy 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1 O I +X 2Y0 12 250 100 100 L 50 39 2 1 O I +X B2 13 -300 -100 100 R 50 39 2 1 I +X A2 14 -300 -200 100 R 50 39 2 1 I +X EN2 15 -300 100 100 R 50 39 2 1 I I +X 2Y3 9 250 -200 100 L 50 39 2 1 O I +ENDDRAW +ENDDEF +# +# 74LS193 +# +DEF 74LS193 U 0 40 Y Y 1 F N +F0 "U" 26 -14 59 H V C CNN +F1 "74LS193" 200 -100 59 H V C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +S -300 150 700 -200 0 1 12 N +X B 1 200 250 100 D 50 39 1 1 I +X C 10 100 250 100 D 50 39 1 1 I +X LOAD 11 500 250 100 D 50 28 1 1 I I +X CRY 12 400 250 100 D 50 31 1 1 I I +X ~ 13 -100 250 100 D 50 50 1 1 I +X CLR 14 450 -300 100 U 50 31 1 1 I I +X A 15 0 250 100 D 50 39 1 1 I +X VCC 16 600 250 100 D 50 31 1 1 I +X ~ 2 300 -300 100 U 50 39 1 1 I +X ~ 3 200 -300 100 U 50 50 1 1 I +X CNT_DN 4 -400 -100 100 R 50 35 1 1 I C +X CNT_UP 5 -400 50 100 R 50 35 1 1 I C +X Qc 6 800 -100 100 L 50 39 1 1 I +X ~ 7 800 50 100 L 50 28 1 1 I +X GND 8 550 -300 100 U 50 31 1 1 I +X D 9 300 250 100 D 50 39 1 1 I +ENDDRAW +ENDDEF +# +# 74LS257 +# +DEF 74LS257 U 0 40 Y Y 1 F N +F0 "U" 0 450 59 H V C CNN +F1 "74LS257" 3 187 59 V V C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +T 900 100 -300 39 0 0 0 1 Normal 0 C C +T 0 150 -200 39 0 0 0 "~SELA~" Normal 0 C C +S -250 650 250 -250 0 1 12 N +P 2 0 1 12 150 -250 150 -350 N +X ~SELA~ 1 150 -350 100 U 50 39 1 1 I NI +X B2 10 -350 50 100 R 50 50 1 1 I +X A2 11 -350 150 100 R 50 50 1 1 I +X Y3 12 350 -100 100 L 50 50 1 1 O +X B3 13 -350 -150 100 R 50 50 1 1 I +X A3 14 -350 -50 100 R 50 50 1 1 I +X ~OE~ 15 -50 750 100 D 50 39 1 1 I +X ~ 16 50 750 100 D 50 39 1 1 I +X A0 2 -350 550 100 R 50 50 1 1 I +X B0 3 -350 450 100 R 50 50 1 1 I +X Y0 4 350 500 100 L 50 50 1 1 O +X A1 5 -350 350 100 R 50 50 1 1 I +X B1 6 -350 250 100 R 50 50 1 1 I +X Y1 7 350 300 100 L 50 50 1 1 O +X ~ 8 -150 -350 100 U 50 39 1 1 W +X Y2 9 350 100 100 L 50 50 1 1 O +ENDDRAW +ENDDEF +# +# 74LS257_U13 +# +DEF 74LS257_U13 U 0 40 Y Y 1 F N +F0 "U" 0 250 39 H V C CNN +F1 "74LS257_U13" 0 -50 39 V V C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +T 900 100 -500 39 0 1 1 1 Normal 0 C C +T 0 150 -400 39 0 1 1 "~SELA~" Normal 0 C C +S -250 450 250 -450 1 1 12 N +P 2 1 1 12 150 -450 150 -550 N +X ~SELA~ 1 150 -550 100 U 50 39 1 1 I NI +X B2 10 -350 250 100 R 50 50 1 1 I +X A2 11 -350 350 100 R 50 50 1 1 I +X Y3 12 350 -300 100 L 50 50 1 1 O +X B3 13 -350 -350 100 R 50 50 1 1 I +X A3 14 -350 -250 100 R 50 50 1 1 I +X ~OE~ 15 -50 550 100 D 50 39 1 1 I +X ~ 16 150 550 100 D 50 39 1 1 I +X A0 2 -350 150 100 R 50 50 1 1 I +X B0 3 -350 50 100 R 50 50 1 1 I +X Y0 4 350 100 100 L 50 50 1 1 O +X A1 5 -350 -50 100 R 50 50 1 1 I +X B1 6 -350 -150 100 R 50 50 1 1 I +X Y1 7 350 -100 100 L 50 50 1 1 O +X ~ 8 -150 -550 100 U 50 39 1 1 W +X Y2 9 350 300 100 L 50 50 1 1 O +ENDDRAW +ENDDEF +# +# 74LS258 +# +DEF 74LS258 U 0 40 Y Y 1 F N +F0 "U" 0 150 63 H V C CNN +F1 "74LS258" 0 -150 63 V V C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +S -250 250 250 -650 0 1 12 N +X ~SELA~ 1 0 -750 100 U 50 50 1 1 I I +X B3 10 350 50 100 L 50 50 1 1 O +X A3 11 350 150 100 L 50 50 1 1 O +X ~Y2~ 12 -350 -150 100 R 50 50 1 1 I I +X B2 13 350 -150 100 L 50 50 1 1 O +X A2 14 350 -50 100 L 50 50 1 1 O +X ~OE~ 15 -350 150 100 R 50 50 1 1 I I +X ~ 16 150 350 100 D 50 50 1 1 W +X A0 2 350 -450 100 L 50 50 1 1 O +X B0 3 350 -550 100 L 50 50 1 1 O +X ~Y0~ 4 -350 -350 100 R 50 50 1 1 I I +X A1 5 350 -250 100 L 50 50 1 1 O +X B1 6 350 -350 100 L 50 50 1 1 O +X ~Y1~ 7 -350 -250 100 R 50 50 1 1 I I +X GND 8 -150 -750 100 U 50 50 1 1 W +X ~Y3~ 9 -350 -50 100 R 50 50 1 1 I I +ENDDRAW +ENDDEF +# +# 74LS373 +# +DEF 74LS373 U 0 40 Y Y 1 F N +F0 "U" 0 50 63 H V C CNN +F1 "74LS373" 0 -50 63 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +T 0 -359 -67 50 0 0 0 GND Normal 0 C C +T 0 365 -72 50 0 0 0 STB Normal 0 C C +T 0 -359 70 50 0 0 0 VCC Normal 0 C C +T 0 382 59 50 0 0 0 "~OE~" Normal 0 C C +S -450 250 450 -250 0 1 12 N +X ~ 1 550 150 100 L 50 50 1 1 I I +X ~ 10 -550 -150 100 R 50 50 1 1 W +X ~ 11 550 -150 100 L 50 50 1 1 I +X Q1 12 250 -350 100 U 50 50 1 1 B +X D1 13 250 350 100 D 50 50 1 1 I +X D3 14 50 350 100 D 50 50 1 1 I +X Q3 15 50 -350 100 U 50 50 1 1 B +X Q4 16 -50 -350 100 U 50 50 1 1 B +X D4 17 -50 350 100 D 50 50 1 1 I +X D5 18 -150 350 100 D 50 50 1 1 I +X Q5 19 -150 -350 100 U 50 50 1 1 B +X Q7 2 -350 -350 100 U 50 50 1 1 B +X ~ 20 -550 150 100 R 50 50 1 1 W +X D7 3 -350 350 100 D 50 50 1 1 I +X D6 4 -250 350 100 D 50 50 1 1 I +X Q6 5 -250 -350 100 U 50 50 1 1 B +X Q0 6 350 -350 100 U 50 50 1 1 B +X D0 7 350 350 100 D 50 50 1 1 I +X D2 8 150 350 100 D 50 50 1 1 I +X Q2 9 150 -350 100 U 50 50 1 1 B +ENDDRAW +ENDDEF +# +# 74LS629N +# +DEF 74LS629N U 0 40 Y Y 2 F N +F0 "U" -100 50 59 H V C CNN +F1 "74LS629N" -50 -50 59 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -400 150 400 -200 0 1 12 N +X FC 2 500 -50 100 L 50 39 1 1 I +X ~ 3 -500 -50 100 R 50 50 1 1 I +X CX1 4 -200 250 100 D 50 31 1 1 I +X CX2 5 200 250 100 D 50 31 1 1 I +X ~EN~ 6 -300 -300 100 U 50 39 1 1 I +X Y 7 0 -300 100 U 50 39 1 1 I +X FC 1 500 -50 100 L 50 39 2 1 I +X Y 10 200 -300 100 U 50 39 2 1 I +X ~EN~ 11 -300 -300 100 U 50 39 2 1 I +X ~ 12 -100 250 100 D 50 39 2 1 I +X ~ 13 -250 250 100 D 50 39 2 1 I +X RNG 14 -500 50 100 R 50 31 2 1 I +X ~ 15 200 250 100 D 50 31 2 1 I +X VCC 16 300 250 100 D 50 31 2 1 I +X GND 8 -100 -300 100 U 50 31 2 1 I +X ~ 9 0 -300 100 U 50 31 2 1 I +ENDDRAW +ENDDEF +# +# 74LS74 +# +DEF 74LS74 U 0 40 Y Y 2 F N +F0 "U" -120 45 59 H V L CNN +F1 "74LS74" -178 -36 59 H V L CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +T 0 -50 -200 39 0 1 0 "~CLR~" Normal 0 C C +T 0 -45 190 39 0 1 1 "~PRE~" Normal 0 C C +S -200 250 150 -250 0 1 12 N +X ~ 1 -50 -350 100 U 50 35 1 1 I I +X ~ 14 50 350 100 D 50 35 1 1 I +X D 2 -300 -150 100 R 50 47 1 1 I +X CK 3 -300 150 100 R 50 44 1 1 I C +X ~ 4 -50 350 100 D 50 