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Keymap: Add custom keymap for Planck (#9417)

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* Keymap: Add custom keymap for Planck

* Fixup buffet's planck keymap
This commit is contained in:
Niclas 2020-06-19 01:32:27 +00:00 committed by GitHub
parent 7be65f2cd0
commit 3eefe31a54
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46
keyboards/planck/keymaps/buffet/config.h Normal file
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#pragma once
#define TAPPING_TERM 150
#define PERMISSIVE_HOLD
// Disable all RGB effects
#define DISABLE_RGB_MATRIX_GRADIENT_LEFT_RIGHT
#define DISABLE_RGB_MATRIX_ALPHAS_MODS
#define DISABLE_RGB_MATRIX_GRADIENT_UP_DOWN
#define DISABLE_RGB_MATRIX_BREATHING
#define DISABLE_RGB_MATRIX_BAND_SAT
#define DISABLE_RGB_MATRIX_BAND_VAL
#define DISABLE_RGB_MATRIX_BAND_PINWHEEL_SAT
#define DISABLE_RGB_MATRIX_BAND_PINWHEEL_VAL
#define DISABLE_RGB_MATRIX_BAND_SPIRAL_SAT
#define DISABLE_RGB_MATRIX_BAND_SPIRAL_VAL
#define DISABLE_RGB_MATRIX_CYCLE_ALL
#define DISABLE_RGB_MATRIX_CYCLE_LEFT_RIGHT
#define DISABLE_RGB_MATRIX_CYCLE_UP_DOWN
#define DISABLE_RGB_MATRIX_CYCLE_OUT_IN
#define DISABLE_RGB_MATRIX_CYCLE_OUT_IN_DUAL
#define DISABLE_RGB_MATRIX_RAINBOW_MOVING_CHEVRON
#define DISABLE_RGB_MATRIX_DUAL_BEACON
#define DISABLE_RGB_MATRIX_CYCLE_PINWHEEL
#define DISABLE_RGB_MATRIX_CYCLE_SPIRAL
#define DISABLE_RGB_MATRIX_RAINBOW_BEACON
#define DISABLE_RGB_MATRIX_RAINBOW_PINWHEELS
#define DISABLE_RGB_MATRIX_RAINDROPS
#define DISABLE_RGB_MATRIX_JELLYBEAN_RAINDROPS
#define DISABLE_RGB_MATRIX_TYPING_HEATMAP
#define DISABLE_RGB_MATRIX_DIGITAL_RAIN
#define DISABLE_RGB_MATRIX_SOLID_REACTIVE
#define DISABLE_RGB_MATRIX_SOLID_REACTIVE_SIMPLE
#define DISABLE_RGB_MATRIX_SOLID_REACTIVE_WIDE
#define DISABLE_RGB_MATRIX_SOLID_REACTIVE_MULTIWIDE
#define DISABLE_RGB_MATRIX_SOLID_REACTIVE_CROSS
#define DISABLE_RGB_MATRIX_SOLID_REACTIVE_MULTICROSS
#define DISABLE_RGB_MATRIX_SOLID_REACTIVE_NEXUS
#define DISABLE_RGB_MATRIX_SOLID_REACTIVE_MULTINEXUS
#define DISABLE_RGB_MATRIX_SPLASH
#define DISABLE_RGB_MATRIX_MULTISPLASH
#define DISABLE_RGB_MATRIX_SOLID_SPLASH
#define DISABLE_RGB_MATRIX_SOLID_MULTISPLASH
// Most tactile encoders have detents every 4 stages
#define ENCODER_RESOLUTION 4

384
keyboards/planck/keymaps/buffet/keymap.c Normal file
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/* Copyright 2015-2017 Jack Humbert
* 2020 Niclas Meyer
*
* This program is free software: you can redistribute it and/or modify
* it under the terms of the GNU General Public License as published by
* the Free Software Foundation, either version 2 of the License, or
* (at your option) any later version.
*
* This program is distributed in the hope that it will be useful,
* but WITHOUT ANY WARRANTY; without even the implied warranty of
* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
* GNU General Public License for more details.
*
* You should have received a copy of the GNU General Public License
* along with this program. If not, see <http://www.gnu.org/licenses/>.
