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Computation is the Covenant Between Truth and Language

The Meaning Code

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The Undecided Ability to Ask Questions

Within within Euclid's set of axioms you can't prove that it's true or false. But once you step outside of it, you can prove that in non Euclidean geometry it's actually false. And so you can take it either way. It's falsifiable, which would be proper thing right. Yeah, but you have to go to reality, you know, you can't falsify it within the formal system. But if you go out and look at mother nature experience. You know, she's about was talking about perceptions, not being true or false, they just are. We can step out of a formal system and look and see if things are. When

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