Kaeirimless function or ᛨ(x) is a function that means finity counter. Example: ᛨ(27) = final intaurusterminusfinity.
Examples[]
ᛨ(x) = finity[x] or C(C(C(...(C(C(C(Ω)))...))) with x C's. In fast-growing hierachy, kaeirimless function is TAR function (see Tritar).
ᛨ(1) =finity[1] = infinifinity
ᛨ(2)=finity[2] = final infinity
ᛨ(3)=finity[3] = endfinity
ᛨ(4)=Eternalfinity
ᛨ(7)=terminusfinity
ᛨ(2526) is called 'final incancerinaccesiblegeminifinal intaurusabsility'
ᛨ^y(x) = ᛨ(ᛨ(ᛨ(ᛨ(ᛨ(...(ᛨ(ᛨ(ᛨ(ᛨ(x))))...))))) y times, or ᛨ(x, y)
ᛨ^2(1)=ᛨ(ᛨ(1))=ᛨ(𝖀 infinifinity)=heninity
ᛨ^2(7)=ᛨ(ᛨ(7))=inpredictafinity
ᛨ^3(1)=ᛨ^2(𝖀 infinifinity)=ᛨ^2(ᛨ(1))=ᛨ(% heninity)=ᛨ(ᛨ(ᛨ(1)))=januaryfinity
See infini absolute finity for many kaeirimless numbers
Three entry or ᛨ(x, y, z) =ᛨ^ᛨ^ᛨ^ᛨ^ᛨ... ᛨ^ᛨ^ᛨ(y) (x) (x) (x) (x) (x) (x) (x) (x) =ᛨ(x, ᛨ(x, ᛨ(x, ᛨ(x, ᛨ(x, ᛨ(...(x, ᛨ(x, ᛨ(x, ᛨ(x, ᛨ(x, y)))))...)))))) z times
List of three entry numbers:
Never inpredictafinity - ᛨ^ᛨ^2(7)(7) = ᛨ(7, ᛨ^2(7)) = ᛨ(7,2,2), also called reacima-inpredictafinity.
Reacimafinity - ᛨ^𝖀(1)=ᛨ^ᛨ(1)(1)=ᛨ(1, 𝖀) =ᛨ(1, ᛨ(1))=ᛨ(1,1,2)
Another example: ᛨ(4,3,7)=ᛨ^ᛨ^ᛨ^ᛨ^ᛨ^ᛨ^ᛨ^3(4)(4)(4)(4)(4)(4)(4) is called 'heptareacima-aprilfinity'
Four entry or ᛨ(x, y, z, h) =ᛨ(x, y, ᛨ(x, y, ᛨ(x, y, ᛨ(x, y, ᛨ(x, y, ᛨ(...(x, y, ᛨ(x, y, ᛨ(x, y, ᛨ(x, y, ᛨ(x, y, z)))))...)))))) h times
First four entry Number - deimatafinity = ᛨ(1,1,1,2) = ᛨ(1,1,ᛨ(1))
Many entry
ᛨ(a, b, c, d, e, f, G,....w,x,y,z,ᚠ) =ᛨ(a, b, c, d, e, f, G,....w,x,y, ᛨ(a, b, c, d, e, f, G,....w,x,y, ᛨ(a, b, c, d, e, f, G,....w,x,y, ᛨ(a, b, c, d, e, f, G,....w,x,y, ᛨ(a, b, c, d, e, f, G,....w,x,y, ᛨ(...(a, b, c, d, e, f, G,....w,x,y, ᛨ(a, b, c, d, e, f, G,....w,x,y, ᛨ(a, b, c, d, e, f, G,....w,x,y, ᛨ(a, b, c, d, e, f, G,....w,x,y, ᛨ(a, b, c, d, e, f, G,....w,x,y, z)))))...)))))) ᚠ times
First five entry Number - imperitafinity (or imailoperitafinity) = ᛨ(1,1,1,1,2)=ᛨ(1,1,1,ᛨ(1))
First six entry Number - omegitilerimalifinity = ᛨ(1,1,1,1,1,2)=ᛨ(1,1,1,1,ᛨ(1))
And others.
Instafinity, corrupfinity, supifinity in kaeirimless function[]
Instafinity = ᛨ(7,2,1,2) also called deimata-inpredictafinity
Corrupfinity = ᛨ(7,2,2,2) also called multideimata-inpredictafinity
Supifinity = ᛨ(7,2,3,2) also called tetradeimata-inpredictafinity
Imperitafinity is bigger than supifinity, but smaller than hetafinity, and never