*/
#include QMK_KEYBOARD_H
#define K(kc) (1ull<<((kc) - ALPHA))
#define KALPHA K(ALPHA)
#define KBETA K(BETA)
#define KGAMMA K(GAMMA)
#define KDELTA K(DELTA)
#define KEPSILON K(EPSILON)
#define KZETA K(ZETA)
#define KTHETA K(THETA)
#define KIOTA K(IOTA)
#define KKAPPA K(KAPPA)
enum keys {
ALPHA = SAFE_RANGE,
BETA,
GAMMA,
DELTA,
EPSILON,
ZETA,
THETA,
IOTA,
KAPPA,
LOCK,
NONE,
};
enum layers {
NORMAL,
QWERTY,
GAME,
LOWER,
RAISE,
PHI,
FN,
};
#define XXXX KC_NO
#define ____ KC_TRNS
#define CQWER LM(QWERTY, MOD_LCTL)
#define AQWER LM(QWERTY, MOD_LALT)
const uint16_t PROGMEM keymaps[][MATRIX_ROWS][MATRIX_COLS] = {
[NORMAL] = LAYOUT_planck_grid(
ALPHA, BETA, GAMMA, DELTA, ____, ____, ____, ____, DELTA, GAMMA, BETA, ALPHA,
EPSILON, ZETA, THETA, IOTA, ____, ____, ____, ____, IOTA, THETA, ZETA, EPSILON,
____, ____, ____, ____, ____, ____, ____, ____, ____, ____, ____, ____,
MO(PHI), CQWER, AQWER, MO(FN), KAPPA, ____, XXXX, KAPPA, MO(FN), ____, ____, MO(PHI)
),
[QWERTY] = LAYOUT_planck_grid(
KC_TAB, KC_Q, KC_W, KC_E, KC_R, KC_T, KC_Y, KC_U, KC_I, KC_O, KC_P, KC_BSPC,
KC_ESC, KC_A, KC_S, KC_D, KC_F, KC_G, KC_H, KC_J, KC_K, KC_L, KC_SCLN, KC_QUOT,
KC_LSFT, KC_Z, KC_X, KC_C, KC_V, KC_B, KC_N, KC_M, KC_COMM, KC_DOT, KC_SLSH, KC_SFTENT,
MO(PHI), KC_LCTL, KC_LALT, KC_LGUI, MO(LOWER), KC_SPC, XXXX, MO(RAISE), KC_LEFT, KC_DOWN, KC_UP, KC_RIGHT
),
[GAME] = LAYOUT_planck_grid(
KC_ESC, KC_1, KC_2, KC_3, KC_4, KC_5, KC_Y, KC_U, KC_I, KC_O, KC_P, KC_BSPC,
KC_TAB, KC_Q, KC_W, KC_E, KC_R, KC_T, KC_H, KC_J, KC_K, KC_L, KC_SCLN, KC_QUOT,
KC_LSFT, KC_A, KC_S, KC_D, KC_F, KC_G, KC_N, KC_M, KC_COMM, KC_DOT, KC_SLSH, KC_ENT,
KC_LCTL, KC_Z, KC_X, KC_C, KC_SPC, ____, XXXX, ____, KC_V, KC_B, ____, MO(PHI)
),
[LOWER] = LAYOUT_planck_grid(
KC_TILD, KC_EXLM, KC_AT, KC_HASH, KC_DLR, KC_PERC, KC_CIRC, KC_AMPR, KC_ASTR, KC_LPRN, KC_RPRN, KC_DEL,
KC_DEL, ____, ____, ____, ____, ____, ____, KC_UNDS, KC_PLUS, KC_LCBR, KC_RCBR, KC_PIPE,
____, ____, ____, ____, ____, ____, ____, KC_PGUP, KC_PGDN, KC_HOME, KC_END, ____,
____, ____, ____, ____, ____, ____, XXXX, ____, KC_MNXT, KC_VOLD, KC_VOLU, KC_MPLY
),
[RAISE] = LAYOUT_planck_grid(
KC_GRV, KC_1, KC_2, KC_3, KC_4, KC_5, KC_6, KC_7, KC_8, KC_9, KC_0, KC_DEL,
KC_DEL, ____, ____, ____, ____, ____, ____, KC_MINS, KC_EQL, KC_LBRC, KC_RBRC, KC_BSLS,
____, ____, ____, ____, ____, ____, ____, KC_PGUP, KC_PGDN, KC_HOME, KC_END, ____,
____, ____, ____, ____, ____, ____, XXXX, ____, KC_MNXT, KC_VOLD, KC_VOLU, KC_MPLY
),
[PHI] = LAYOUT_planck_grid(
RESET, KC_F1, KC_F2, KC_F3, KC_F4, ____, ____, ____, ____, ____, ____, KC_DEL,
____, KC_F5, KC_F6, KC_F7, KC_F8, ____, ____, DF(QWERTY), DF(NORMAL), DF(GAME), ____, KC_F13,
____, KC_F9, KC_F10, KC_F11, KC_F12, ____, ____, ____, ____, ____, ____, ____,
____, RGB_TOG, RGB_MOD, ____, ____, ____, XXXX, ____, KC_MNXT, KC_VOLD, KC_VOLU, KC_MPLY
),
[FN] = LAYOUT_planck_grid(
