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wie in der Windowsvariante Benutzung der KP für die Mod4-Ziffern

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pascal 2008-09-15 07:15:54 +00:00
parent 2142a6a99f
commit e62a87e90b
1 changed files with 17 additions and 17 deletions
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@ -117,12 +117,12 @@ keycode 15 = 6 EuroSign cent malesymbol sterling No
keycode 16 = 7 dollar yen Greek_kappa currency NoSymbol notelementof
! $ ¥ κ ¤ ∉
keycode 17 = 8 doublelowquotemark singlelowquotemark U27E8 slash slash U2204
! „ ‚ ⟨ (bra) / ∄ not exist
keycode 18 = 9 leftdoublequotemark leftsinglequotemark U27E9 asterisk asterisk U2226
! “ ‘ ⟩ (ket) * ∦ not parallel
keycode 19 = 0 rightdoublequotemark rightsinglequotemark U2080 minus NoSymbol emptyset
! ” ’ subscript-0 - ∅
keycode 17 = 8 doublelowquotemark singlelowquotemark U27E8 KP_Didide KP_Didide U2204
! „ ‚ ⟨ (bra) / / ∄ not exist
keycode 18 = 9 leftdoublequotemark leftsinglequotemark U27E9 KP_Multiply KP_Multiply U2226
! “ ‘ ⟩ (ket) * * ∦ not parallel
keycode 19 = 0 rightdoublequotemark rightsinglequotemark U2080 KP_Subtract KP_Subtract emptyset
! ” ’ subscript-0 - - ∅
keycode 20 = minus endash emdash U2011 NoSymbol NoSymbol hyphen
! - – — ‑ non-breaking ­
@ -145,14 +145,14 @@ keycode 28 = w W asciicircum Greek_omega Insert Insert
keycode 29 = k K exclam U03F0 exclamdown NoSymbol radical
! ! ϰ Greek_kappa ¡ √
keycode 30 = h H less Greek_psi 7 7 U03A8
keycode 30 = h H less Greek_psi KP_7 KP_7 U03A8
! < ψ Ψ Greek_PSI
keycode 31 = g G greater Greek_gamma 8 8 U0393
keycode 31 = g G greater Greek_gamma KP_8 KP_8 U0393
! > γ Γ Greek_GAMMA
keycode 32 = f F equal Greek_phi 9 9 U03A6
keycode 32 = f F equal Greek_phi KP_9 KP_9 U03A6
! = φ Φ Greek_PHI
keycode 33 = q Q ampersand U03D5 plus NoSymbol U211A
! & ϕ Greek_phi + ℚ rational
keycode 33 = q Q ampersand U03D5 KP_Add KP_Add U211A
! & ϕ Greek_phi + + ℚ rational
keycode 34 = ssharp U1E9E U017F Greek_finalsmallsigma NoSymbol NoSymbol U2218
! ß ẞ Capital ß ſ long s ς ∘ ring operator
@ -176,11 +176,11 @@ keycode 42 = o O asterisk Greek_omicron End End elementof
keycode 43 = s S question Greek_sigma questiondown NoSymbol U03A3
! ? σ ¿ Σ Greek_SIGMA
keycode 44 = n N parenleft Greek_nu 4 4 U2115
keycode 44 = n N parenleft Greek_nu KP_4 KP_4 U2115
! ( ν ℕ natural
keycode 45 = r R parenright U03F1 5 5 U211D
keycode 45 = r R parenright U03F1 KP_5 KP_5 U211D
! ) ϱ Greek_rho ℝ real
keycode 46 = t T minus Greek_tau 6 6 partialderivative
keycode 46 = t T minus Greek_tau KP_6 KP_6 partialderivative
! - τ ∂
keycode 47 = d D colon Greek_delta comma NoSymbol U0394
! : δ , Δ Greek_DELTA
@ -203,11 +203,11 @@ keycode 56 = z Z grave Greek_zeta Undo Redo U2124
keycode 57 = b B plus Greek_beta colon NoSymbol U21D0
! + β : ⇐
keycode 58 = m M percent Greek_mu 1 1 ifonlyif
keycode 58 = m M percent Greek_mu KP_1 KP_1 ifonlyif
! % μ ⇔
keycode 59 = comma NoSymbol quotedbl Greek_rho 2 2 U21D2
keycode 59 = comma NoSymbol quotedbl Greek_rho KP_2 KP_2 U21D2
! , . " ρ ⇒ implies
keycode 60 = period NoSymbol apostrophe U03D1 3 3 U0398
keycode 60 = period NoSymbol apostrophe U03D1 KP_3 KP_3 U0398
! . ' ϑ Greek_theta Θ Greek_THETA
keycode 61 = j J semicolon Greek_theta semicolon NoSymbol identical
! ; θ ; ≡