Inassibruils-Astsnsilizefinity

Inassibruils-Astsnsilizefinity or $\bigsqcup_\approx^\Omega\therefore\bigvee_\blacktriangle^\Nu$ is equal to $\bigvee_\bigvee^\bigvee\bigvee_1^1\bigvee_1^1\bigvee_1^1\bigvee_1^1\bigvee_1^1\bigvee_1^1\bigvee_\bigvee^\bigvee\bigvee_1^1\bigvee_1^1\bigvee_1^1\bigvee_1^1\bigvee_1^1\bigvee_1^1\bigvee_\bigvee^\bigvee\bigvee_1^1\bigvee_1^1\bigvee_1^1\bigvee_1^1\bigvee_1^1\bigvee_1^1\bigvee_1^1$, where [Ω] is Xinsatuionsfinity. Xinsatuionsfinity is counted by Lomatuils♋20312

The Members of cardinals [Ω], shared MO(Ω)

Definition

Doubillitiainassibruils-Astsnsilizefinity, $\bigsqcup_\approx^\Omega\therefore\bigvee_\blacktriangle^\Nu\Nu$

Tripillitiainassibruils-Astsnsilizefinity, $\bigsqcup_\approx^\Omega\therefore\bigvee_\blacktriangle^\Nu\Nu\Nu$

Quintupillitiainassibruils-Astsnsilizefinity, $\bigsqcup_\approx^\Omega\therefore\bigvee_\blacktriangle^\Nu\Nu\Nu\Nu\Nu$

Decupillitiainassibruils-Astsnsilizefinity, $\bigsqcup_\approx^\Omega\therefore\bigvee_\blacktriangle^\Nu\Nu...\Nu$

Centupillitiainassibruils-Astsnsilizefinity, $\bigsqcup_\approx^\Omega\therefore\bigvee_\blacktriangle^\Eta\Nu...\Nu$

Milliupillitiainassibruils-Astsnsilizefinity, $\bigsqcup_\approx^\Omega\therefore\bigvee_\blacktriangle^\Mu\Nu...\Nu$

Infinialupillitiainassibruils-Astsnsilizefinity, $\bigsqcup_\approx^\Omega\therefore\bigvee_\blacktriangle^\aleph\Nu...\Nu$

Finilute-Infinialupillitiainassibruils-Astsnsilizefinity, $\bigsqcup_\approx^\Omega\therefore\bigvee_\blacktriangle^\aleph\Nu...\Nu\Nu$

Absilli-ibruils-Astsnsilizefinity, $\bigsqcup_\approx^\Omega\therefore\bigvee_\blacktriangle^\text{♊}\Nu...\Nu\Nu$

Doubilliabsilli-ibruils-Astsnsilizefinity, $\bigsqcup_\approx^\Omega\therefore\bigvee_\blacktriangle^\text{1,3}\Nu...\Nu\Nu$

Tripilliabsilli-ibruils-Astsnsilizefinity, $\bigsqcup_\approx^\Omega\therefore\bigvee_\blacktriangle^\text{1,8}\Nu...\Nu\Nu$

Decililliabsilli-ibruils-Astsnsilizefinity, $\bigsqcup_\approx^\Omega\therefore\bigvee_\blacktriangle^\text{1,100}\Nu...\Nu\Nu$

Terminuiaibruils-Astsnsilizefinity, $\bigsqcup_\approx^\Omega\therefore\bigvee_\blacktriangle^\text{⊙○}\Nu...\Nu\Nu$

Biggeribruils-Astsnsilizefinity, $\bigsqcup_\approx^\Omega\therefore\bigvee_\blacktriangle^\text{⌺}\Nu...\Nu\Nu$

Biggestibruils-Astsnsilizefinity, $\bigsqcup_\approx^\Omega\therefore\bigvee_\blacktriangle^\text{⌺,,⌺}\Nu...\Nu\Nu$

Astrologtinmsizefinity, $\bigoplus_\circledast^\eta\bigvee\eta\bigcap\nsupseteq\not\gg$