____, ____, KC_UP, ____, ____, ____, ____, ____, ____, KC_UP, ____, ____,
KC_DEL, KC_LEFT, KC_DOWN, KC_RIGHT, ____, ____, ____, ____, KC_LEFT, KC_DOWN, KC_RIGHT, KC_DEL,
KC_HOME, KC_END, KC_PGUP, KC_PGDN, ____, ____, ____, ____, KC_PGDN, KC_PGUP, KC_HOME, KC_END,
____, ____, ____, ____, ____, ____, XXXX, ____, ____, ____, ____, ____
),
};
static uint16_t left_chord = 0;
static uint16_t right_chord = 0;
static bool locking = false;
static bool locked = false;
static uint16_t mods = 0;
#define PROCESS_MOD(mod) \
do { \
if ((mods & MOD_##mod) && !(keys & MOD_##mod)) { \
unregister_code16(KC_##mod); \
} \
if (!(mods & MOD_##mod) && (keys & MOD_##mod)) { \
register_code16(KC_##mod); \
} \
} while (0)
static void process_keys(uint16_t keys) {
if (keys == NONE) {
return;
}
if (keys == LOCK) {
locking = !locking;
return;
}
if ((keys & QK_ONE_SHOT_MOD) == QK_ONE_SHOT_MOD) {
PROCESS_MOD(LCTL);
PROCESS_MOD(LSFT);
PROCESS_MOD(LALT);
PROCESS_MOD(LGUI);
mods = keys & ~QK_ONE_SHOT_MOD;
locked = false;
if (locking) {
locking = false;
locked = true;
}
return;
}
// Normal key
tap_code16(keys);
locking = false;
if (mods && !locked) {
if (mods & MOD_LCTL) {
unregister_code16(KC_LCTL);
}
if (mods & MOD_LSFT) {
unregister_code16(KC_LSFT);
}
if (mods & MOD_LALT) {
unregister_code16(KC_LALT);
}
if (mods & MOD_LGUI) {
unregister_code16(KC_LGUI);
}
mods = 0;
}
}
static uint16_t chord_to_keys(uint16_t chord) {
switch (chord) {
// Unshifted Extra
case KKAPPA: return KC_SPC;
case KEPSILON | KZETA | KTHETA | KIOTA: return KC_ENT;
case KEPSILON | KZETA | KGAMMA | KIOTA: return KC_TAB;
case KEPSILON | KIOTA: return KC_BSPC;
case KKAPPA | KEPSILON: return KC_ESC;
// Shifted Extra
case KKAPPA | KEPSILON | KZETA | KTHETA | KIOTA: return S(KC_ENT);
case KKAPPA | KEPSILON | KZETA | KGAMMA | KIOTA: return S(KC_TAB);
case KKAPPA | KEPSILON | KIOTA: return S(KC_BSPC);
// Lowercase Letters
case KBETA: return KC_A;
case KZETA | KDELTA: return KC_B;
case KBETA | KGAMMA | KDELTA: return KC_C;
case KZETA | KTHETA | KIOTA: return KC_D;
case KDELTA: return KC_E;
case KGAMMA | KIOTA: return KC_F;
case KBETA | KTHETA: return KC_G;
case KZETA | KTHETA: return KC_H;
case KGAMMA: return KC_I;
case KBETA | KGAMMA | KIOTA: return KC_J;
case KBETA | KTHETA | KIOTA: return KC_K;
case KBETA | KGAMMA: return KC_L;
case KBETA | KDELTA: return KC_M;
case KZETA: return KC_N;
case KTHETA: return KC_O;
case KZETA | KGAMMA: return KC_P;
case KBETA | KTHETA | KDELTA: return KC_Q;
case KGAMMA | KDELTA: return KC_R;
case KTHETA | KIOTA: return KC_S;
case KIOTA: return KC_T;
case KZETA | KIOTA: return KC_U;
case KTHETA | KDELTA: return KC_V;
case KZETA | KGAMMA | KIOTA: return KC_W;
case KZETA | KTHETA | KDELTA: return KC_X;
case KBETA | KIOTA: return KC_Y;
case KZETA | KGAMMA | KDELTA: return KC_Z;
// Uppercase Letters
case KKAPPA | KBETA: return S(KC_A);
