Infinite maze? I’d define it as having an uncertain endpoint.

Infinite maze? I’d define it as having an uncertain endpoint.

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I ask because you can have a maze with multiple valid exits and multiple valid entrances and many paths.

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Not necessarily. A maze can be modeled as a “self-avoiding walk”. No walls needed and no ending required.

https://en.wikipedia.org/wiki/Self-avoiding_walk

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first-order logic is incomplete and undecidable.

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Your grammar was fine. I tend to read things ‘wrong’ 100% of the time if given the opportunity. My brain works oddly.

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As long as you can draw a diagonal across it so that it’s perfectly invertible? Sure.

But the diagonal itself is at issue in that case.

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“Quantifiable” is the boundary or constraint for effectiveness of this system.

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a finite proposition is dependent upon it not being “an indefinite negative”

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“A predicate is a sentence that contains a finite number of. variables and becomes a statement when specific values are substituted for the variables. The domain of a predicate variable is the set of all values. that may be substituted in place of the variable.”

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