35 1 1 I I +X Q 5 250 -150 100 L 50 47 1 1 I +X ~Q~ 6 250 150 100 L 50 47 1 1 I +X ~ 7 50 -350 100 U 50 35 1 1 I +X ~ 10 -50 350 100 D 50 49 2 1 I +X CK 11 -300 150 100 R 50 49 2 1 I C +X D 12 -300 -150 100 R 50 49 2 1 I +X ~ 13 50 350 100 D 50 49 2 1 I +X ~Q~ 8 250 -150 100 L 50 49 2 1 I I +X Q 9 250 150 100 L 50 49 2 1 I +ENDDRAW +ENDDEF +# +# 7805 +# +DEF 7805 VR 0 40 Y Y 1 F N +F0 "VR" -100 150 79 H V C CNN +F1 "7805" 0 0 79 H V C CNN +F2 "" 0 150 50 H I C CNN +F3 "" 0 150 50 H I C CNN +DRAW +S -200 100 200 -100 0 1 12 N +X ~ 1 300 0 100 L 50 50 1 1 W +X ~ 2 -300 0 100 R 50 50 1 1 w +X ~ 3 0 -200 100 U 50 50 1 1 W +ENDDRAW +ENDDEF +# +# 7812 +# +DEF 7812 VR 0 40 Y Y 1 F N +F0 "VR" -150 150 50 H V C CNN +F1 "7812" 0 0 79 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -200 100 200 -100 1 1 12 N +X ~ 1 300 0 100 L 50 50 1 1 W +X ~ 2 -300 0 100 R 50 50 1 1 w +X ~ 3 0 -200 100 U 50 50 1 1 W +ENDDRAW +ENDDEF +# +# AV_CONN +# +DEF AV_CONN CN 0 40 Y Y 1 F N +F0 "CN" 50 -100 118 H V C CNN +F1 "AV_CONN" 0 0 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S 0 650 100 -3450 0 1 12 N +X ~ 1 -100 450 100 R 50 50 1 1 O +X ~ 2 -100 -3350 100 R 50 50 1 1 O +X ~ 3 -100 -2150 100 R 50 50 1 1 O +X ~ 4 -100 550 100 R 50 50 1 1 O +X ~ 5 -100 -3150 100 R 50 50 1 1 O +X ~ 6 -100 350 100 R 50 50 1 1 O +X ~ 7 -100 0 100 R 50 50 1 1 O +X ~ 8 -100 -100 100 R 50 50 1 1 O +ENDDRAW +ENDDEF +# +# BRIDGE_RECTIFIER +# +DEF BRIDGE_RECTIFIER CR 0 40 Y Y 1 F N +F0 "CR" -350 150 50 H V C CNN +F1 "BRIDGE_RECTIFIER" 0 -900 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +A -25 75 29 1490 310 0 1 10 N -50 90 0 90 +A 25 105 29 -1490 -310 0 1 10 N 0 90 50 90 +A -25 -105 29 1490 310 1 1 10 N -50 -90 0 -90 +A 25 -75 29 -1490 -310 1 1 10 N 0 -90 50 -90 +C 0 0 127 0 1 10 N +P 2 0 1 10 -105 0 -35 0 N +P 2 0 1 10 -70 35 -70 -35 N +P 2 0 1 10 105 0 45 0 N +X ~ 1 -200 0 75 R 50 50 1 1 w +X ~ 2 0 -200 75 U 50 50 1 1 W +X ~ 3 200 0 75 L 50 50 1 1 w +X ~ 4 0 200 75 D 50 50 1 1 W +ENDDRAW +ENDDEF +# +# CASSETTE_PORT_CON +# +DEF CASSETTE_PORT_CON CN 0 40 Y Y 1 F N +F0 "CN" -150 -650 50 H V C CNN +F1 "CASSETTE_PORT_CON" -125 -700 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -200 300 -100 -600 1 1 12 N +X ~ A,1 -300 -550 100 R 40 50 1 1 I +X ~ B,2 -300 -450 100 R 40 50 1 1 I +X ~ C,3 -300 200 100 R 40 50 1 1 I +X ~ D,4 -300 -350 100 R 40 50 1 1 I +X ~ E,5 -300 -250 100 R 40 50 1 1 I +X ~ F,6 -300 -150 100 R 40 50 1 1 I +ENDDRAW +ENDDEF +# +# CHOKE +# +DEF CHOKE L 0 40 Y Y 1 F N +F0 "L" 100 100 50 H V C CNN +F1 "CHOKE" 0 -250 50 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +A 0 -75 25 -899 899 0 1 0 N 0 -100 0 -50 +A 0 -25 25 -899 899 0 1 0 N 0 -50 0 0 +A 0 25 25 -899 899 0 1 0 N 0 0 0 50 +A 0 75 25 -899 899 0 1 0 N 0 50 0 100 +A 400 -75 25 -899 899 1 1 0 N 400 -100 400 -50 +A 400 -25 25 -899 899 1 1 0 N 400 -50 400 0 +A 400 25 25 -899 899 1 1 0 N 400 0 400 50 +A 400 75 25 -899 899 1 1 0 N 400 50 400 100 +C 0 -140 10 0 1 0 N +C 0 140 10 0 1 0 N +C 400 -140 10 0 1 0 N +C 400 140 10 0 1 0 N +P 2 0 1 0 -80 -120 -80 -70 N +P 2 0 1 0 -80 -35 -80 15 N +P 2 0 1 0 -80 65 -80 115 N +P 2 0 1 0 -65 140 -35 140 N +P 2 0 1 0 -30 -140 -80 -140 N +P 2 0 1 0 0 -130 0 -100 N +P 2 0 1 0 0 130 0 100 N +P 2 0 1 0 50 140 100 140 N +P 2 0 1 0 85 -140 35 -140 N +P 2 0 1 0 150 140 200 140 N +P 2 0 1 0 250 140 300 140 N +P 2 0 1 0 355 -140 305 -140 N +P 2 0 1 0 440 140 475 140 N +P 2 0 1 0 480 -140 430 -140 N +P 2 0 1 0 485 -50 485 -100 N +P 2 0 1 0 485 50 485 0 N +P 2 0 1 0 485 135 485 85 N +P 2 1 1 0 400 -130 400 -100 N +P 2 1 1 0 400 130 400 100 N +X ~ 1 0 150 0 D 50 50 1 1 I N +X ~ 2 0 -150 0 D 50 50 1 1 I N +X ~ 3 400 -150 0 D 50 50 1 1 I N +X ~ 4 400 150 0 D 50 50 1 1 I N +ENDDRAW +ENDDEF +# +# CIA_U1 +# +DEF CIA_U1 U1 0 40 Y Y 1 F N +F0 "U1" 500 -450 79 H V C CNN +F1 "CIA_U1" 500 -1300 50 H I C CNN +F2 "" 500 -100 50 H I C CNN +F3 "" 500 -100 50 H I C CNN +DRAW +T 0 500 -900 59 0 0 0 (DC00- Normal 0 C C +T 0 500 -600 79 0 0 0 6526 Normal 0 C C +T 0 500 -700 79 0 0 0 CIA Normal 0 C C +T 0 500 -1000 59 0 0 0 DCFF) Normal 0 C C +S 100 100 900 -2000 0 1 12 N +X GND 1 650 -2100 100 U 50 50 1 1 W +X PB0 10 0 -1000 100 R 50 50 1 1 B +X PB1 11 0 -1100 100 R 50 50 1 1 B +X PB2 12 0 -1200 100 R 50 50 1 1 B +X PB3 13 0 -1300 100 R 50 50 1 1 B +X PB4 14 0 -1400 100 R 50 50 1 1 B +X PB5 15 0 -1500 100 R 50 50 1 1 B +X PB6 16 0 -1600 100 R 50 50 1 1 B +X PB7 17 0 -1700 100 R 50 50 1 1 B +X ~PC~ 18 0 -900 100 R 50 50 1 1 I +X TOD 19 500 -2100 100 U 50 50 1 1 I +X PA0 2 0 -100 100 R 50 50 1 1 B +X VCC 20 400 200 100 D 50 50 1 1 W +X ~IRQ~ 21 1000 -1400 100 L 50 50 1 1 C I +X R/~W~ 22 1000 -1700 100 L 50 50 1 1 I +X ~CS~ 23 1000 -1800 100 L 50 50 1 1 I I +X ~FLAG~ 24 0 0 100 R 50 50 1 1 I I +X PH2 25 1000 -1500 100 L 50 50 1 1 I +X D7 26 1000 0 100 L 50 50 1 1 B +X D6 27 1000 -100 100 L 50 50 1 1 B +X D5 28 1000 -200 100 L 50 50 1 1 B +X D4 29 1000 -300 100 L 50 50 1 1 B +X PA1 3 0 -200 100 R 50 50 1 1 B +X D3 30 1000 -400 100 L 50 50 1 1 B +X D2 31 1000 -500 100 L 50 50 1 1 B +X D1 32 1000 -600 100 L 50 50 1 1 B +X D0 33 1000 -700 100 L 50 50 1 1 B +X ~RES~ 34 1000 -1600 100 L 50 50 1 1 I I +X RS3 35 1000 -900 100 L 50 50 1 1 I +X RS2 36 1000 -1000 100 L 50 50 1 1 I +X RS1 37 1000 -1100 100 L 50 50 1 1 I +X RS0 38 1000 -1200 100 L 50 50 1 1 I +X SP 39 0 -1900 100 R 50 50 1 1 B +X PA2 4 0 -300 100 R 50 50 1 1 B +X CNT 40 0 -1800 100 R 50 50 1 1 I +X PA3 5 0 -400 100 R 50 50 1 1 B +X PA4 6 0 -500 100 R 50 50 1 1 B +X PA5 7 0 -600 100 R 50 50 1 1 B +X PA6 8 0 -700 100 R 50 50 1 1 B +X PA7 9 0 -800 100 R 50 50 1 1 B +ENDDRAW +ENDDEF +# +# CIA_U2 +# +DEF CIA_U2 U 0 40 Y Y 1 F N +F0 "U" 500 -650 79 H V C CNN +F1 "CIA_U2" 500 -1700 50 H I C CNN +F2 "" 500 -1150 50 H I C CNN +F3 "" 500 -1150 50 H I C CNN +DRAW +T 0 500 -800 79 0 1 1 6526 Normal 0 C C +T 0 500 -900 79 0 1 1 CIA Normal 0 C C +S 100 100 900 -2000 1 1 12 N +X GND 1 650 -2100 100 U 50 