Triemental Dugoogologistic function

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Triemental Dugoogologistic function
Properties
Creator	AuthorizeStructure
Navigation
Smaller	Breakifaunt Pantilitol, Linatşhia End, Absolute Fictional Numbers
Larger	Tameuina Tasiaon, The Opposite, Immeasumega

Triemental Dugoogologistic Function is a simple function nesting over beyond ??? classifications. It goes beyond classifications after Episode 10 ends with a "breaking" section.

List of Numbers

Δ_1,2[2] = The Breakifaunt Pantilitol

Δ_1,2[3] = Level The Breakifaunt Pantilitol - Classification 1

Δ_1,2[4] = Level Level The Breakifaunt Pantilitol - Classification 1 - Classification 1

Δ_1,2['1,2] = Level Δ_1,2[The Breakifaunt Pantilitol]

Δ_1,2['2,2] = Level Δ_1,2[Δ_1,2[The Breakifaunt Pantilitol]]

Δ_1,2['1,3] = Level Δ_1,2['The Breakifaunt Pantilitol,2]

Δ_1,2['2,3] = Level Δ_1,2['Δ_1,2['The Breakifaunt Pantilitol,2],2]

Δ_1,2['1,4] = Level Δ_1,2['The Breakifaunt Pantilitol,3]

Δ_1,2['1,1,2] = Level Δ_1,2['1,The Breakifaunt Pantilitol]

Δ_1,2['2,1,2] = Level Δ_1,2['Δ_1,2['1,The Breakifaunt Pantilitol],The Breakifaunt Pantilitol]

Δ_1,2['1,2,2] = Level Δ_1,2['1,Δ_1,2['1,The Breakifaunt Pantilitol]]

Δ_1,2['1,1,3] = Level Δ_1,2['1,The Breakifaunt Pantilitol,2]

Δ_1,2['1,1,1,2] = Level Δ_1,2['1,1,The Breakifaunt Pantilitol]

Δ_1,2['1,,2] = Level Δ_1,2['1,1,1, ... ,1,1,1,The Breakifaunt Pantilitol] (The Breakifaunt Pantilitol length of 1s)

Δ_1,2['2,,2] = Level Δ_1,2['1,1,1, ... ,1,1,1,The Breakifaunt Pantilitol] (Δ_1,2['1,,2] length of 1s)

Δ_1,2['1,2,,2] = Level Δ_1,2['The Breakifaunt Pantilitol,,2]

Δ_1,2['2,2,,2] = Level Δ_1,2['Δ_1,2['The Breakifaunt Pantilitol,,2],,2]