9 #define red_led_off PORTF |= (1<<5)
10 #define red_led_on PORTF &= ~(1<<5)
11 #define blu_led_off PORTF |= (1<<4)
12 #define blu_led_on PORTF &= ~(1<<4)
13 #define grn_led_off PORTD |= (1<<1)
14 #define grn_led_on PORTD &= ~(1<<1)
16 #define set_led_off red_led_off; grn_led_off; blu_led_off
17 #define set_led_red red_led_on; grn_led_off; blu_led_off
18 #define set_led_blue red_led_off; grn_led_off; blu_led_on
19 #define set_led_green red_led_off; grn_led_on; blu_led_off
20 #define set_led_yellow red_led_on; grn_led_on; blu_led_off
21 #define set_led_magenta red_led_on; grn_led_off; blu_led_on
22 #define set_led_cyan red_led_off; grn_led_on; blu_led_on
23 #define set_led_white red_led_on; grn_led_on; blu_led_on
30 #define all_leds_off PORTF &= ~(1<<LED_B) & ~(1<<LED_R) & ~(1<<LED_G)
32 #define red_led_on PORTF |= (1<<LED_R)
33 #define red_led_off PORTF &= ~(1<<LED_R)
34 #define grn_led_on PORTF |= (1<<LED_G)
35 #define grn_led_off PORTF &= ~(1<<LED_G)
36 #define blu_led_on PORTF |= (1<<LED_B)
37 #define blu_led_off PORTF &= ~(1<<LED_B)
39 #define set_led_off PORTF &= ~(1<<LED_B) & ~(1<<LED_R) & ~(1<<LED_G)
40 #define set_led_red PORTF = PORTF & ~(1<<LED_B) & ~(1<<LED_G) | (1<<LED_R)
41 #define set_led_blue PORTF = PORTF & ~(1<<LED_G) & ~(1<<LED_R) | (1<<LED_B)
42 #define set_led_green PORTF = PORTF & ~(1<<LED_B) & ~(1<<LED_R) | (1<<LED_G)
43 #define set_led_yellow PORTF = PORTF & ~(1<<LED_B) | (1<<LED_R) | (1<<LED_G)
44 #define set_led_magenta PORTF = PORTF & ~(1<<LED_G) | (1<<LED_R) | (1<<LED_B)
45 #define set_led_cyan PORTF = PORTF & ~(1<<LED_R) | (1<<LED_B) | (1<<LED_G)
46 #define set_led_white PORTF |= (1<<LED_B) | (1<<LED_R) | (1<<LED_G)
49 // This a shortcut to help you visually see your layout.
50 // The first section contains all of the arguements
51 // The second converts the arguments into a two-dimensional array
53 k00, k01, k02, k03, k04, k05, k06, k07, k08, k09, k10, k11, \
54 k12, k13, k14, k15, k16, k17, k18, k19, k20, k21, k22, k23, \
55 k24, k25, k26, k27, k28, k29, k30, k31, k32, k33, k34, k35, \
56 k36, k37, k38, k39, k40, k41, k42, k43, k44, k45, k46, k47, \
60 { KC_NO, KC_NO, KC_##k26, KC_##k15, KC_##k28, KC_##k01, KC_##k42, KC_##k31, KC_##k20, KC_##k33, KC_NO, KC_NO }, \
61 { KC_##k00, KC_NO, KC_##k14, KC_##k27, KC_##k16, KC_##k36, KC_##k47, KC_##k19, KC_##k32, KC_##k21, KC_NO, KC_##k11 }, \
62 { KC_##k12, KC_##k25, KC_##k02, KC_##k39, KC_##k17, KC_##k49, KC_##k50, KC_##k18, KC_##k44, KC_##k09, KC_##k34, KC_##k23 }, \
63 { KC_##k24, KC_##k13, KC_##k38, KC_##k04, KC_##k05, KC_##k48, KC_##k51, KC_##k06, KC_##k07, KC_##k45, KC_##k22, KC_##k35 }, \
64 { KC_##k29, KC_##k41, KC_##k03, KC_##k40, KC_##k37, KC_NO, KC_##k30, KC_##k43, KC_##k08, KC_##k10, KC_##k46, KC_NO }, \
68 k00, k01, k02, k03, k04, k05, k06, k07, k08, k09, k10, k11, \
69 k12, k13, k14, k15, k16, k17, k18, k19, k20, k21, k22, k23, \
70 k24, k25, k26, k27, k28, k29, k30, k31, k32, k33, k34, k35, \
71 k36, k37, k38, k39, k40, k41, k42, k43, k44, k45, k46, k47, \
75 { KC_NO, KC_NO, k26, k15, k28, k01, k42, k31, k20, k33, KC_NO, KC_NO }, \
76 { k00, KC_NO, k14, k27, k16, k36, k47, k19, k32, k21, KC_NO, k11 }, \
77 { k12, k25, k02, k39, k17, k49, k50, k18, k44, k09, k34, k23 }, \
78 { k24, k13, k38, k04, k05, k48, k51, k06, k07, k45, k22, k35 }, \
79 { k29, k41, k03, k40, k37, KC_NO, k30, k43, k08, k10, k46, KC_NO }, \