50 1 1 W +X PB0 10 0 -1100 100 R 50 50 1 1 B +X PB1 11 0 -1200 100 R 50 50 1 1 B +X PB2 12 0 -1300 100 R 50 50 1 1 B +X PB3 13 0 -1400 100 R 50 50 1 1 B +X PB4 14 0 -1500 100 R 50 50 1 1 B +X PB5 15 0 -1600 100 R 50 50 1 1 B +X PB6 16 0 -1700 100 R 50 50 1 1 B +X PB7 17 0 -1800 100 R 50 50 1 1 B +X ~PC~ 18 0 -900 100 R 50 50 1 1 I +X TOD 19 500 -2100 100 U 50 50 1 1 I +X PA0 2 1000 -1650 100 L 50 50 1 1 B +X VCC 20 650 200 100 D 50 50 1 1 W +X ~IRQ~ 21 0 0 100 R 50 50 1 1 C I +X R/~W~ 22 1000 -1550 100 L 50 50 1 1 I +X ~CS~ 23 1000 -1850 100 L 50 50 1 1 I I +X ~FLAG~ 24 0 -1900 100 R 50 50 1 1 I I +X PH2 25 1000 -1350 100 L 50 50 1 1 I +X D7 26 1000 0 100 L 50 50 1 1 B +X D6 27 1000 -100 100 L 50 50 1 1 B +X D5 28 1000 -200 100 L 50 50 1 1 B +X D4 29 1000 -300 100 L 50 50 1 1 B +X PA1 3 1000 -1750 100 L 50 50 1 1 B +X D3 30 1000 -400 100 L 50 50 1 1 B +X D2 31 1000 -500 100 L 50 50 1 1 B +X D1 32 1000 -600 100 L 50 50 1 1 B +X D0 33 1000 -700 100 L 50 50 1 1 B +X ~RES~ 34 1000 -1450 100 L 50 50 1 1 I I +X RS3 35 1000 -900 100 L 50 50 1 1 I +X RS2 36 1000 -1000 100 L 50 50 1 1 I +X RS1 37 1000 -1100 100 L 50 50 1 1 I +X RS0 38 1000 -1200 100 L 50 50 1 1 I +X SP 39 0 -800 100 R 50 50 1 1 B +X PA2 4 0 -1000 100 R 50 50 1 1 B +X CNT 40 0 -700 100 R 50 50 1 1 I +X PA3 5 0 -500 100 R 50 50 1 1 B +X PA4 6 0 -400 100 R 50 50 1 1 B +X PA5 7 0 -300 100 R 50 50 1 1 B +X PA6 8 0 -200 100 R 50 50 1 1 B +X PA7 9 0 -100 100 R 50 50 1 1 B +ENDDRAW +ENDDEF +# +# CONTROL_PORT +# +DEF CONTROL_PORT CN 0 40 Y Y 1 F N +F0 "CN" -350 0 118 V V C CNN +F1 "CONTROL_PORT" -150 0 39 V I C CNN +F2 "" 0 400 118 H I C CNN +F3 "" 0 400 118 H I C CNN +DRAW +S -200 500 -100 -500 0 1 12 N +X ~ 1 0 100 100 L 50 50 1 1 I +X ~ 2 0 0 100 L 50 50 1 1 I +X ~ 3 0 -100 100 L 50 50 1 1 I +X ~ 4 0 -200 100 L 50 50 1 1 I +X ~ 5 0 200 100 L 50 50 1 1 I +X ~ 6 0 -300 100 L 50 50 1 1 I +X ~ 7 0 400 100 L 50 50 1 1 I +X ~ 8 0 -400 100 L 50 50 1 1 I +X ~ 9 0 300 100 L 50 50 1 1 I +ENDDRAW +ENDDEF +# +# Crystal +# +DEF Crystal Y 0 40 Y Y 1 F N +F0 "Y" -300 50 50 H V C CNN +F1 "Crystal" 0 -150 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -50 20 50 -20 0 1 0 N +P 2 0 1 4 -75 -25 -75 25 N +P 2 0 1 4 -75 50 -75 100 N +P 2 0 1 4 -75 100 -50 100 N +P 2 0 1 4 -50 0 -75 0 N +P 2 0 1 0 -40 50 40 50 N +P 2 0 1 4 -25 100 25 100 N +P 2 0 1 0 0 -50 0 -100 N +P 2 0 1 0 0 50 0 100 N +P 2 0 1 4 25 -100 -25 -100 N +P 2 0 1 4 75 -15 75 -50 N +P 2 0 1 4 75 100 50 100 N +P 2 0 1 4 75 100 75 75 N +P 3 0 1 4 -75 -50 -75 -100 -50 -100 N +P 3 0 1 4 75 -75 75 -100 50 -100 N +P 2 1 1 0 -40 -50 40 -50 N +P 2 1 1 4 75 50 75 15 N +X ~ 1 0 100 0 U 50 39 1 1 I N +X ~ 2 0 -100 0 U 50 39 1 1 I N +X ~ 3 -50 0 0 U 50 39 1 1 I N +ENDDRAW +ENDDEF +# +# EXPANSION_PORT +# +DEF EXPANSION_PORT CN 0 40 Y Y 1 F N +F0 "CN" 350 -100 39 H V C CNN +F1 "EXPANSION_PORT" 0 -100 39 H V C CNN +F2 "" 0 -100 39 H I C CNN +F3 "" 0 -100 39 H I C CNN +DRAW +S -2200 100 8000 0 0 1 12 N +X ~ 1 3150 200 100 D 50 50 1 1 I +X ~ 10 6000 200 100 D 50 50 1 1 I +X ~ 11 3950 200 100 D 50 50 1 1 I +X ~ 12 -1150 200 100 D 50 50 1 1 I +X ~ 13 -750 200 100 D 50 50 1 1 I +X ~ 14 -450 200 100 D 50 50 1 1 I +X ~ 15 -350 200 100 D 50 50 1 1 I +X ~ 16 -250 200 100 D 50 50 1 1 I +X ~ 17 -150 200 100 D 50 50 1 1 I +X ~ 18 -50 200 100 D 50 50 1 1 I +X ~ 19 50 200 100 D 50 50 1 1 I +X ~ 2 3650 200 100 D 50 50 1 1 I +X ~ 20 150 200 100 D 50 50 1 1 I +X ~ 21 250 200 100 D 50 50 1 1 I +X ~ 22 3050 200 100 D 50 50 1 1 I +X ~ 3 3550 200 100 D 50 50 1 1 I +X ~ 4 -1250 200 100 D 50 50 1 1 I +X ~ 5 -1550 200 100 D 50 50 1 1 I +X ~ 6 7900 200 100 D 50 50 1 1 I +X ~ 7 6100 200 100 D 50 50 1 1 I +X ~ 8 2550 200 100 D 50 50 1 1 I +X ~ 9 2450 200 100 D 50 50 1 1 I +X ~ A 2950 200 100 D 50 50 1 1 I +X ~ B 3850 200 100 D 50 50 1 1 I +X ~ C -1450 200 100 D 50 50 1 1 I +X ~ D -2100 200 100 D 50 50 1 1 I +X ~ E -1350 200 100 D 50 50 1 1 I +X ~ F 450 200 100 D 50 50 1 1 I +X ~ H 550 200 100 D 50 50 1 1 I +X ~ J 650 200 100 D 50 50 1 1 I +X ~ K 750 200 100 D 50 50 1 1 I +X ~ L 850 200 100 D 50 50 1 1 I +X ~ M 950 200 100 D 50 50 1 1 I +X ~ N 1050 200 100 D 50 50 1 1 I +X ~ P 1150 200 100 D 50 50 1 1 I +X ~ R 1250 200 100 D 50 50 1 1 I +X ~ S 1350 200 100 D 50 50 1 1 I +X ~ T 1450 200 100 D 50 50 1 1 I +X ~ U 1550 200 100 D 50 50 1 1 I +X ~ V 1650 200 100 D 50 50 1 1 I +X ~ W 1750 200 100 D 50 50 1 1 I +X ~ X 1850 200 100 D 50 50 1 1 I +X ~ Y 1950 200 100 D 50 50 1 1 I +X ~ Z 2850 200 100 D 50 50 1 1 I +ENDDRAW +ENDDEF +# +# FERRITE_BEAD +# +DEF FERRITE_BEAD FB 0 40 Y Y 1 F N +F0 "FB" -50 0 50 H V C CNN +F1 "FERRITE_BEAD" 0 -50 50 H I C CNN +F2 "" 50 25 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -100 35 100 -30 0 1 0 N +P 2 0 1 0 -100 0 -200 0 N +P 2 0 1 0 100 0 200 0 N +X ~ 1 -200 0 0 R 50 50 1 1 I N +X ~ 2 200 0 0 L 50 50 1 1 I N +ENDDRAW +ENDDEF +# +# FERRITE_NARROW +# +DEF FERRITE_NARROW FB 0 40 Y Y 1 F N +F0 "FB" 0 100 50 H V C CNN +F1 "FERRITE_NARROW" -50 -100 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -75 25 75 -25 0 1 0 N +P 2 0 1 0 -100 0 -75 0 N +P 2 0 1 0 100 0 75 0 N +X ~ 1 -100 0 0 R 50 50 1 1 P N +X ~ 2 100 0 0 L 50 50 1 1 P N +ENDDRAW +ENDDEF +# +# GND_SMALL +# +DEF GND_SMALL U 0 40 Y Y 1 F P +F0 "U" 0 0 50 H I C CNN +F1 "GND_SMALL" 0 0 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +P 2 1 1 0 -25 -25 25 -25 N +P 2 1 1 0 -5 -50 5 -50 N +P 2 1 1 0 50 0 -50 0 N +X Earth 1 0 0 0 D 50 50 1 1 W N +ENDDRAW +ENDDEF +# +# JUMPER_WIRE +# +DEF JUMPER_WIRE E 0 40 Y Y 1 F N +F0 "E" 0 0 39 H I C CNN +F1 "JUMPER_WIRE" 0 -50 39 H I C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +C 0 0 15 0 1 0 N +C -150 0 15 1 1 0 N +T 0 -75 31 31 0 0 0 PAL Normal 0 C C +P 2 0 0 0 -135 0 -15 0 N +X ~ 1 -150 0 0 L 50 49 1 1 I N +X ~ 2 0 0 0 L 50 49 1 1 I N +ENDDRAW +ENDDEF +# +# JUMPER_WIRE_DASHED +# +DEF JUMPER_WIRE_DASHED E 0 40 Y Y 1 F N +F0 "E" 0 0 39 H I C CNN +F1 "JUMPER_WIRE_DASHED" 0 -50 39 H I