Completely Infiniti-Manira Ordinal

Completely Infiniti-Manira Ordinal — ($\textstyle \text{♒}_{\oint \oint \bigcap_{-N}^n}^{N} \displaystyle$), complexs of ordinals segmentations, COSL(1) is counted by DeraimDeca-X.

This number is smallest number in Ordinal Level 326.

Definition

Completely Infiniti-Uninra Ordinal, ($\textstyle \text{♒}_{\oint \oint \text{♒}_{-N}^n}^{N} \displaystyle$)

Completely Infiniti-Duninra Ordinal, ($\textstyle \text{⊙}_{\oint \oint \text{♒}_{-N}^n}^{N} \displaystyle$)

Completely Infiniti-Truninra Ordinal, ($\textstyle \text{♉}_{\oint \oint \text{↕️}_{-N}^n}^{N} \displaystyle$)

Completely Infiniti-Quintuninra Ordinal, ($\textstyle \text{♤}_{\text{♤} \oint \oint \text{⊙}_{-N}^n}^{N} \displaystyle$)

Completely Infiniti-Decniuninra Ordinal, ($\textstyle \text{♤}_{\text{♤} \oint \oint \text{⊙}_{-N}^n}^{\text{♤} } \displaystyle$)

Completely Infiniti-Centliuninra Ordinal, ($\textstyle \text{♤}_{\text{♤} \text{€} \text{€} \text{€} \text{€,3} \text{⊙}_{-N}^n}^{\text{♤} } \displaystyle, \textstyle \text{♤,1}_{\text{♤,,,◇} \text{€} \text{€,3} \text{€} \text{€,3} \text{⊙}_{-N}^n}^{\text{♤} } \displaystyle$)

Completely Infiniti-Millliuninra Ordinal, ($\textstyle \text{x}_{\text{x} \text{x,x,x 1} \text{x}_{-C,1}^n}^{\text{♤} } ,,,,, \textstyle \text{♤,1}_{\text{♤,,,◇} \text{€} \text{€,3} \text{€} \text{€,3} \text{⊙}_{-N}^n}^{\text{♤} } \displaystyle$)

Completely Infiniti-Microiuninra Ordinal, ($\textstyle \text{x}_{\text{x} \text{x,x,x 1} \text{x}_{-C,1}^n}^{\text{♤} } ,,,,, \textstyle \text{♤,1}_{\text{♤,,,◇} \text{€} \text{PX x PX} \text{€} \text{€,3} \text{⊙}_{-N}^n}^{\text{♤} } \displaystyle$)

Completely Infiniti-Goognisuninra Ordinal, ($\textstyle \text{♤}_{\text{♤} \oint \oint \text{⊙}_{-N}^n}^{\text{♤} } \displaystyle, xX ,<CIMAS>\textstyle \text{♤}_{\text{♤} \oint \oint \text{2}_{-N}^n}^{\text{♤} } \displaystyle, <math>\textstyle \text{♤}_{\text{♤} \oint \oint \text{⊙}_{-N}^n}^{\text{♤} } \displaystyle$)

Completely Infiniti-(Boogol)-ininra Ordinal, ($\textstyle \text{♤ xX,,♤}_{\text{♤} \oint \oint \text{⊙ x ⊙}_{-N}^n}^{\text{♤} } \displaystyle$)

Completely Infiniti-(TREE(3))-ininra Ordinal, ($\textstyle \text{♤ xX,,8}_{\text{x100} \oint _{-N}^n}^{\text{♤} } \displaystyle$)

Completely Infiniti-(Tar(3))-ininra Ordinal, ($\textstyle \text{♤ xX,,8}_{\text{♤ ■} } \displaystyle$)

Completely Infiniti-(Tar(4))-ininra Ordinal, ($\textstyle \text{♤ xX,,8}_{\text{♤ ☆} } \displaystyle, \textstyle \text{⊙}_{\oint \oint \text{♒}_{-N}^n}^{N} \displaystyle$)

Smalltriatac is Godlous Number, ($\Omega_{i=1}^N \oint x$)