Compressing algebraic structures from the largest levels of infinity into triangular arrays

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Algebras satisfying the identity x*(y*z)=(x*y)*(x*z) compressed into to sparse arrays Algebras satisfying the identity x*(y*z)=(x*y)*(x*z) compressed into to sparse arrays
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I obtained these algebraic structures while trying to prove that super-infinity does not exist. I obtained these algebraic structures while trying to prove that super-infinity does not exist.
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