C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +C 0 0 15 0 1 0 N +C -150 0 15 1 1 0 N +T 0 -75 30 31 0 0 0 NTSC Normal 0 C C +P 2 0 0 0 -120 0 -135 0 N +P 2 0 0 0 -70 0 -95 0 N +P 2 0 0 0 -15 0 -45 0 N +X ~ 1 -150 0 0 L 50 49 1 1 I N +X ~ 2 0 0 0 L 50 49 1 1 I N +ENDDRAW +ENDDEF +# +# KEYBOARD_20PIN_MALE +# +DEF KEYBOARD_20PIN_MALE CN 0 40 Y Y 1 F N +F0 "CN" -350 1050 118 V V C CIN +F1 "KEYBOARD_20PIN_MALE" -150 900 50 V I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +T 0 75 125 47 0 0 0 "2 (KEY)" Normal 0 C C +S -200 2100 -100 -100 0 0 12 N +X ~ 1 0 0 100 L 50 50 1 1 I +X ~ 10 0 900 100 L 50 50 1 1 I +X ~ 11 0 1000 100 L 50 50 1 1 I +X ~ 12 0 1100 100 L 50 50 1 1 I +X ~ 13 0 2000 100 L 50 50 1 1 I +X ~ 14 0 1400 100 L 50 50 1 1 I +X ~ 15 0 1500 100 L 50 50 1 1 I +X ~ 16 0 1600 100 L 50 50 1 1 I +X ~ 17 0 1700 100 L 50 50 1 1 I +X ~ 18 0 1800 100 L 50 50 1 1 I +X ~ 19 0 1900 100 L 50 50 1 1 I +X ~ 20 0 1300 100 L 50 50 1 1 I +X ~ 3 0 200 100 L 50 50 1 1 I +X ~ 4 0 300 100 L 50 50 1 1 I +X ~ 5 0 800 100 L 50 50 1 1 I +X ~ 6 0 500 100 L 50 50 1 1 I +X ~ 7 0 600 100 L 50 50 1 1 I +X ~ 8 0 700 100 L 50 50 1 1 I +X ~ 9 0 400 100 L 50 50 1 1 I +ENDDRAW +ENDDEF +# +# MC4044 +# +DEF MC4044 U 0 40 Y Y 4 F N +F0 "U" -70 6 39 H V C CNN +F1 "MC4044" 100 -100 28 H V C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +C 116 1 16 3 1 10 N +T 0 0 -50 31 0 1 1 DETECT Normal 0 C C +T 0 0 50 31 0 1 1 PHASE Normal 0 C C +T 0 0 50 31 0 2 1 CHARGE Normal 0 C C +T 0 0 -50 31 0 2 1 PUMP Normal 0 C C +T 0 0 -50 31 0 4 1 DETECT Normal 0 C C +T 0 0 50 31 0 4 1 PHASE Normal 0 C C +S -100 150 100 -150 1 1 12 N +S -100 150 100 -150 2 1 12 N +S -100 150 100 -150 4 1 12 N +P 5 3 1 10 -100 100 -100 0 -100 -100 100 0 -100 100 N +X ~ 1 -200 100 100 R 50 50 1 1 I +X ~ 13 200 100 100 L 50 50 1 1 I +X ~ 2 200 -100 100 L 50 50 1 1 I +X ~ 3 -200 -100 100 R 50 50 1 1 I +X ~ 10 200 -100 100 L 50 50 2 1 I +X ~ 11 -200 -100 100 R 50 50 2 1 I +X ~ 4 -200 100 100 R 50 50 2 1 I +X ~ 5 200 100 100 L 50 50 2 1 I +X ~ 14 0 150 100 D 30 50 3 1 W +X ~ 7 0 -150 100 U 30 50 3 1 W +X ~ 8 200 0 67 L 30 50 3 1 O +X ~ 9 -200 0 100 R 30 50 3 1 I +X ~ 12 200 100 100 L 50 50 4 1 I +X ~ 6 200 -100 100 L 50 50 4 1 I +ENDDRAW +ENDDEF +# +# MODULATOR +# +DEF MODULATOR U 0 40 Y Y 1 F N +F0 "U" 0 0 50 H I C CNN +F1 "MODULATOR" -100 0 50 H I C CNN +F2 "" 0 100 50 H I C CNN +F3 "" 0 100 50 H I C CNN +DRAW +T 0 100 -50 118 0 0 0 MODULATOR Normal 0 C C +T 0 -300 150 118 0 0 0 RF Normal 0 C C +S -750 500 1000 -500 0 1 12 N +X B+ 1 -650 600 100 D 50 50 1 1 I +X LUMA 2 -850 0 100 R 50 50 1 1 I +X COLOR 3 -850 -300 100 R 50 50 1 1 I +X COMP 5 1100 300 100 L 50 50 1 1 I +X LUMA_O 6 1100 0 100 L 50 50 1 1 I +X COLOR_O 7 1100 -300 100 L 50 50 1 1 I +ENDDRAW +ENDDEF +# +# MODULATOR_LONGBOARD +# +DEF MODULATOR_LONGBOARD M 0 40 Y Y 1 F N +F0 "M" 0 0 39 H I C CNN +F1 "MODULATOR_LONGBOARD" 0 0 39 H I C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +T 0 200 -100 79 0 0 0 MODULATOR Normal 0 C C +T 0 -50 50 79 0 0 0 RF- Normal 0 C C +S -450 200 850 -300 0 1 12 N +X 9V 1 -550 100 100 R 50 50 1 1 I +X LUM 2 -550 0 100 R 50 50 1 1 I +X CHR 3 -550 -100 100 R 50 50 1 1 I +X AUDIO 4 -550 -200 100 R 50 50 1 1 I +X COMP 5 950 100 100 L 50 50 1 1 I +X LUM 6 950 0 100 L 50 50 1 1 I +X CHR 7 950 -100 100 L 50 50 1 1 I +X PAL/I 8 950 -200 100 L 50 50 1 1 I +ENDDRAW +ENDDEF +# +# PLA_U17 +# +DEF PLA_U17 U 0 40 Y Y 1 F N +F0 "U" 0 -600 79 H V C CNN +F1 "PLA_U17" 50 -700 39 H V C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +S -300 800 250 -900 0 1 12 N +X FE 1 350 -100 100 L 50 50 1 1 I +X F7 10 350 0 100 L 50 50 1 1 O I +X F6 11 350 100 100 L 50 50 1 1 O I +X F5 12 350 200 100 L 50 50 1 1 O I +X F4 13 350 300 100 L 50 50 1 1 O I +X GND 14 350 -400 100 L 50 50 1 1 W +X F3 15 350 400 100 L 50 50 1 1 O I +X F2 16 350 500 100 L 50 50 1 1 O I +X F1 17 350 600 100 L 50 50 1 1 O I +X F0 18 350 700 100 L 50 50 1 1 O I +X ~OE~ 19 350 -300 100 L 50 50 1 1 I I +X I7 2 -400 0 100 R 50 50 1 1 I +X I15 20 -400 -800 100 R 50 50 1 1 I +X I14 21 -400 -700 100 R 50 50 1 1 I +X I13 22 -400 -600 100 R 50 50 1 1 I I +X I12 23 -400 -500 100 R 50 50 1 1 I I +X I11 24 -400 -400 100 R 50 50 1 1 I +X I10 25 -400 -300 100 R 50 50 1 1 I I +X I9 26 -400 -200 100 R 50 50 1 1 I +X I8 27 -400 -100 100 R 50 50 1 1 I +X VDD 28 350 -200 100 L 50 50 1 1 W +X I6 3 -400 100 100 R 50 50 1 1 I +X I5 4 -400 200 100 R 50 50 1 1 I +X I4 5 -400 300 100 R 50 50 1 1 I I +X I3 6 -400 400 100 R 50 50 1 1 I I +X I2 7 -400 500 100 R 50 50 1 1 I I +X I1 8 -400 600 100 R 50 50 1 1 I I +X I0 9 -400 700 100 R 50 50 1 1 I I +ENDDRAW +ENDDEF +# +# POWER_CON +# +DEF POWER_CON CN 0 40 Y Y 1 F N +F0 "CN" -150 100 50 H V C CNN +F1 "POWER_CON" 0 0 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -750 0 750 -100 0 1 12 N +X ~ 1 650 100 100 D 50 50 1 1 I +X ~ 2 550 100 100 D 50 50 1 1 I +X ~ 3 450 100 100 D 50 50 1 1 I +X ~ 4 350 100 100 D 50 50 1 1 I +X ~ 5 250 100 100 D 50 50 1 1 I +X ~ 6 -250 100 100 D 50 50 1 1 I +X ~ 7 -650 100 100 D 50 50 1 1 I +ENDDRAW +ENDDEF +# +# POWER_SWITCH +# +DEF POWER_SWITCH SW 0 40 Y Y 1 F N +F0 "SW" 230 49 50 H V C CNN +F1 "POWER_SWITCH" -50 -150 50 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +C 0 35 10 0 1 0 N +C 500 35 10 0 1 0 N +T 0 200 175 50 0 0 0 shield Normal 0 C C +P 2 0 1 0 -5 45 -90 215 N +P 2 0 1 0 0 100 50 100 N +P 2 0 1 0 100 100 150 100 N +P 2 0 1 0 200 100 250 100 N +P 2 0 1 0 300 100 350 100 N +P 2 0 1 0 400 100 450 100 N +P 2 0 1 0 495 45 410 215 N +P 2 0 1 0 500 0 500 25 N +P 2 0 1 25 500 200 500 200 N +P 2 0 1 0 500 250 500 200 N +P 3 0 1 0 0 0 0 25 0 20 N +P 2 1 1 25 -100 200 -100 200 N +P 2 1 1 0 -100 250 -100 200 N +P 2 1 1 25 0 200 0 200 N +P 2 1 1 0 0 250 0 200 N +P 2 1 1 25 400 200 400 200 N +P 2 1 1 0 400 250 400 200 N +X ~ 1 0 0 0 D 25 50 1 1 I +X ~ 2 0 250 0 D 25 50 1 1 I +X ~ 3 -100 250 0 D 25 50 1 1 I +X ~ 4 500 0 0 D 25 50 1 1 I +X ~ 5 500 250 