True Infinity (commonly shortened to TI) is a hyperdimensional number. Its symbol is ꐟ.
Definition
Let's say row 0 contains every surreal, infinite and finite number, we can show this with (a, 0). This means that (a, 0) = a, the a here is a point on row 0. (0, 0) = 0, (1, 0) = 1, (Ω, 0) = Ω.
Row 1 surpasses everything on row 0, this means that (0, 1) is larger than (a, 0) for every a (not that row 0 has no end, but the first number of row 1 is still larger).
We can do the same with a row 2, row 3 and so on. True Infinity is defined as (0, (0, (0...,(0)...) which can also be shown as n where (0, n) = n.
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