+!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
+! The first row (number Row)
+!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
+! Ebene1 Ebene2 Ebene3 Ebene5 Ebene4 Ebene4+Sh Ebene6 Ebene7
+
+keycode 10 = 1 degree onesuperior onesubscript ordfeminine NoSymbol notsign NoSymbol
+! ° ¹ ₁ ª ¬
+keycode 11 = 2 section twosuperior twosubscript masculine NoSymbol logicalor NoSymbol
+! § ² ₂ º ∨
+keycode 12 = 3 U2113 threesuperior threesubscript numerosign NoSymbol logicaland NoSymbol
+! ℓ liter ³ ₃ № ∧
+keycode 13 = 4 guillemotright U203A femalesymbol NoSymbol NoSymbol U22A5 NoSymbol
+! » › ♀ ⊥ perpendicular
+keycode 14 = 5 guillemotleft U2039 malesymbol periodcentered NoSymbol U2221 NoSymbol
+! « ‹ ♂ · ∡ angle sign
+keycode 15 = 6 dollar cent U26A5 sterling NoSymbol U2225 NoSymbol
+! $ ¢ ⚥ £ ∥ parallel
+
+keycode 16 = 7 EuroSign yen U03F0 currency NoSymbol rightarrow NoSymbol
+! € ¥ ϰ Greek_kappa ¤ →
+keycode 17 = 8 doublelowquotemark singlelowquotemark leftanglebracket Tab ISO_Left_Tab infinity NoSymbol
+! „ ‚ ⟨ (bra) ∞
+keycode 18 = 9 leftdoublequotemark leftsinglequotemark rightanglebracket KP_Divide KP_Divide variation NoSymbol
+! “ ‘ ⟩ (ket) / / ∝ proportional to
+keycode 19 = 0 rightdoublequotemark rightsinglequotemark zerosubscript KP_Multiply KP_Multiply emptyset NoSymbol
+! ” ’ ₀ * * ∅
+keycode 20 = minus emdash NoSymbol U2011 KP_Subtract KP_Subtract hyphen NoSymbol
+! - — ‑ non-breaking - - soft hyphen
+
+!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
+! The upper row
+!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
+! Ebene1 Ebene2 Ebene3 Ebene5 Ebene4 Ebene4+Sh Ebene6 Ebene7
+
+keycode 24 = x X ellipsis Greek_xi Prior Prior Greek_XI Greek_XI
+! … ξ Ξ Ξ
+keycode 25 = v V underscore NoSymbol BackSpace BackSpace radical NoSymbol
+! _ √
+keycode 26 = l L bracketleft Greek_lambda Up Up Greek_LAMBDA Greek_LAMBDA
+! [ λ Λ Λ
+keycode 27 = c C bracketright Greek_chi Delete Delete U2102 NoSymbol
+! ] χ ℂ komplex
+keycode 28 = w W asciicircum Greek_omega Next Next Greek_OMEGA Greek_OMEGA
+! ^ ω Ω Ω
+
+keycode 29 = k K exclam Greek_kappa exclamdown NoSymbol multiply NoSymbol
+! ! κ ¡ × times
+keycode 30 = h H less Greek_psi KP_7 KP_7 Greek_PSI Greek_PSI
+! < η Ψ Ψ
+keycode 31 = g G greater Greek_gamma KP_8 KP_8 Greek_GAMMA Greek_GAMMA
+! > γ Γ Γ
+keycode 32 = f F equal Greek_phi KP_9 KP_9 Greek_PHI Greek_PHI
+! = φ Φ Φ
+keycode 33 = q Q ampersand U03D5 KP_Add KP_Add U211A NoSymbol
+! & ϕ Greek_phi + + ℚ rational
+keycode 34 = ssharp U1E9E U017F Greek_finalsmallsigma U2212 NoSymbol jot NoSymbol
+! ß ẞ Capital ß ſ long s ς − real minus ∘ ring operator
+
+!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
+! The home row (middle row)
+!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
+! Ebene1 Ebene2 Ebene3 Ebene5 Ebene4 Ebene4+Sh Ebene6 Ebene7
+
+keycode 38 = u U backslash NoSymbol Home Home includedin NoSymbol
+! \ ⊂
+keycode 39 = i I slash Greek_iota Left Left integral NoSymbol
+! / ι ∫
+keycode 40 = a A braceleft Greek_alpha Down Down U2200 NoSymbol
+! { α ∀ for all
+keycode 41 = e E braceright Greek_epsilon Right Right U2203 NoSymbol
+! } ε ∃ there exists
+keycode 42 = o O asterisk Greek_omicron End End elementof NoSymbol
+! * ο ∈
+
+keycode 43 = s S question Greek_sigma questiondown NoSymbol Greek_SIGMA Greek_SIGMA
+! ? σ ¿ Σ Σ
+keycode 44 = n N parenleft Greek_nu KP_4 KP_4 U2115 NoSymbol
+! ( ν ℕ natural
+keycode 45 = r R parenright Greek_rho KP_5 KP_5 U211D NoSymbol
+! ) ρ ℝ real
+keycode 46 = t T minus Greek_tau KP_6 KP_6 partialderivative
+! - τ ∂
+keycode 47 = d D colon Greek_delta KP_Separator comma Greek_DELTA Greek_DELTA
+! : δ , , Δ Δ
+keycode 48 = y Y at Greek_upsilon period KP_Decimal nabla NoSymbol
+! @ υ . . ∇
+
+!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
+! The lower row
+!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
+! Ebene1 Ebene2 Ebene3 Ebene5 Ebene4 Ebene4+Sh Ebene6 Ebene7
+
+keycode 52 = udiaeresis Udiaeresis numbersign NoSymbol Escape Escape union NoSymbol
+! ü Ü # ∪
+keycode 53 = odiaeresis Odiaeresis dollar U03F5 Tab ISO_Left_Tab intersection NoSymbol
+! ö Ö $ ϵ ∩
+keycode 54 = adiaeresis Adiaeresis bar Greek_eta Insert Insert U2135 NoSymbol
+! ä Ä | η ℵ
+keycode 55 = p P asciitilde Greek_pi Return Return Greek_PI Greek_PI
+! ~ π Π Π
+keycode 56 = z Z grave Greek_zeta Undo Redo U2124 NoSymbol
+! ` ζ ℤ integers
+
+keycode 57 = b B plus Greek_beta colon NoSymbol U21D0 NoSymbol
+! + β : ⇐
+keycode 58 = m M percent Greek_mu KP_1 KP_1 ifonlyif NoSymbol
+! % μ ⇔
+keycode 59 = comma endash quotedbl U03F1 KP_2 KP_2 U21D2 NoSymbol
+! , – " ϱ Greek_rho ⇒ implies
+keycode 60 = period enfilledcircbullet apostrophe U03D1 KP_3 KP_3 U21A6 NoSymbol
+! . • ' ϑ Greek_theta ↦
+keycode 61 = j J semicolon Greek_theta semicolon NoSymbol Greek_THETA Greek_THETA
+! ; θ ; Θ
+