0 D 25 50 1 1 I +X ~ 6 400 250 0 D 25 50 1 1 I +X pe pe 200 250 50 D 0 0 1 1 P +ENDDRAW +ENDDEF +# +# R_ARRAY_7WAY_US +# +DEF R_ARRAY_7WAY_US RP 0 40 Y Y 7 F N +F0 "RP" 150 150 50 H V C CNN +F1 "R_ARRAY_7WAY_US" 350 50 50 H I C CNN +F2 "" 0 10 50 H I C CNN +F3 "" 0 10 50 H I C CNN +DRAW +P 2 0 1 0 0 80 0 100 N +P 9 0 1 0 0 80 25 65 -25 40 25 15 -25 -10 25 -35 -25 -60 0 -75 0 -100 N +X ~ 1 0 100 12 D 39 39 0 1 P +X ~ 2 0 -100 12 U 39 39 1 1 P +X ~ 3 0 -100 12 U 39 39 2 1 P +X ~ 4 0 -100 12 U 39 39 3 1 P +X ~ 5 0 -100 12 U 39 39 4 1 P +X ~ 6 0 -100 12 U 39 39 5 1 P +X ~ 7 0 -100 12 U 39 39 6 1 P +X ~ 8 0 -100 12 U 39 39 7 1 P +ENDDRAW +ENDDEF +# +# R_ARRAY_9WAY_US +# +DEF R_ARRAY_9WAY_US RP 0 40 Y Y 9 F N +F0 "RP" 75 50 50 H V C CNN +F1 "R_ARRAY_9WAY_US" 375 125 50 H I C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +P 2 0 1 0 0 100 0 81 N +P 9 0 1 0 0 80 25 65 -25 40 25 15 -25 -10 25 -35 -25 -60 0 -75 0 -100 N +P 2 1 1 0 0 80 0 100 N +X ~ 1 0 100 15 D 39 39 0 1 P +X ~ 2 0 -100 12 U 39 39 1 1 P +X ~ 3 0 -100 12 U 39 39 2 1 P +X ~ 4 0 -100 12 U 39 39 3 1 P +X ~ 5 0 -100 12 U 39 39 4 1 P +X ~ 6 0 -100 12 U 39 39 5 1 P +X ~ 7 0 -100 12 U 39 39 6 1 P +X ~ 8 0 -100 12 U 39 39 7 1 P +X ~ 9 0 -100 12 U 39 39 8 1 P +X ~ 10 0 -100 12 U 39 39 9 1 P +ENDDRAW +ENDDEF +# +# R_ARRAY_US_4RES +# +DEF R_ARRAY_US_4RES RP 0 40 Y Y 4 F N +F0 "RP" 100 50 39 H V C CNN +F1 "R_ARRAY_US_4RES" 300 -50 39 H V C CNN +F2 "" 0 0 39 H I C CNN +F3 "" 0 0 39 H I C CNN +DRAW +P 2 0 1 0 0 80 0 100 N +P 9 0 1 0 0 80 25 65 -25 40 25 15 -25 -10 25 -35 -25 -60 0 -75 0 -100 N +X ~ 1 0 100 12 D 39 39 1 1 P +X ~ 2 0 -100 0 U 39 39 1 1 I +X ~ 3 0 100 12 D 39 39 2 1 P +X ~ 4 0 -100 0 U 39 39 2 1 P +X ~ 5 0 100 12 D 39 39 3 1 P +X ~ 6 0 -100 0 U 39 39 3 1 P +X ~ 7 0 100 12 D 39 39 4 1 P +X ~ 8 0 -100 0 U 39 39 4 1 P +ENDDRAW +ENDDEF +# +# R_POTMETER_US +# +DEF R_POTMETER_US R 0 40 Y Y 1 F N +F0 "R" 50 50 39 H V L CNN +F1 "R_POTMETER_US" 50 0 39 H V L CNN +F2 "" 0 -150 39 H I C CNN +F3 "" 0 -150 39 H I C CNN +DRAW +P 8 0 1 0 -10 0 -50 10 -50 -10 -10 0 -45 5 -45 -5 -25 0 -40 0 N +P 2 1 1 0 0 -100 0 -85 N +P 2 1 1 0 0 80 0 100 N +P 9 1 1 0 0 80 25 65 -25 40 25 15 -25 -10 25 -35 -25 -60 0 -75 0 -100 N +X ~ 1 0 100 0 D 39 39 1 1 P N +X ~ 2 0 -100 0 U 39 39 1 1 P N +X ~ 3 -50 0 0 R 50 50 1 1 I N +ENDDRAW +ENDDEF +# +# R_US_CUSTOM +# +DEF R_US_CUSTOM R 0 40 Y Y 1 F N +F0 "R" -100 50 50 H V C CNN +F1 "R_US_CUSTOM" 150 -300 50 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +P 2 0 1 0 0 -100 0 -85 N +P 2 1 1 0 0 80 0 100 N +P 9 1 1 0 0 80 25 65 -25 40 25 15 -25 -10 25 -35 -25 -60 0 -75 0 -100 N +X ~ 1 0 100 0 D 39 39 1 1 P N +X ~ 2 0 -100 0 U 39 39 1 1 P N +ENDDRAW +ENDDEF +# +# SERIAL_BUS_CON +# +DEF SERIAL_BUS_CON CN 0 40 Y Y 1 F N +F0 "CN" -350 50 118 V V C CNN +F1 "SERIAL_BUS_CON" 100 -950 118 H I C CNN +F2 "" -50 -600 118 H I C CNN +F3 "" -50 -600 118 H I C CNN +DRAW +S -200 400 -100 -300 0 1 12 N +X ~ 1 0 200 100 L 50 50 1 1 I +X ~ 2 0 -200 100 L 50 50 1 1 I +X ~ 3 0 -100 100 L 50 50 1 1 I +X ~ 4 0 0 100 L 50 50 1 1 I +X ~ 5 0 100 100 L 50 50 1 1 I +X ~ 6 0 300 100 L 50 50 1 1 I +ENDDRAW +ENDDEF +# +# SID +# +DEF SID U 0 40 Y Y 1 F N +F0 "U" -100 0 39 H V C CNN +F1 "SID" -100 -100 39 H V C CNN +F2 "" -100 0 39 H I C CNN +F3 "" -100 0 39 H I C CNN +DRAW +S -400 1100 400 -1300 0 1 12 N +X CAP1A 1 500 -400 100 L 50 50 1 1 P +X A1 10 -500 -200 100 R 50 50 1 1 I +X A2 11 -500 -100 100 R 50 50 1 1 I +X A3 12 -500 0 100 R 50 50 1 1 I +X A4 13 -500 100 100 R 50 50 1 1 I +X GND 14 0 -1400 100 U 50 50 1 1 W +X D0 15 -500 300 100 R 50 50 1 1 B +X D1 16 -500 400 100 R 50 50 1 1 B +X D2 17 -500 500 100 R 50 50 1 1 B +X D3 18 -500 600 100 R 50 50 1 1 B +X D4 19 -500 700 100 R 50 50 1 1 B +X CAP1B 2 500 -600 100 L 50 50 1 1 P +X D5 20 -500 800 100 R 50 50 1 1 B +X D6 21 -500 900 100 R 50 50 1 1 B +X D7 22 -500 1000 100 R 50 50 1 1 B +X POTY 23 500 -1100 100 L 50 50 1 1 I +X POTX 24 500 -1000 100 L 50 50 1 1 I +X VCC 25 500 600 100 L 50 50 1 1 W +X EXT_IN 26 500 -1200 100 L 50 50 1 1 I +X AUDIO 27 500 0 100 L 50 50 1 1 W +X VDD 28 500 1000 100 L 50 50 1 1 W +X CAP2A 3 500 -700 100 L 50 50 1 1 P +X CAP2B 4 500 -900 100 L 50 50 1 1 P +X ~RES~ 5 -500 -700 100 R 50 50 1 1 I I +X PHI2 6 -500 -600 100 R 50 50 1 1 I +X R/~W~ 7 -500 -500 100 R 50 50 1 1 I +X ~CS~ 8 -500 -800 100 R 50 50 1 1 I I +X A0 9 -500 -300 100 R 50 50 1 1 I +ENDDRAW +ENDDEF +# +# USER_PORT_CON +# +DEF USER_PORT_CON CN 0 40 Y Y 1 F N +F0 "CN" -300 0 79 V V C CIN +F1 "USER_PORT_CON" -150 50 50 V I C CNN +F2 "" -100 -150 50 H I C CNN +F3 "" -100 -150 50 H I C CNN +DRAW +S -200 1300 -100 -1450 0 1 12 N +X ~ 1 0 -1000 100 L 50 50 1 1 I +X ~ 10 0 -800 100 L 50 50 1 1 I +X ~ 11 0 -900 100 L 50 50 1 1 I +X ~ 12 0 -1100 100 L 50 50 1 1 I +X ~ 2 0 -500 100 L 50 50 1 1 I +X ~ 3 0 -700 100 L 50 50 1 1 I +X ~ 4 0 1200 100 L 50 50 1 1 I +X ~ 5 0 1100 100 L 50 50 1 1 I +X ~ 6 0 800 100 L 50 50 1 1 I +X ~ 7 0 700 100 L 50 50 1 1 I +X ~ 8 0 600 100 L 50 50 1 1 I +X ~ 9 0 1000 100 L 50 50 1 1 I +X ~ A 0 -1200 100 L 50 50 1 1 I +X ~ B 0 -400 100 L 50 50 1 1 I +X ~ C 0 400 100 L 50 50 1 1 I +X ~ D 0 300 100 L 50 50 1 1 I +X ~ E 0 200 100 L 50 50 1 1 I +X ~ F 0 100 100 L 50 50 1 1 I +X ~ H 0 0 100 L 50 50 1 1 I +X ~ J 0 -100 100 L 50 50 1 1 I +X ~ K 0 -200 100 L 50 50 1 1 I +X ~ L 0 -300 100 L 50 50 1 1 I +X ~ M 0 500 100 L 50 50 1 1 I +X ~ N 0 -1300 100 L 50 50 1 1 I +ENDDRAW +ENDDEF +# +# VIC +# +DEF VIC U 0 40 Y Y 1 F N +F0 "U" 0 0 79 H V C CNN +F1 "VIC" 0 -100 79 H V C CNN +F2 "" 0 0 50 H I C CNN +F3 "" 0 0 50 H I C CNN +DRAW +S -400 2050 400 -2600 0 1 12 N +X D6 1 -500 -300 100 R 50 50 1 1 I +X ~CS~ 10 -500 -2500 100 R 50 50 1 1 I I +X R/~W~ 11 -500 -1700 100 R 50 50 1 1 I +X BA 12 -500 -1500 100 R 50 50 1 1 I +X VDD 13 500 1450 100 L 50 50 1 1 W +X CHROMA 14 500 300 100 L 50 50 1 1 O +X SYNC_LUMA 15 500 400 100 L 50 50 1 1 O +X AEC 16 -500 850 100 R 50 50 1 1 I +X PHI0_OUT 17 -500 -1300 