kc3-lang/libxkbcommon/test/data/keymaps/merge-modes/override.xkb
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Hash : 7a7a3b38
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Date : 2024-02-14T09:47:15
keymap: Canonically map unmapped virtual modifiers Traditionally, *virtual* modifiers were merely name aliases for *real* modifiers (X *core* modifiers), e.g. `NumLock` was usually mapped to `Mod2` (see `modifier_map` statement). Virtual modifiers that were never mapped to a real ones had no effect on the keymap state. xkbcommon already supports the concept of “pure” virtual modifiers, i.e. virtual modifiers that are *encoded* using the full 32-bit range, not just the first 8 bits corresponding to the real modifiers. But until this commit, one had to declare such mapping *explicitly*: e.g. `virtual_modifiers M = 0x100;`. This has at least two drawbacks: - Numerical values may look quite arbitrary and are not user-friendly. It’s OK in the resulting compiled keymap, but it requires careful sync between sections when developing KcCGST files. - If the modifier is *also* mapped *implicitly* using the traditional `vmodmap`/`modifier_map`, then both mappings are OR-combined. This patch enables to automatically map unmapped virtual modifiers to their *canonical* mapping, i.e. themselves: their corresponding virtual and real modifier masks are identical: `1u << mod_index`. Since this feature is incompatible with X11, this is guarded by requiring at least keymap text format **v2**. Note that for now, canonical virtual modifiers cannot be used in an interpret action’s `AnyOf()`. An interpret action for a canonical virtual modifier must be `AnyOfOrNone()` to take effect: virtual_modifiers APureMod, …; interpret a+AnyOfOrNone(all) { virtualModifier= APureMod; action= SetMods(modifiers=APureMod); }; The above adds a virtual modifier `APureMod` for keysym `a`. It will be canonical iff it is not mapped implicitly.
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test/data/keymaps/merge-modes/override.xkb
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xkb_keymap { xkb_keycodes "" { minimum = 8; maximum = 255; <T001> = 9; <T002> = 10; <T003> = 11; <T004> = 12; <T005> = 13; <T006> = 14; <T007> = 15; <T008> = 16; <T009> = 17; <T010> = 18; <T011> = 19; <T012> = 20; <T013> = 21; <T014> = 22; <T015> = 23; <T016> = 24; <T017> = 25; <T018> = 26; <T020> = 28; <T021> = 29; <T022> = 30; <T023> = 31; <T024> = 32; <T025> = 33; <T026> = 34; <T027> = 35; <T028> = 36; <T029> = 37; <T030> = 38; <T031> = 39; <T032> = 40; <T033> = 41; <T034> = 42; <T035> = 43; <T036> = 44; <T037> = 45; <T038> = 46; <T039> = 47; <T043> = 51; <T044> = 52; <T045> = 53; <T046> = 54; <T047> = 55; <T048> = 56; <T049> = 57; <T050> = 58; <T051> = 59; <T052> = 60; <T053> = 61; <T054> = 62; <T055> = 63; <T056> = 64; <T057> = 65; <T060> = 68; <T061> = 69; <T062> = 70; <T063> = 71; <T064> = 72; <T065> = 73; <T066> = 74; <T067> = 75; <T068> = 76; <T069> = 77; <T070> = 78; <T071> = 79; <T072> = 80; <T073> = 81; <T074> = 82; <T075> = 83; <T076> = 84; <T077> = 85; <T078> = 86; <T079> = 87; <T080> = 88; <T081> = 89; <T085> = 93; <T086> = 94; <T087> = 95; <T088> = 96; <T089> = 97; <T090> = 98; <T091> = 99; <T092> = 100; <T093> = 101; <T094> = 102; <T095> = 103; <T096> = 104; <T097> = 105; <T098> = 106; <T099> = 107; <T103> = 111; <T104> = 112; <T105> = 113; <T106> = 114; <T107> = 115; <T108> = 