| End-All-Be-All |
|---|
| Ficto-Complexia is an End-All-Be-All, and may cause fights if a surpassing attempt is seen. |
Numbers, real or fictional, tend to a greater number. But what is that number?
Ficto-Complexia (∞̃) is an ill-defined aperdinological End-All-Be-All made by Gamma Mu D Mu. It is the true point at infinity.
Definition[]
The Riemann Sphere ends at Absolute Infinity. However A.I. is the zero of another Riemann Sphere, that of Fictional Googology. In this sphere, the "one" is INFINITUUM CONTINUUM and the "point at infinity" is THE END OF NUMBERS.
In the third Riemann Sphere, that of Fictional 2 Googology, the "zero" is TEON, the "one" is Þŕæñßfįŋíţƴ (CHUKOTIK corresponds to one half btw) and the point at infinity represents Ficto-Complexia. Essentially, this number is the "Absolute Infinity" of Fictional 2 Googology.
How do you surpass this number?[]
This number's surpassing difficulty is SOVEREIGN, meaning it's basically unbeatable. The most efficient way to surpass it is to completely ignore the existence of EABAs and, consequently, the sovereign difficulty. If this is done, the difficulty of this number is reduced to diff. level 8: Aperdinal.
Ficto-Complexia in TEON part 99.
This effectively means that any number that surpasses this must be a transcologism or a Post-Aperdinal (any number above Aperdinal Pi's true scale), which means that even numbers smaller than Ficto-Complexia that ARE Post-Aperdinals like CHUKOTIK and Þŕæñßfįŋíţƴ can surpass this if buffed sufficiently. BUT, any number beyond F.C MUST break EABAs first. That's what TEON did.
Scale in "Elevator Going Up to BEYOND ???"[]
Ficto-Complexia is approximately equal to the Final Supremeic Ultra Ending Finale.
Ficto-Hyperbolica[]
| Hyperbology |
|---|
| Ficto-Hyperbolica is in hyperbology. |
Ficto-Hyperbolica (Ω̃) is to Hyperbology what Ficto-Complexia is to Fictional 2 Googology. It's basically the gap ordinal between Hyperbology and Fictional Hyperbology. There isn't much to say besides this.
Istamtae's scale for Ficto-Comp[]
oblivion