100 R 50 50 1 1 I +X ~RAS~ 18 -500 -1100 100 R 50 50 1 1 I I +X ~CAS~ 19 -500 -1200 100 R 50 50 1 1 I I +X D5 2 -500 -400 100 R 50 50 1 1 I +X GND 20 0 -2700 100 U 50 50 1 1 W +X PHI_COLOR 21 -500 -2300 100 R 50 50 1 1 I +X PHI_IN 22 -500 -2400 100 R 50 50 1 1 I +X A11 23 -500 -1900 100 R 50 50 1 1 I +X A0/A8 24 -500 1050 100 R 50 50 1 1 I +X A1/A9 25 -500 1150 100 R 50 50 1 1 I +X A2/A10 26 -500 1250 100 R 50 50 1 1 I +X A3/A11 27 -500 1350 100 R 50 50 1 1 I +X A4/A12 28 -500 1450 100 R 50 50 1 1 I +X A5/A13 29 -500 1550 100 R 50 50 1 1 I +X D4 3 -500 -500 100 R 50 50 1 1 I +X A6 30 -500 1650 100 R 50 50 1 1 I +X A7 31 -500 1750 100 R 50 50 1 1 I +X A8 32 -500 -2200 100 R 50 50 1 1 I +X A9 33 -500 -2100 100 R 50 50 1 1 I +X A10 34 -500 -2000 100 R 50 50 1 1 I +X D11 35 -500 200 100 R 50 50 1 1 I +X D10 36 -500 100 100 R 50 50 1 1 I +X D9 37 -500 0 100 R 50 50 1 1 I +X D8 38 -500 -100 100 R 50 50 1 1 I +X D7 39 -500 -200 100 R 50 50 1 1 I +X D3 4 -500 -600 100 R 50 50 1 1 I +X VCC 40 500 1950 100 L 50 50 1 1 W +X D2 5 -500 -700 100 R 50 50 1 1 I +X D1 6 -500 -800 100 R 50 50 1 1 I +X D0 7 -500 -900 100 R 50 50 1 1 I +X ~IRQ~ 8 -500 -1400 100 R 50 50 1 1 I I +X LP 9 -500 1950 100 R 50 50 1 1 I +ENDDRAW +ENDDEF +# +#End Library diff --git a/LICENSE b/LICENSE new file mode 100644 index 0000000..9b239a3 --- /dev/null +++ b/LICENSE @@ -0,0 +1,189 @@ +CERN Open Hardware Licence v1.2 + +Preamble + +Through this CERN Open Hardware Licence ("CERN OHL") version 1.2, CERN +wishes to provide a tool to foster collaboration and sharing among +hardware designers. The CERN OHL is copyright CERN. Anyone is welcome +to use the CERN OHL, in unmodified form only, for the distribution of +their own Open Hardware designs. Any other right is reserved. Release +of hardware designs under the CERN OHL does not constitute an +endorsement of the licensor or its designs nor does it imply any +involvement by CERN in the development of such designs. + +1. Definitions + +In this Licence, the following terms have the following meanings: + +“Licence” means this CERN OHL. + +“Documentation” means schematic diagrams, designs, circuit or circuit +board layouts, mechanical drawings, flow charts and descriptive text, +and other explanatory material that is explicitly stated as being made +available under the conditions of this Licence. 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The Licensee may communicate to the public and distribute the +modified Documentation (thereby in addition to being a Licensee also +becoming a Licensor), always provided that he shall: + +a) comply with section 3.1; + +b) cause the modified Documentation to carry prominent notices stating +that the Licensee has modified the Documentation, with the date and +description of the modifications; + +c) cause the modified Documentation to carry a new Documentation +Location notice if the original Documentation provided for one; + +d) make available the modified Documentation at the same level of +abstraction as that of the Documentation, in the preferred format for +making modifications to it (e.g. the native format of the CAD tool as +applicable), and in the event that format is proprietary, in a format +viewable with a tool licensed under an OSI-approved license if the +proprietary tool can create it; and + +e) license the modified Documentation under the terms and conditions +of this Licence or, where applicable, a later version of this Licence +as may be issued by CERN. + +3.5. The Licence includes a non-exclusive licence to those patents or +registered designs that are held by, under the control of, or +sub-licensable by the Licensor, to the extent necessary to make use of +the rights granted under this Licence. The scope of this section 3.5 +shall be strictly limited to the parts of the Documentation or +modified Documentation created by the Licensor. + +4. Manufacture and distribution of Products + +4.1. The Licensee may manufacture or distribute Products always +provided that, where such manufacture or distribution requires a +licence under this Licence the Licensee provides to each recipient of +such Products an easy means of accessing a copy of the Documentation +or modified Documentation, as applicable, as set out in section 3. + +4.2. The Licensee is invited to inform any Licensor who has indicated +his wish to receive this information about the type, quantity and +dates of production of Products the Licensee has (had) manufactured + +5. Warranty and liability + +5.1. DISCLAIMER – The Documentation and any modified Documentation are +provided "as is" and any express or implied warranties, including, but +not limited to, implied warranties of merchantability, of satisfactory +quality, non-infringement of third party rights, and fitness for a +particular purpose or use are disclaimed in respect of the +Documentation, the modified Documentation or any Product. The Licensor +makes no representation that the Documentation, modified +Documentation, or any Product, does or will not infringe any patent, +copyright, trade secret or other proprietary right. The entire risk as +to the use, quality, and performance of a Product shall be with the +Licensee and not the Licensor. This disclaimer of warranty is an +essential part of this Licence and a condition for the grant of any +rights granted under this Licence. The Licensee warrants that it does +not act in a consumer capacity. + +5.2. LIMITATION OF LIABILITY – The Licensor shall have no liability +for direct, indirect, special, incidental, consequential, exemplary, +punitive or other damages of any character including, without +limitation, procurement of substitute goods or services, loss of use, +data or profits, or business interruption, however caused and on any +theory of contract, warranty, tort (including negligence), product +liability or otherwise, arising in any way in relation to