6c20c6219c
* Squash layout to fit on Planck * Replace AST with PAST keycode so that it works with layer tap * Review markups
182 lines
4.0 KiB
C
182 lines
4.0 KiB
C
/* Copyright 2015-2016 Jack Humbert
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*
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* This program is free software: you can redistribute it and/or modify
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* it under the terms of the GNU General Public License as published by
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* the Free Software Foundation, either version 2 of the License, or
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* (at your option) any later version.
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*
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* This program is distributed in the hope that it will be useful,
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* but WITHOUT ANY WARRANTY; without even the implied warranty of
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* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
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* GNU General Public License for more details.
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*
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* You should have received a copy of the GNU General Public License
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* along with this program. If not, see <http://www.gnu.org/licenses/>.
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*/
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#ifndef KEYMAP_UK_H
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#define KEYMAP_UK_H
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#include "keymap.h"
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// Alt gr
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#define ALGR(kc) RALT(kc)
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#define NO_ALGR KC_RALT
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// Normal characters
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#define UK_HASH KC_NUHS
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#define UK_BSLS KC_NUBS
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// Shifted characters
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#define UK_NOT LSFT(KC_GRV)
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#define UK_DQUO LSFT(KC_2)
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#define UK_PND LSFT(KC_3)
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#define UK_AT LSFT(KC_QUOT)
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#define UK_TILD LSFT(KC_NUHS)
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#define UK_PIPE LSFT(KC_NUBS)
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// Alt Gr-ed characters
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#define UK_BRKP ALGR(KC_GRV)
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#define UK_EURO ALGR(KC_4)
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#define UK_EACT ALGR(KC_E)
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#define UK_UACT ALGR(KC_U)
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#define UK_IACT ALGR(KC_I)
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#define UK_OACT ALGR(KC_O)
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#define UK_AACT ALGR(KC_A)
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// Duplicate US keyboard so that we don't have to use it
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#define UK_A KC_A
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#define UK_B KC_B
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#define UK_C KC_C
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#define UK_D KC_D
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#define UK_E KC_E
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#define UK_F KC_F
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#define UK_G KC_G
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#define UK_H KC_H
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#define UK_I KC_I
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#define UK_J KC_J
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#define UK_K KC_K
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#define UK_L KC_L
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#define UK_M KC_M
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#define UK_N KC_N
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#define UK_O KC_O
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#define UK_P KC_P
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#define UK_Q KC_Q
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#define UK_R KC_R
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#define UK_S KC_S
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#define UK_T KC_T
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#define UK_U KC_U
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#define UK_V KC_V
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#define UK_W KC_W
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#define UK_X KC_X
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#define UK_Y KC_Y
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#define UK_Z KC_Z
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#define UK_1 KC_1
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#define UK_2 KC_2
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#define UK_3 KC_3
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#define UK_4 KC_4
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#define UK_5 KC_5
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#define UK_6 KC_6
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#define UK_7 KC_7
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#define UK_8 KC_8
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#define UK_9 KC_9
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#define UK_0 KC_0
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#define UK_F1 KC_F1
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#define UK_F2 KC_F2
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#define UK_F3 KC_F3
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#define UK_F4 KC_F4
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#define UK_F5 KC_F5
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#define UK_F6 KC_F6
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#define UK_F7 KC_F7
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#define UK_F8 KC_F8
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#define UK_F9 KC_F9
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#define UK_F10 KC_F10
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#define UK_F11 KC_F11
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#define UK_F12 KC_F12
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#define UK_F13 KC_F13
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#define UK_F14 KC_F14
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#define UK_F15 KC_F15
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#define UK_F16 KC_F16
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#define UK_F17 KC_F17
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#define UK_F18 KC_F18
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#define UK_F19 KC_F19
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#define UK_F20 KC_F20
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#define UK_F21 KC_F21
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#define UK_F22 KC_F22
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#define UK_F23 KC_F23
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#define UK_F24 KC_F24
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#define UK_SCLN KC_SCLN
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#define UK_COMM KC_COMM
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#define UK_DOT KC_DOT
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#define UK_SLSH KC_SLSH
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#define UK_EXLM KC_EXLM
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#define UK_UNDS KC_UNDS
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#define UK_MINS KC_MINS
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#define UK_LCBR KC_LCBR
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#define UK_RCBR KC_RCBR
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#define UK_DLR KC_DLR
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#define UK_PERC KC_PERC
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#define UK_PLUS KC_PLUS
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#define UK_EQL KC_EQL
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#define UK_LPRN KC_LPRN
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#define UK_RPRN KC_RPRN
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#define UK_CIRC KC_CIRC
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#define UK_AMPR KC_AMPR
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#define UK_LABK KC_LABK
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#define UK_LBRC KC_LBRC
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#define UK_RBRC KC_RBRC
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#define UK_RABK KC_RABK
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#define UK_GRV KC_GRV
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#define UK_ASTR KC_ASTR
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#define UK_QUOT KC_QUOT
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#define UK_P1 KC_P1
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#define UK_P2 KC_P2
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#define UK_P3 KC_P3
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#define UK_P4 KC_P4
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#define UK_P5 KC_P5
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#define UK_P6 KC_P6
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#define UK_P7 KC_P7
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#define UK_P8 KC_P8
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#define UK_P9 KC_P9
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#define UK_P0 KC_P0
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#define UK_PDOT KC_PDOT
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#define UK_PCMM KC_PCMM
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#define UK_PSLS KC_PSLS
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#define UK_PAST KC_PAST
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#define UK_PMNS KC_PMNS
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#define UK_PPLS KC_PPLS
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#define UK_PEQL KC_PEQL
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#define UK_PENT KC_PENT
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#define UK_TAB KC_TAB
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#define UK_ENT KC_ENT
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#define UK_LSFT KC_LSFT
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#define UK_LCTL KC_LCTL
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#define UK_LALT KC_LALT
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#define UK_LGUI KC_LGUI
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#define UK_SPC KC_SPC
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#define UK_DEL KC_DEL
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#define UK_BSPC KC_BSPC
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#define UK_RSFT KC_RSFT
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#define UK_RCTL KC_RCTL
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#define UK_RALT KC_RALT
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#define UK_RGUI KC_RGUI
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#define UK_ESC KC_ESC
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#define UK_PSCR KC_PSCR
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#define UK_SLCK KC_SLCK
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#define UK_PAUS KC_PAUS
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#define UK_INS KC_INS
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#define UK_HOME KC_HOME
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#define UK_PGUP KC_PGUP
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#define UK_END KC_END
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#define UK_PGDN KC_PGDN
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#define UK_LEFT KC_LEFT
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#define UK_RGHT KC_RGHT
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#define UK_UP KC_UP
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#define UK_DOWN KC_DOWN
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#endif
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