116; <T109> = 117; <T110> = 118; <T111> = 119; <T112> = 120; <T113> = 121; <T114> = 122; <T115> = 123; <T116> = 124; <T117> = 125; <T118> = 126; <T119> = 127; <T120> = 128; <T121> = 129; <T122> = 130; <T123> = 131; <T124> = 132; <T125> = 133; <T126> = 134; <T127> = 135; <T128> = 136; <T129> = 137; <T130> = 138; <T131> = 139; <T132> = 140; <T133> = 141; <T134> = 142; <T135> = 143; <T136> = 144; <T137> = 145; <T138> = 146; <T139> = 147; <T140> = 148; <T141> = 149; <T142> = 150; <T143> = 151; <T144> = 152; <T145> = 153; <T146> = 154; <T147> = 155; <T150> = 158; <T153> = 161; <T156> = 164; <T159> = 167; <T162> = 170; <T165> = 173; <T168> = 176; <T171> = 179; <T174> = 182; <T177> = 185; <T180> = 188; <T183> = 191; <T186> = 194; <T189> = 197; <T192> = 200; <T204> = 212; <T207> = 215; <T210> = 218; <1> = 241; <3> = 243; <2> = 244; indicator 1 = "Caps Lock"; indicator 2 = "Kana"; indicator 4 = "XXXX"; indicator 5 = "Scroll Lock"; indicator 6 = "Num Lock"; indicator 7 = "Suspend"; alias <A> = <1>; alias <B> = <3>; alias <C> = <3>; }; xkb_types "" { virtual_modifiers NumLock=Mod2,LevelThree=Mod5,LevelFive=Mod3,U1=0x800,U2=none,U3=0x300000,Z1=none,Z2=none,Z3=0x310000,M1=0x1000,M2=none,M3=0x320000,U7=0x100000,Z7=none,M7=0x700000; type "ONE_LEVEL" { modifiers= none; level_name[1]= "New"; }; type "TWO_LEVEL" { modifiers= Shift+M1; map[Shift]= 2; map[M1]= 2; level_name[1]= "Base"; level_name[2]= "Shift"; }; type "ALPHABETIC" { modifiers= Lock; map[none]= 2; level_name[1]= "Base"; level_name[2]= "Caps"; }; type "KEYPAD" { modifiers= Shift+NumLock; map[Shift]= 2; map[NumLock]= 2; level_name[1]= "Base"; level_name[2]= "Number"; }; type "FOUR_LEVEL" { modifiers= Shift+LevelThree; map[Shift]= 2; map[LevelThree]= 3; map[Shift+LevelThree]= 4; level_name[1]= "Base"; level_name[2]= "Shift"; level_name[3]= "Alt Base"; level_name[4]= "Shift Alt"; }; type "FOUR_LEVEL_ALPHABETIC" { modifiers= Shift+Lock+LevelThree; map[Shift]= 2; map[Lock]= 2; map[LevelThree]= 3; map[Shift+LevelThree]= 4; map[Lock+LevelThree]= 4; map[Shift+Lock+LevelThree]= 3; level_name[1]= "Base"; level_name[2]= "Shift"; level_name[3]= "Alt Base"; level_name[4]= "Shift Alt"; }; type "FOUR_LEVEL_SEMIALPHABETIC" { modifiers= Shift+Lock+LevelThree; map[Shift]= 2; map[Lock]= 2; map[LevelThree]= 3; map[Shift+LevelThree]= 4; map[Lock+LevelThree]= 3; preserve[Lock+LevelThree]= Lock; map[Shift+Lock+LevelThree]= 4; preserve[Shift+Lock+LevelThree]= Lock; level_name[1]= "Base"; level_name[2]= "Shift"; level_name[3]= "Alt Base"; level_name[4]= "Shift Alt"; }; type "XXX" { modifiers= Shift+Lock+LevelThree; map[Shift]= 2; map[Shift+LevelThree]= 4; level_name[1]= "A"; level_name[2]= "2"; level_name[3]= "3"; level_name[4]= "4"; }; type "YYY" { modifiers= none; level_name[1]= "New"; }; }; xkb_compatibility "" { virtual_modifiers NumLock=Mod2,LevelThree=Mod5,LevelFive=Mod3,U1=0x800,U2=none,U3=0x300000,Z1=none,Z2=none,Z3=0x310000,M1=0x1000,M2=none,M3=0x320000,U7=0x100000,Z7=none,M7=0x700000; interpret.useModMapMods= AnyLevel; interpret.repeat= False; interpret Caps_Lock+AnyOfOrNone(all) { action= LockMods(modifiers=NumLock); }; interpret Any+AnyOf(all) { action= SetMods(modifiers=modMapMods); }; indicator "Caps Lock" { whichModState= locked; modifiers= Lock; }; indicator "Kana" { whichModState= locked; modifiers= Control; }; indicator "Num Lock" { whichModState= base; modifiers= Lock; }; }; xkb_symbols "" { key <T004> { [ Greek_alpha ] }; key <T005> { repeat= No, symbols[1]= [ NoSymbol ], actions[1]= [ SetGroup(group=3) ] }; key <T006> { repeat= No, symbols[1]= [ Greek_alpha ], actions[1]= [ SetGroup(group=3) ] }; key <T007> { [ a ] }; key <T008> { repeat= No, symbols[1]= [ NoSymbol ], actions[1]= [ SetGroup(group=2) ] }; key <T009> { repeat= No, symbols[1]= [ a ], actions[1]= [ SetGroup(group=2) ] }; key <T010> { [ a ] }; key <T011> { repeat= No, symbols[1]= [ NoSymbol ], actions[1]= [ SetGroup(group=2) ] }; key <T012> { repeat= No, symbols[1]= [ a ], actions[1]= [ SetGroup(group=2) ] }; key <T013> { [ a, { A, Y } ] }; key <T014> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=2), { SetGroup(group=2), SetMods(modifiers=Control) } ] }; key <T015> { repeat= No, symbols[1]= [ a, { A, Y } ], actions[1]= [ SetGroup(group=2), { SetGroup(group=2), SetMods(modifiers=Control) } ] }; key <T016> { [ Greek_alpha, A ] }; key <T017> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=2) ] }; key <T018> { repeat= No, symbols[1]= [ Greek_alpha, A ], actions[1]= [ SetGroup(group=3), SetGroup(group=2) ] }; key <T020> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=2) ] }; key <T021> { repeat= No, symbols[1]= [ Greek_alpha, A ], actions[1]= [ SetGroup(group=3), SetGroup(group=2) ] }; key <T022> { [ Greek_alpha, A ] }; key <T023> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=2) ] }; key <T024> { repeat= No, symbols[1]= [ Greek_alpha, A ], actions[1]= [ SetGroup(group=3), SetGroup(group=2) ] }; key <T025> { [ Greek_alpha, Greek_ALPHA, Greek_alpha, NoSymbol ] }; key <T026> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol, NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=3), SetGroup(group=3), NoAction() ] }; key <T027> { repeat= No, symbols[1]= [ Greek_alpha, Greek_ALPHA, Greek_alpha, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=3), SetGroup(group=3), NoAction() ] }; key <T028> { [ Greek_alpha, Greek_ALPHA, a, NoSymbol ] }; key <T029> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol, NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=3), SetGroup(group=2), NoAction() ] }; key <T030> { repeat= No, symbols[1]= [ Greek_alpha, Greek_ALPHA, a, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=3), SetGroup(group=2), NoAction() ] }; key <T034> { [ Greek_alpha ] }; key <T035> { repeat= No, symbols[1]= [ NoSymbol ], actions[1]= [ SetGroup(group=3) ] }; key <T036> { repeat= No, symbols[1]= [ Greek_alpha ], actions[1]= [ SetGroup(group=3) ] }; key <T037> { [ NoSymbol, Greek_ALPHA ] }; key <T038> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ NoAction(), SetGroup(group=3) ] }; key <T039> { repeat= No, symbols[1]= [ NoSymbol, Greek_ALPHA ], actions[1]= [ NoAction(), SetGroup(group=3) ] }; key <T043> { [ Greek_alpha, Greek_ALPHA ] }; key <T044> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T045> { repeat= No, symbols[1]= [ Greek_alpha, Greek_ALPHA ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T046> { [ a, A ] }; key <T047> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=2), SetGroup(group=2) ] }; key <T048> { repeat= No, symbols[1]= [ a, A ], actions[1]= [ SetGroup(group=2), SetGroup(group=2) ] }; key <T049> { [ Greek_alpha, A ] }; key <T050> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=2) ] }; key <T051> { repeat= No, symbols[1]= [ Greek_alpha, A ], actions[1]= [ SetGroup(group=3), SetGroup(group=2) ] }; key <T052> { [ a, Greek_ALPHA ] }; key <T053> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=2), SetGroup(group=3) ] }; key <T054> { repeat= No, symbols[1]= [ a, Greek_ALPHA ], actions[1]= [ SetGroup(group=2), SetGroup(group=3) ] }; key <T055> { [ Greek_alpha, Greek_ALPHA ] }; key <T056> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T057> { repeat= No, symbols[1]= [ Greek_alpha, Greek_ALPHA ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T060> { repeat= No, symbols[1]= [ a, X ], actions[1]= [ SetGroup(group=3), SetGroup(group=2) ] }; key <T061> { [ Greek_alpha ] }; key <T062> { repeat= No, symbols[1]= [ NoSymbol ], actions[1]= [ SetGroup(group=3) ] }; key <T063> { repeat= No, symbols[1]= [ Greek_alpha ], actions[1]= [ SetGroup(group=3) ] }; key <T064> { [ Greek_alpha ] }; key <T065> { repeat= No, symbols[1]= [ NoSymbol ], actions[1]= [ SetGroup(group=3) ] }; key <T066> { repeat= No, symbols[1]= [ Greek_alpha ], actions[1]= [ SetGroup(group=3) ] }; key <T067> { [ NoSymbol, Greek_ALPHA ] }; key <T068> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ NoAction(), SetGroup(group=3) ] }; key <T069> { repeat= No, symbols[1]= [ NoSymbol, Greek_ALPHA ], actions[1]= [ NoAction(), SetGroup(group=3) ] }; key <T070> { [ NoSymbol, Greek_ALPHA ] }; key <T071> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ NoAction(), SetGroup(group=3) ] }; key <T072> { repeat= No, symbols[1]= [ NoSymbol, Greek_ALPHA ], actions[1]= [ NoAction(), SetGroup(group=3) ] }; key <T073> { [ Greek_alpha, Greek_ALPHA ] }; key <T074> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T075> { repeat= No, symbols[1]= [ Greek_alpha, Greek_ALPHA ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T076> { [ { Greek_alpha, Greek_upsilon }, { Greek_ALPHA, Greek_UPSILON } ] }; key <T077> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, { SetGroup(group=3), SetMods(modifiers=Mod5) } ] }; key <T078> { repeat= No, symbols[1]= [ { Greek_alpha, Greek_upsilon }, { Greek_ALPHA, Greek_UPSILON } ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, { SetGroup(group=3), SetMods(modifiers=Mod5) } ] }; key <T079> { [ Greek_alpha, A ] }; key <T080> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=2) ] }; key <T081> { repeat= No, symbols[1]= [ Greek_alpha, A ], actions[1]= [ SetGroup(group=3), SetGroup(group=2) ] }; key <T085> { [ Greek_alpha, A ] }; key <T086> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=2) ] }; key <T087> { repeat= No, symbols[1]= [ Greek_alpha, A ], actions[1]= [ SetGroup(group=3), SetGroup(group=2) ] }; key <T088> { [ a, Greek_ALPHA ] }; key <T089> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=2), SetGroup(group=3) ] }; key <T090> { repeat= No, symbols[1]= [ a, Greek_ALPHA ], actions[1]= [ SetGroup(group=2), SetGroup(group=3) ] }; key <T091> { [ a, Greek_ALPHA ] }; key <T092> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=2), SetGroup(group=3) ] }; key <T093> { repeat= No, symbols[1]= [ a, Greek_ALPHA ], actions[1]= [ SetGroup(group=2), SetGroup(group=3) ] }; key <T094> { [ Greek_alpha, Greek_ALPHA ] }; key <T095> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T096> { repeat= No, symbols[1]= [ Greek_alpha, Greek_ALPHA ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T097> { [ { Greek_alpha, Greek_upsilon }, { Greek_ALPHA, Greek_UPSILON } ] }; key <T098> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, { SetGroup(group=3), SetMods(modifiers=Mod5) } ] }; key <T099> { repeat= No, symbols[1]= [ { Greek_alpha, Greek_upsilon }, { Greek_ALPHA, Greek_UPSILON } ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, { SetGroup(group=3), SetMods(modifiers=Mod5) } ] }; key <T103> { [ NoSymbol, { Greek_ALPHA, Greek_UPSILON } ] }; key <T104> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ NoAction(), { SetGroup(group=3), SetMods(modifiers=Mod5) } ] }; key <T105> { repeat= No, symbols[1]= [ NoSymbol, { Greek_ALPHA, Greek_UPSILON } ], actions[1]= [ NoAction(), { SetGroup(group=3), SetMods(modifiers=Mod5) } ] }; key <T106> { [ Greek_alpha, Greek_BETA ] }; key <T107> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T108> { repeat= No, symbols[1]= [ Greek_alpha, Greek_BETA ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T109> { [ { Greek_alpha, Greek_upsilon }, { Greek_ALPHA, Greek_UPSILON } ] }; key <T110> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, { SetGroup(group=3), SetMods(modifiers=Mod5) } ] }; key <T111> { repeat= No, symbols[1]= [ { Greek_alpha, Greek_upsilon }, { Greek_ALPHA, Greek_UPSILON } ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, { SetGroup(group=3), SetMods(modifiers=Mod5) } ] }; key <T112> { [ Greek_alpha, Greek_BETA ] }; key <T113> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T114> { repeat= No, symbols[1]= [ Greek_alpha, Greek_BETA ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T115> { [ { Greek_alpha, Greek_upsilon }, { Greek_XI, Greek_BETA } ] }; key <T116> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, { SetMods(modifiers=Mod5), SetGroup(group=3) } ] }; key <T117> { repeat= No, symbols[1]= [ { Greek_alpha, Greek_upsilon }, { Greek_XI, Greek_BETA } ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, { SetMods(modifiers=Mod5), SetGroup(group=3) } ] }; key <T118> { [ { a, y }, { Greek_ALPHA, Greek_UPSILON } ] }; key <T119> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ { SetGroup(group=2), SetMods(modifiers=Control) }, { SetGroup(group=3), SetMods(modifiers=Mod5) } ] }; key <T120> { repeat= No, symbols[1]= [ { a, y }, { Greek_ALPHA, Greek_UPSILON } ], actions[1]= [ { SetGroup(group=2), SetMods(modifiers=Control) }, { SetGroup(group=3), SetMods(modifiers=Mod5) } ] }; key <T121> { [ Greek_alpha, Greek_BETA ] }; key <T122> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T123> { repeat= No, symbols[1]= [ Greek_alpha, Greek_BETA ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T127> { [ { Greek_alpha, Greek_xi }, { Greek_XI, Greek_BETA } ] }; key <T128> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, { SetMods(modifiers=Mod5), SetGroup(group=3) } ] }; key <T129> { repeat= No, symbols[1]= [ { Greek_alpha, Greek_xi }, { Greek_XI, Greek_BETA } ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, { SetMods(modifiers=Mod5), SetGroup(group=3) } ] }; key <T130> { [ { a, y }, { X, A } ] }; key <T131> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ { SetGroup(group=2), SetMods(modifiers=Control) }, { SetMods(modifiers=Control), SetGroup(group=2) } ] }; key <T132> { repeat= No, symbols[1]= [ { a, y }, { X, A } ], actions[1]= [ { SetGroup(group=2), SetMods(modifiers=Control) }, { SetMods(modifiers=Control), SetGroup(group=2) } ] }; key <T133> { [ { Greek_alpha, Greek_xi }, { Greek_XI, Greek_BETA } ] }; key <T134> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, { SetMods(modifiers=Mod5), SetGroup(group=3) } ] }; key <T135> { repeat= No, symbols[1]= [ { Greek_alpha, Greek_xi }, { Greek_XI, Greek_BETA } ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, { SetMods(modifiers=Mod5), SetGroup(group=3) } ] }; key <T136> { [ NoSymbol, { A, Y } ] }; key <T137> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ NoAction(), { SetGroup(group=2), SetMods(modifiers=Control) } ] }; key <T138> { repeat= No, symbols[1]= [ NoSymbol, { A, Y } ], actions[1]= [ NoAction(), { SetGroup(group=2), SetMods(modifiers=Control) } ] }; key <T139> { [ Greek_alpha, Greek_ALPHA ] }; key <T140> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T141> { repeat= No, symbols[1]= [ Greek_alpha, Greek_ALPHA ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T142> { [ a, B ] }; key <T143> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=2), SetGroup(group=2) ] }; key <T144> { repeat= No, symbols[1]= [ a, B ], actions[1]= [ SetGroup(group=2), SetGroup(group=2) ] }; key <T145> { [ Greek_alpha, Greek_ALPHA ] }; key <T146> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T147> { repeat= No, symbols[1]= [ Greek_alpha, Greek_ALPHA ], actions[1]= [ SetGroup(group=3), SetGroup(group=3) ] }; key <T150> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, { SetGroup(group=3), SetMods(modifiers=Mod5) } ] }; key <T153> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, SetGroup(group=3) ] }; key <T156> { repeat= No, symbols[1]= [ NoSymbol, NoSymbol ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, SetGroup(group=3) ] }; key <T159> { repeat= No, symbols[1]= [ a, { X, Y } ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, SetGroup(group=2) ] }; key <T162> { repeat= No, symbols[1]= [ { a, b }, X ], actions[1]= [ SetGroup(group=3), { SetGroup(group=2), SetMods(modifiers=Control) } ] }; key <T165> { repeat= No, symbols[1]= [ { a, b }, { X, Y } ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, { SetGroup(group=2), SetMods(modifiers=Control) } ] }; key <T168> { repeat= No, symbols[1]= [ { x, y }, { X, Y } ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, { SetGroup(group=3), SetMods(modifiers=Mod5) } ] }; key <T171> { repeat= No, symbols[1]= [ x, { X, Y } ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, SetGroup(group=3) ] }; key <T174> { repeat= No, symbols[1]= [ x, { A, B } ], actions[1]= [ { SetGroup(group=2), SetMods(modifiers=Control) }, SetGroup(group=3) ] }; key <T177> { repeat= No, symbols[1]= [ { x, y }, { A, B } ], actions[1]= [ { SetGroup(group=2), SetMods(modifiers=Control) }, { SetGroup(group=3), SetMods(modifiers=Mod5) } ] }; key <T180> { repeat= No, symbols[1]= [ y, { X, Y } ], actions[1]= [ SetGroup(group=3), { SetGroup(group=3), SetMods(modifiers=Mod5) } ] }; key <T183> { repeat= No, symbols[1]= [ y, X ], actions[1]= [ SetMods(modifiers=Mod5), SetGroup(group=3) ] }; key <T186> { repeat= No, symbols[1]= [ a, { A, B } ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, SetGroup(group=3) ] }; key <T189> { repeat= No, symbols[1]= [ { A, B }, a ], actions[1]= [ SetGroup(group=3), { SetGroup(group=3), SetMods(modifiers=Mod5) } ] }; key <T192> { repeat= No, symbols[1]= [ { x, y }, X ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) }, SetGroup(group=3) ] }; key <T204> { repeat= No, symbols[1]= [ { A, A } ], actions[1]= [ { SetGroup(group=3), SetMods(modifiers=Mod5) } ] }; key <T207> { repeat= No, symbols[1]= [ Y ], actions[1]= [ SetGroup(group=3) ] }; }; };