the +Documentation, modified Documentation and/or the use, manufacture or +distribution of a Product, even if advised of the possibility of such +damages, and the Licensee shall hold the Licensor(s) free and harmless +from any liability, costs, damages, fees and expenses, including +claims by third parties, in relation to such use. + +6. General + +6.1. Except for the rights explicitly granted hereunder, this Licence +does not imply or represent any transfer or assignment of intellectual +property rights to the Licensee. + +6.2. The Licensee shall not use or make reference to any of the names +(including acronyms and abbreviations), images, or logos under which +the Licensor is known, save in so far as required to comply with +section 3. Any such permitted use or reference shall be factual and +shall in no event suggest any kind of endorsement by the Licensor or +its personnel of the modified Documentation or any Product, or any +kind of implication by the Licensor or its personnel in the +preparation of the modified Documentation or Product. + +6.3. CERN may publish updated versions of this Licence which retain +the same general provisions as this version, but differ in detail so +far this is required and reasonable. New versions will be published +with a unique version number. + +6.4. This Licence shall terminate with immediate effect, upon written +notice and without involvement of a court if the Licensee fails to +comply with any of its terms and conditions, or if the Licensee +initiates legal action against Licensor in relation to this +Licence. Section 5 shall continue to apply. \ No newline at end of file diff --git a/README.md b/README.md index 23849a4..0dc980e 100644 --- a/README.md +++ b/README.md @@ -1,10 +1,19 @@ # The C64 250407 replica -Update: I'm waiting for components now and will solder up the board soon. I will release the kicad files after that. +A replica of the Commodore 64 250407 1983 mother board, and a replica of the schematics made using SprintLayout and KiCad. -![screenshot top](250407_1.0_3D_top.png) -![screenshot bottom](250407_1.0_3D_bottom.png) -![alt text](250407_-brd.svg) +The replica project was started by Michael K. (Der Alte Bastler) in 2019 to learn SprintLayout and the process of reverse engineering PCB. I finished it, importet it in KiCad, imported the KU motherboard schematics and modified it to match the 250407 Reb.B schematics. + +The board has been prototyped, and tested by me and Langwell Cowan. + +We are not the first to reverse engineer this board, but we are the first to share the design files online I think. + +![screenshot top](250407_3D_top.png) +![screenshot bottom](250407_3D_bottom.png) + +# BOM + +Please see the [BOM file](250407_bom.csv). # Interactive-BOM @@ -12,8 +21,24 @@ Update: I'm waiting for components now and will solder up the board soon. I will ![alt text](ibom-preview.png) +# Questions + +* Feel free post questions in the issues section. I will provide more information here later. + # Change log +- 2020-06-19: V1.1: First release +- 2020-04-22: V1.0: Prototype # YouTube +- Part1: https://www.youtube.com/watch?v=ox3BLlNSVFU +- Part2: https://www.youtube.com/watch?v=tBIvXRH-Mj0 +- Part3: https://www.youtube.com/watch?v=Mg0gVhXbaxc + +# License and Disclaimer + +Copyright Bwack 2021 + +This documentation describes Open Hardware and is licensed under the CERN OHL v. 1.2. +You may redistribute and modify this documentation under the terms of theCERN OHL v.1.2. (http://ohwr.org/cernohl). This documentation is distributed WITHOUT ANY EXPRESS OR IMPLIED WARRANTY, INCLUDING OF MERCHANTABILITY, SATISFACTORY QUALITY AND FITNESS FOR APARTICULAR PURPOSE. Please see the CERN OHL v.1.2 for applicable conditions. diff --git a/fp-lib-table b/fp-lib-table new file mode 100755 index 0000000..2a93fe9 --- /dev/null +++ b/fp-lib-table @@ -0,0 +1,3 @@ +(fp_lib_table + (lib (name KU-14194HB-RevB-KiCad)(type KiCad)(uri ${KIPRJMOD}/KU-14194HB-RevB-KiCad.pretty)(options "")(descr "")) +) diff --git a/gen_model.py b/gen_model.py new file mode 100755 index 0000000..1692916 --- /dev/null +++ b/gen_model.py @@ -0,0 +1,276 @@ +#!/usr/bin/env python + +# -*- coding: utf-8 -*- + +#------------------------------------------------------------------------------- +# Name: gen_model +# Purpose: A script to create a 3d resistor model (WRL) with color correct rings according to value. +# Note : this version works with KiCad v4 or v5 +# +# Author: Bob Cousins +# License: Creative Commons CC0 Copyright Bob Cousins 2018 +# Credits: Input for the resistor models requires https://github.com/KammutierSpule/kicad3Dmodels +# +# Usage: +# 1. Save the file "gen_model.py" somewhere +# +# To generate a file for a single resistor: +# +# $ python -v +# where value is a decimal, e.g. +# $ python -v 4700 +# +# To update a pcb file with resistor models: +# +# 1. Make sure the pcb file is closed in KiCad +# 2. $ gen_model.py -pcb +# 3. Open the pcb file in KiCad +#------------------------------------------------------------------------------- + +import argparse +import shutil +import os +import sys +import re + +#import pcbnew + +def value_to_float(x): + if type(x) == float or type(x) == int: + return x + if type(x) == str and (x.isdigit()) == True: + return float(x) + if 'K' in x: + if len(x) > 1: + return float(x.replace('K', '')) * 1000 + return 1000.0 + if 'M' in x: + if len(x) > 1: + return float(x.replace('M', '')) * 1000000 + return 1000000.0 + if 'B' in x: + return float(x.replace('B', '')) * 1000000000 + return 0.0 + +class ModelGenerator: + + def __init__(self): + self.source_folder = '3D-models' + self.bands = 4 + +# if 'KISYS3DMOD' in os.environ: +# self.ki_packages3d_dir = os.environ['KISYS3DMOD'] +# else: + self.ki_packages3d_dir = '3D-models' + + self.custom_folder = os.path.join (self.ki_packages3d_dir, "Resistors_THT_custom.3dshapes") + if not os.path.exists (self.custom_folder): + os.makedirs(self.custom_folder) + + def get_model_filename (self, value): + return 'res_%dband_%g.wrl' % (self.bands, float(value)) + + + def generate_model (self, value): + + print (value) + dest_name = os.path.join (self.custom_folder, self.get_model_filename (value)) + + # copy the resistor model + res_body_filename = 'RESAD780W55L630D240B.wrl' + shutil.copy (os.path.join(self.source_folder, res_body_filename), dest_name) + + # copy the rings + outf = open (dest_name, "a") + + transforms = [] + transforms.append ("translation -.90 0 .51 scale .55 1.22 1.22") + transforms.append ("translation -.53 0 .51 scale .55 1.04 1.04") + transforms.append ("translation -.18 0 .51 scale .55 1.03 1.03") + if self.bands == 5: + transforms.append ("translation .17 0 .51 scale .55 1.03 1.03") + transforms.append ("translation 0.80 0 .51 scale .55 1.22 1.22") # tolerance + + mag = 0 + max = 100 if self.bands == 4 else 1000 + + while value < max/10: + mag -= 1 + value *= 10 + + while value >= max: + value /= 10 + mag += 1 + + # 4/5 band code + digits = [] + if self.bands == 5: + digits.append ((value / 100) % 10) + digits.append (int(value / 10) % 10) + digits.append (int(value) % 10) + + if mag>=0: + digits.append (mag) + elif mag == -1: + digits.append (10) # gold = x0.1 + elif mag == -2: + digits.append (11) # silver = x0.01 + + # 10 is gold, 11 is silver + digits.append (10) + + for j in range (0,self.bands): + digit = digits [j] + + source_filename = os.path.join(self.source_folder, 'ring_%d.wrl' % digit) + + with open(source_filename) as file: + ring_data = [line.rstrip() for line in file] + + seen_start = False + for line in ring_data: + if "geometry" in line and not seen_start: + outf.write ("Transform { %s children [ \n" % transforms[j]) + seen_start = True + else: + line = re.sub ("RES-RING-COLOR", "RES-RING-COLOR-P%d" % j, line) + + outf.write (line + '\n') + + outf.write (" ] }") + + # + outf.close() + +# this function does not work.. +def pcbfunc(Filename = None): + if Filename: + my_board = pcbnew.LoadBoard (Filename) + else: + my_board = pcbnew.GetBoard() + + # for v5 use GetLibItemName() instead of GetFootprintName() + for module in my_board.GetModules(): + models = module.Models() + print ("%s \"%s\" " % ( module.GetReference(), + module.GetValue() )) + #module.GetModels() ) ) + print models + +def change_extension (filename, ext): + path, filename = os.path.split (filename) + basename = os.path.splitext (filename)[0] + return os.path.join (path, basename + ext) + +def get_next_line(file): + line = file.readline() + if line: + line = line.rstrip() + return line + +def parse_pcb(Filename, model_gen): + + f = open(Filename, 'r') + outfilename = change_extension (Filename, ".new") + out = [] + + line = f.readline() + while line: + line = line.rstrip() + print ("|-- " + line) + + if "module" in line and "RESISTOR" in line: + tokens = line.split() + module = tokens[1] + #print module + + out.append (line) + line = get_next_line(f) + print ("--- " + line) + while line and line != " )": + if "model" in line: + tokens = line.split() + model = tokens[1] + print " model=" + tokens[1] + + if "Resistor_THT" in module : + # check if alrady exists? + # check pitch? + model_gen.generate_model (value) + if 'KISYS3DMOD' in os.environ: + line = " (model ${KISYS3DMOD}/Resistors_THT_custom.3dshapes/%s" % model_gen.get_model_filename (value) + else: + line = " (model %s/%s" % (model_gen.custom_folder, model_gen.get_model_filename (value) ) + + print module + print " value = ", value + print " model = ", model_gen.get_model_filename (value) + + out.append (line) + out.append (" (at (xyz %f 0 0))" % (0.3/2.0) ) + out.append (" (scale (xyz 1 1 1))") + out.append (" (rotate (xyz 0 0 0))") + out.append (" )") + + # skip 4 lines + line = get_next_line(f) + #print ("---- " + line) + line = get_next_line(f) + #print ("---- " + line) + line = get_next_line(f) + #print ("---- " + line) + line = get_next_line(f) + #print ("---- " + line) + line = get_next_line(f) + #print ("---- " + line) + + while line and line != " )": + if "value" in line: + tokens = line.split() + value = value_to_float(tokens[2]) + print line + print " value=", tokens[2], value + line = get_next_line(f) + + out.append (line) + line = get_next_line(f) + #print ("---- " + line) + + out.append (line) + line = f.readline() + + f.close() + f = open(outfilename, "w") + for line in out: + f.write (line + '\n') + f.close() + + shutil.copy (outfilename, Filename) + +# main + +try: + args = sys.argv +except: + args = None + +if args: + parser = argparse.ArgumentParser(description="Generate resistor model") + parser.add_argument("-v", "--value", help="resistor value") + parser.add_argument("--pcb", help="kicad_pcb file") + args = parser.parse_args() + + if args.value: + model_gen = ModelGenerator () + model_gen.bands = 4 + model_gen.generate_model (value_to_float(args.value)) + + elif args.pcb: + model_gen = ModelGenerator () + model_gen.bands = 4 + parse_pcb (args.pcb, model_gen) +else: + parser.print_help() + + # pcbfunc() + diff --git a/gerbers/250407_-B_Cu.gbr b/gerbers/250407_-B_Cu.gbr new file mode 100644 index 0000000..695491d --- /dev/null +++ b/gerbers/250407_-B_Cu.gbr @@ -0,0 +1,13154 @@ +G04 #@! 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")) +var pcbdata = JSON.parse(LZString.decompressFromBase64("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")) /////////////////////////////////////////////// /////////////////////////////////////////////// diff --git a/sym-lib-table b/sym-lib-table new file mode 100755 index 0000000..6b01df2 --- /dev/null +++ b/sym-lib-table @@ -0,0 +1,4 @@ +(sym_lib_table + (lib (name KU-schematics-library)(type Legacy)(uri ${KIPRJMOD}/KU-schematics-library.lib)(options "")(descr "")) + (lib (name 250407_-rescue)(type Legacy)(uri ${KIPRJMOD}/250407_-rescue.lib)(options "")(descr "")) +)