Absolute Pi

Absolute Pi, or Absolute 3.14159... , is a number coined by Mathis R.V. Equal to $\Omega/\Omega\ \times\Omega$with Absolute Numbers. Let me explain.

Class?	२ Tielem (Class 2).
Well-Defined?	Yes.
Numbers Below?	Absolute Letters, Transfinity.
Numbers Above?	Mathis Absolutes, Absolutely Eternal.

Definition

$\Omega / \Omega$is The Absolute Infinity-th Absolute Number. (See Absolute Numbers.)

$\Omega/\Omega/\Omega$or $\Omega/\Omega \times 3$means The ($\Omega / \Omega$)-th Absolute Number.

$\Omega/\Omega/\Omega/\Omega$or $\Omega/\Omega \times 4$means... well i think you get the jist but its "The ($\Omega/\Omega/\Omega$)-th Absolute Number.

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$\Omega/\Omega/\Omega/.....\Omega/\Omega/\Omega$or $\Omega/\Omega \times \Omega$ is equal to Absolute Pi ($\Omega_\pi$).

References

1. Mathis R.V. - Numbers 0 to 𝗡̴̖͈̰̑̇͌ 𝗘̷̪͔̤̤̪̇̐̈́̒͆ 𝗩̸͙̫͎̃̓̀̈́̐ 𝗘҉̜͙̦̋͌͛̌͋ͅ 𝗥҈̰̘̬̳͕͛̒͑ !!! [1/2]