case KKAPPA | KZETA | KDELTA: return S(KC_B);
case KKAPPA | KBETA | KGAMMA | KDELTA: return S(KC_C);
case KKAPPA | KZETA | KTHETA | KIOTA: return S(KC_D);
case KKAPPA | KDELTA: return S(KC_E);
case KKAPPA | KGAMMA | KIOTA: return S(KC_F);
case KKAPPA | KBETA | KTHETA: return S(KC_G);
case KKAPPA | KZETA | KTHETA: return S(KC_H);
case KKAPPA | KGAMMA: return S(KC_I);
case KKAPPA | KBETA | KGAMMA | KIOTA: return S(KC_J);
case KKAPPA | KBETA | KTHETA | KIOTA: return S(KC_K);
case KKAPPA | KBETA | KGAMMA: return S(KC_L);
case KKAPPA | KBETA | KDELTA: return S(KC_M);
case KKAPPA | KZETA: return S(KC_N);
case KKAPPA | KTHETA: return S(KC_O);
case KKAPPA | KZETA | KGAMMA: return S(KC_P);
case KKAPPA | KBETA | KTHETA | KDELTA: return S(KC_Q);
case KKAPPA | KGAMMA | KDELTA: return S(KC_R);
case KKAPPA | KTHETA | KIOTA: return S(KC_S);
case KKAPPA | KIOTA: return S(KC_T);
case KKAPPA | KZETA | KIOTA: return S(KC_U);
case KKAPPA | KTHETA | KDELTA: return S(KC_V);
case KKAPPA | KZETA | KGAMMA | KIOTA: return S(KC_W);
case KKAPPA | KZETA | KTHETA | KDELTA: return S(KC_X);
case KKAPPA | KBETA | KIOTA: return S(KC_Y);
case KKAPPA | KZETA | KGAMMA | KDELTA: return S(KC_Z);
// Unshifted Numbers
case KEPSILON | KZETA: return KC_0;
case KEPSILON | KZETA | KIOTA: return KC_1;
case KEPSILON | KZETA | KTHETA: return KC_2;
case KEPSILON | KBETA: return KC_3;
case KEPSILON | KBETA | KDELTA: return KC_4;
case KEPSILON | KBETA | KGAMMA: return KC_5;
case KEPSILON | KBETA | KIOTA: return KC_6;
case KEPSILON | KTHETA: return KC_7;
case KEPSILON | KBETA | KGAMMA | KIOTA: return KC_8;
case KEPSILON | KGAMMA | KDELTA: return KC_9;
// Shifted Numbers
case KKAPPA | KEPSILON | KZETA | KIOTA: return KC_EXLM;
case KKAPPA | KEPSILON | KZETA | KTHETA: return KC_AT;
case KKAPPA | KEPSILON | KBETA: return KC_HASH;
case KKAPPA | KEPSILON | KBETA | KDELTA: return KC_DLR;
case KKAPPA | KEPSILON | KBETA | KGAMMA: return KC_PERC;
case KKAPPA | KEPSILON | KBETA | KIOTA: return KC_CIRC;
case KKAPPA | KEPSILON | KTHETA: return KC_AMPR;
case KKAPPA | KEPSILON | KBETA | KGAMMA | KIOTA: return KC_ASTR;
case KKAPPA | KEPSILON | KGAMMA | KDELTA: return KC_LPRN;
case KKAPPA | KEPSILON | KZETA: return KC_RPRN;
// Unshifted Symbols
case KEPSILON | KBETA | KTHETA | KIOTA: return KC_MINS;
case KEPSILON | KZETA | KTHETA | KDELTA: return KC_EQL;
case KEPSILON | KZETA | KGAMMA: return KC_LBRC;
case KEPSILON | KGAMMA | KIOTA: return KC_RBRC;
case KEPSILON | KBETA | KTHETA: return KC_BSLS;
case KEPSILON | KBETA | KGAMMA | KDELTA: return KC_SCLN;
case KEPSILON | KZETA | KDELTA: return KC_QUOT;
case KEPSILON | KTHETA | KIOTA: return KC_COMM;
case KEPSILON | KZETA | KGAMMA | KDELTA: return KC_DOT;
case KEPSILON | KGAMMA: return KC_SLSH;
case KEPSILON | KDELTA: return KC_GRV;
// Shifted Symbols
case KKAPPA | KEPSILON | KBETA | KTHETA | KIOTA: return KC_UNDS;
