Absility

Classic

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"It feels nostalgic back to the old ages…" - Googleaarex

Absility
Entry Information
Scale(s)	३ Rabam (Class III) BBN Level 1 / "Infinitesimal"
BBN Abmetric Index	[3.395]
Definition Information
Well-defined?	Sort of
Comparsion
Larger Entries	Terminusfinity, Never, And More.
Smaller Entries	Absolute Infinity, Absolutely Everything, Absolute Never, Absolutely Eternal, Infinifinity, Final Infinity, Endfinity, Eternalfinity, Inaccessiblefinity

Absility (Λ) is the smallest infinite cardinal (gendial) which is totally inaccessible from building reflecting principles and n-sort reducible universes, being equal to ⏦x⏦, where ⏦ is Inaccessiblefinity

Hyperologists used this number in which they call it "Absolute Everything", inspired/taken from Mathis R.V's Absolutely Everything. This is derived from "The true magnitude of Absolute Totality" mathematical paper.

Absility is still based on Onefinity somehow, with an approximate value of: ~①↑6²=~①³⁶.

Aarex calls this cardinal Absolute Totality. Pink Ron calls this Number One pound, but nowadays he calls it Absility too. MSLF4600 calls this cardinal The Infinity Absolute. Exahedron calls this number Abfinity.

Relations

• Absility is a variant of Absolute Infinity, in which includes all reflecting principles built from/on a-sort universes, and a-sort universes, from the definition.
• This is the highest number definable from "The true magnitude of Absolute Totality" mathematical paper, surpassing Absolutely Eternal.
• If you multiply Absility by itself, you make Terminusfinity.

See also

• Infinifinity
• Final infinity
• Endfinity
• Eternalfinity
• Inaccesiblefinity
• Absility
• Terminusfinity