X-Git-Url: https://shimmer.witbreuk.eu/gitweb/UltimateKEYS.git/blobdiff_plain/5cb5a573aaf7912470f6c51916bd1dc6184c5e11..2da1ad8b2c369c98d7f1d918facf7093856eba42:/autohotkey/UltimateKEYS%20(for%20AutoHotkey%20v1.1).ahk diff --git a/autohotkey/UltimateKEYS (for AutoHotkey v1.1).ahk b/autohotkey/UltimateKEYS (for AutoHotkey v1.1).ahk index b9987c9..150815a 100644 --- a/autohotkey/UltimateKEYS (for AutoHotkey v1.1).ahk +++ b/autohotkey/UltimateKEYS (for AutoHotkey v1.1).ahk @@ -1,6 +1,6 @@ -#Requires AutoHotkey v1.1 +#requires AutoHotkey v1.1 -; UltimateKEYS (for AutoHotkey v1.1).ahk - 2023-04-18 +; UltimateKEYS (for AutoHotkey v1.1).ahk - 2023-07-15 ; Website : www.ultimatekeys.info (pieter-degroote.github.io/UltimateKEYS/) @@ -504,6 +504,7 @@ cmpSmallF.item["H"] := "{u+a726}" ; (Ꜧ) capital letter heng cmpSmallF.item["j"] := "{u+029d}" ; (ʝ) j with crossed-tail cmpSmallF.item["l"] := "{u+026d}" ; (ɭ) l with retroflex hook cmpSmallF.item["n"] := "{u+0273}" ; (ɳ) n with retroflex hook +cmpSmallF.item["q"] := "{u+02a0}" ; (ʠ) q with hook cmpSmallF.item["r"] := "{u+027e}" ; (ɾ) r with fishhook cmpSmallF.item["t"] := "{u+0288}" ; (ʈ) t with retroflex hook cmpSmallF.item["T"] := "{u+01ae}" ; (Ʈ) T with retroflex hook @@ -539,10 +540,15 @@ cmpSmallL.item["N"] := "{u+0220}" ; (Ƞ) capital letter N with long right leg cmpSmallL.item["o"] := "{u+0254}" ; (ɔ) small letter open o cmpSmallL.item["O"] := "{u+0186}" ; (Ɔ) capital letter open O cmpSmallL.item["q"] := "{u+0277}" ; (ɷ) Latin small letter closed omega -cmpSmallL.item["s"] := "{u+0283}" ; (ʃ) small letter esh -cmpSmallL.item["S"] := "{u+01a9}" ; (Ʃ) capital letter esh +cmpSmallL.item["s"] := "{u+0283}" ; (ʃ) Latin small letter esh +cmpSmallL.item["S"] := "{u+01a9}" ; (Ʃ) Latin capital letter esh cmpSmallL.item["u"] := "{u+028a}" ; (ʊ) Latin small letter upsilon cmpSmallL.item["U"] := "{u+01b1}" ; (Ʊ) Latin capital letter upsilon +cmpSmallL.item["8"] := "{u+0223}" ; (ȣ) small letter ou +cmpSmallL.item["*"] := "{u+0222}" ; (Ȣ) capital letter OU +cmpSmallL.item["7"] := "{u+0242}" ; (ɂ) small letter glottal stop +cmpSmallL.item["&"] := "{u+0241}" ; (Ɂ) capital letter glottal stop +cmpSmallL.item["?"] := "{u+0294}" ; (ʔ) unicase letter glottal stop ; Compose : Turned Letters (r) @@ -663,8 +669,8 @@ cmpGreek.item["P"] := "{u+03a0}" ; (Π) Greek capital pi cmpGreek.item["r"] := "{u+03c1}" ; (ρ) Greek small rho cmpGreek.item["R"] := "{u+03a1}" ; (Ρ) Greek capital rho cmpGreek.item["s"] := "{u+03c3}" ; (σ) Greek small sigma -cmpGreek.item["S"] := "{u+03a3}" ; (Σ) Greek capital sigma cmpGreek.item[","] := "{u+03c2}" ; (ς) Greek small final sigma +cmpGreek.item["S"] := "{u+03a3}" ; (Σ) Greek capital sigma cmpGreek.item["t"] := "{u+03c4}" ; (τ) Greek small tau cmpGreek.item["T"] := "{u+03a4}" ; (Τ) Greek capital tau cmpGreek.item["u"] := "{u+03c5}" ; (υ) Greek small upsilon @@ -881,18 +887,20 @@ cmpMathSymbols.item["U"] := "{u+2216}" ; (∖) set minus cmpMathSymbols.item["w"] := "{u+2118}" ; (℘) Weierstrass elliptic function cmpMathSymbols.item["z"] := "{u+21af}" ; (↯) downwards zigzag arrow cmpMathSymbols.item["Z"] := "{u+2124}" ; (ℤ) whole numbers +cmpMathSymbols.item["2"] := "{u+2236}" ; (∶) ratio symbol +cmpMathSymbols.item["4"] := "{u+2237}" ; (∷) proportion sign cmpMathSymbols.item["6"] := "{u+2220}" ; (∠) angle symbol -cmpMathSymbols.item["&"] := "{u+2227}" ; (∧) logical and -cmpMathSymbols.item["8"] := "{u+2297}" ; (⊗) circled times -cmpMathSymbols.item["*"] := "{u+2299}" ; (⊙) circled dot operator cmpMathSymbols.item["9"] := "{u+221f}" ; (∟) right angle cmpMathSymbols.item["0"] := "{u+2221}" ; (∡) measured angle cmpMathSymbols.item["+"] := "{u+2295}" ; (⊕) circled plus cmpMathSymbols.item["-"] := "{u+2296}" ; (⊖) circled minus +cmpMathSymbols.item["*"] := "{u+2297}" ; (⊗) circled times cmpMathSymbols.item["/"] := "{u+2298}" ; (⊘) circled division slash +cmpMathSymbols.item["."] := "{u+2299}" ; (⊙) circled dot operator cmpMathSymbols.item["="] := "{u+225d}" ; (≝) equal to by definition cmpMathSymbols.item[";"] := "{u+2235}" ; (∵) because sign cmpMathSymbols.item[":"] := "{u+2234}" ; (∴) therefore sign +cmpMathSymbols.item["&"] := "{u+2227}" ; (∧) logical and cmpMathSymbols.item["|"] := "{u+2228}" ; (∨) logical or