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| + | {{Verse|name=The Absolute Infinity of Unknown|image=[[File:The absolute infinity of unknown.png|frameless]]|dimensionality=<math>\infin(16,2)</math> ([[LAIF]])|size=<math>\Omega\times</math>[[the inaccessible cardinal of unknown]]|kardashev=<math>\infin(12,2)</math>|location=[[The unknown of unknown]]|contents=[[the inaccessible cardinal of unknown]]}} |
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| + | The absolute infinity of unknown is a verse that, like the [[The Infinite Unknown|other two]] [[The inaccessible cardinal of unknown|before it]], has almost no information about it, even less than [[the inaccessible cardinal of unknown]], for it is even harder to obtain. |
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| + | ==Known facts== |
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| + | Like we already said, the absolute infinity of unknown has almost no information in it. Here is a list of known facts about it (it's very short): |
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| + | *It glows blue (we don't know why). |
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| + | *It is shaped like the symbol for [[Cantor's Absolute Infinity|absolute infinity]], which is how it got its name. |
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| + | *All things that try to leave it will find its way back to the absolute infinity of unknown. The only known way to escape is through extended reverse quantum tunneling. |
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| + | *We know its dimensionality, Kardashev, and size (see infobox). |
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| + | [[Category:Verse]] |
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| + | [[Category:Class 14]] |
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| + | [[Category:Plasmath is trying to finish The Extended Hierarchy because it seems that basically nobody else seems to want to do it]] |
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Revision as of 01:19, 6 July 2021
The absolute infinity of unknown is a verse that, like the other two before it, has almost no information about it, even less than the inaccessible cardinal of unknown, for it is even harder to obtain.
Known facts
Like we already said, the absolute infinity of unknown has almost no information in it. Here is a list of known facts about it (it's very short):
- It glows blue (we don't know why).
- It is shaped like the symbol for absolute infinity, which is how it got its name.
- All things that try to leave it will find its way back to the absolute infinity of unknown. The only known way to escape is through extended reverse quantum tunneling.
- We know its dimensionality, Kardashev, and size (see infobox).