Fictional Googology Wiki
Fictional Googology Wiki
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There are infinite Imaginarisms and symmetries found in the Matrix and Omniumber. Symmetries are limited to Signfield and hypothetical forms, not Itlogic.

Positive Symmetry[]

Positive symmetry contains real things, it-real things, it(lock)-real things, etc. It is the starting point in all.

Negative Asymmetry[]

Negative asymmetry is Imaginarism, which is fiction. It is also "imaginative," and not bonded to symmetry. Unfortunately, they are dematriced into symmetry by the Matrix and turned into it-nothing.

Signless Symmetry[]

Signless symmetry is neither real or imaginary; just any tertiary state. Due to only containing zeroids, it is regarded as the weakest Imaginarism in the entire Matrix.

Supersymmetries[]

Supersign symmetries are stronger counterparts. Super-asymmetry would be fi-fiction, super2-asymmetry would be fi3-ction, etc. Absolute omni-asymmetry is fiΩ-ction on maximal extent.

On the polar opposite, supersymmetry is re-reality that ignores fi-fiction laws. If they thought to be re-real beyond it, they would immediately sent to fi3-ction. Absolute omni-symmetry is reΩ-ality on maximal extent, which is thought to be limitless.

Imaginary Symmetries[]

i-symmetries are both real and Imaginarism at the same time. The triad sign 𝛶n is independent in this type.

Triad Asymmetries[]

𝛶n-asymmetries are fictional Imaginarisms, as counterparts to negative. This serves the purpose of hardening the Matrix.

*-asymmetry[]

Due to a special property, *-asymmetries are omni-symmetries. They aren't useful like DN-*-asymmetry.

Other aspects[]

Symmetries actually have more aspects than just real/fictional: human/inhumane, order/chaos, logic/illogic, sense/nonsense, normal/weird, etc. Keep in mind, it-Symmetries are it-hypersymmetries which use Itlogic and Ill-Itlogic.

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