case KKAPPA | KEPSILON | KZETA | KTHETA | KDELTA: return KC_PLUS;
case KKAPPA | KEPSILON | KZETA | KGAMMA: return KC_LCBR;
case KKAPPA | KEPSILON | KGAMMA | KIOTA: return KC_RCBR;
case KKAPPA | KEPSILON | KBETA | KTHETA: return KC_PIPE;
case KKAPPA | KEPSILON | KBETA | KGAMMA | KDELTA: return KC_COLN;
case KKAPPA | KEPSILON | KZETA | KDELTA: return KC_DQT;
case KKAPPA | KEPSILON | KTHETA | KIOTA: return KC_LT;
case KKAPPA | KEPSILON | KZETA | KGAMMA | KDELTA: return KC_GT;
case KKAPPA | KEPSILON | KGAMMA: return KC_QUES;
case KKAPPA | KEPSILON | KDELTA: return KC_TILD;
// Modifiers
case KALPHA | KIOTA: return LOCK;
case KALPHA: return QK_ONE_SHOT_MOD; // Release all
case KALPHA | KBETA: return OSM(MOD_LCTL);
case KALPHA | KGAMMA: return OSM(MOD_LSFT);
case KALPHA | KDELTA: return OSM(MOD_LALT);
case KALPHA | KKAPPA: return OSM(MOD_LGUI);
case KALPHA | KBETA | KGAMMA: return OSM(MOD_LCTL | MOD_LSFT);
case KALPHA | KBETA | KDELTA: return OSM(MOD_LCTL | MOD_LALT);
case KALPHA | KBETA | KKAPPA: return OSM(MOD_LCTL | MOD_LGUI);
case KALPHA | KGAMMA | KDELTA: return OSM(MOD_LSFT | MOD_LALT);
case KALPHA | KGAMMA | KKAPPA: return OSM(MOD_LSFT | MOD_LGUI);
case KALPHA | KDELTA | KKAPPA: return OSM(MOD_LALT | MOD_LGUI);
case KALPHA | KBETA | KGAMMA | KDELTA: return OSM(MOD_LCTL | MOD_LSFT | MOD_LALT);
case KALPHA | KBETA | KGAMMA | KKAPPA: return OSM(MOD_LCTL | MOD_LSFT | MOD_LGUI);
case KALPHA | KBETA | KDELTA | KKAPPA: return OSM(MOD_LCTL | MOD_LALT | MOD_LGUI);
case KALPHA | KGAMMA | KDELTA | KKAPPA: return OSM(MOD_LSFT | MOD_LALT | MOD_LGUI);
case KALPHA | KBETA | KGAMMA | KDELTA | KKAPPA: return OSM(MOD_LCTL | MOD_LSFT | MOD_LALT | MOD_LGUI);
}
return NONE;
}
static uint16_t *get_hand(keypos_t *key) {
if (key->row <= 3) {
return &left_chord;
}
if (key->row <= 6) {
return &right_chord;
}
// row 7
if (key->col <= 2) {
return &right_chord;
} else {
return &left_chord;
}
}
bool process_record_user(uint16_t keycode, keyrecord_t *record) {
if (keycode < ALPHA) {
return true;
}
uint16_t *chord = get_hand(&record->event.key);
if (record->event.pressed) {
*chord |= K(keycode);
return false;
}
if (*chord != 0) {
process_keys(chord_to_keys(*chord));
*chord = 0;
}
return false;
}
#ifdef KEYBOARD_planck_ez
#define LED_BRIGHTNESS 50
layer_state_t default_layer_state_set_user(layer_state_t state) {
switch (state) {
case 1U << NORMAL:
planck_ez_left_led_off();
planck_ez_right_led_off();
break;
case 1U << QWERTY:
planck_ez_left_led_level(LED_BRIGHTNESS);
planck_ez_right_led_off();
break;
case 1U << GAME:
planck_ez_left_led_off();
planck_ez_right_led_level(LED_BRIGHTNESS);
break;
}
return state;
}
#endif /* KEYBOARD_planck_ez */

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keyboards/planck/keymaps/buffet/readme.md Normal file
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# buffet's planck layout
## Layout
The Layout is based on keychords.
The general idea is that you're able to type everything with either hand, so that you can alternate between hands as you type.
The keys are in a 2x4 block in the top left and top right respectively (mirrored).
They have greek letter names (see `keymap.c` for more info).
Thumb added to any key means shift is pressed as well.
`-` means the finger presses nothing.
`^` means the finger presses the upper row.
`v` means the finger presses the lower row.
```
Space: thumb
Return: vvvv vvvv
Tab: vv^v v^vv
Bspace: v--v v--v
Esc: lower pinky and thumb
```
### Letters
```
a: -^-- --^-
b: -v-^ ^-v-
c: -^^^ ^^^-
d: -vvv vvv-
e: ---^ ^---
f: --^v v^--
g: -^v- -v^-
h: -vv- -vv-
i: --^- -^--
j: -^^v v^^-
k: -^vv vv^-
l: -^^- -^^-
m: -^-^ ^-^-
n: -v-- --v-
o: --v- -v--
p: -v^- -^v-
q: -^v^ ^v^-
r: --^^ ^^--
s: --vv vv--
t: ---v v---
u: -v-v v-v-
v: --v^ ^v--
w: -v^v v^v-
x: -vv^ ^vv-
y: -^-v v-^-
z: -v^^ ^^v-
```
### Numbers and Symbols
```
0: vv-- --vv
1: vv-v v-vv
2: vvv- -vvv
3: v^-- --^v
4: v^-^ ^-^v
5: v^^- -^^v
6: v^-v v-^v
7: v-v- -v-v
8: v^^v v^^v
9: v-^^ ^^-v
-: v^vv vv^v
=: vvv^ ^vvv
[: vv^- -^vv
]: v-^v v^-v
\: v^v- -v^v
;: v^^^ ^^^v
': vv-^ ^-vv
,: v-vv vv-v
.: vv^^ ^^vv
/: v-^- -^-v
`: v--^ ^--v
```
### Modifiers
Modifiers all use the top pinky key, and a combinations of modifiers you want to activate for the next keypress (very similar to how OMS work).
For the modifiers the top row of keys is used.
```
Control: Ringfinger
Shift: Middlefinger
Alt: Indexfinger
Super: Thumb
```
`^--v v--^` can be used to lock the next modifier input.
### Remaining
These combinations are unused.
```
v^v^
v-v^
v---
```

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keyboards/planck/keymaps/buffet/rgb_matrix_user.inc Normal file
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RGB_MATRIX_EFFECT(rainbow_stripe)
#ifdef RGB_MATRIX_CUSTOM_EFFECT_IMPLS
static HSV rainbow_stripe_math(HSV hsv, uint8_t i, uint8_t time) {
if (i >= 14 && i <= 21) {
hsv.h = g_led_config.point[i].x - time;
} else {
hsv.v = 0;
}
return hsv;
}
bool rainbow_stripe(effect_params_t* params) {
return effect_runner_i(params, &rainbow_stripe_math);
}
#endif // RGB_MATRIX_CUSTOM_EFFECT_IMPLS

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keyboards/planck/keymaps/buffet/rules.mk Normal file
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AUDIO_ENABLE = no
BOOTMAGIC_ENABLE = lite
COMMAND_ENABLE = no
MOUSEKEY_ENABLE = no
RGB_MATRIX_CUSTOM_USER = yes