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Proofgold Proof

pf
Let x0 of type ι be given.
Let x1 of type ι be given.
Let x2 of type ι be given.
Let x3 of type ι be given.
Assume H0: atleastp (setsum (setsum (setprod x0 (setprod (setexp x1 50a6b..) (setprod (setexp x2 50a6b..) (setexp x3 50a6b..)))) (setsum (setprod x0 (setprod (setexp x1 50a6b..) (setprod (setexp x2 50a6b..) (setexp x3 33cc2..)))) (setsum (setprod x0 (setprod (setexp x1 50a6b..) (setprod (setexp x2 50a6b..) x3))) (setsum (setprod x0 (setprod (setexp x1 50a6b..) (setexp x2 50a6b..))) (setsum (setprod x0 (setprod (setexp x1 50a6b..) (setprod (setexp x2 33cc2..) (setexp x3 50a6b..)))) (setsum (setprod x0 (setprod (setexp x1 50a6b..) (setprod (setexp x2 33cc2..) (setexp x3 33cc2..)))) (setsum (setprod x0 (setprod (setexp x1 50a6b..) (setprod (setexp x2 33cc2..) x3))) (setsum (setprod x0 (setprod (setexp x1 50a6b..) (setexp x2 33cc2..))) (setsum (setprod x0 (setprod (setexp x1 50a6b..) (setprod x2 (setexp x3 50a6b..)))) (setsum (setprod x0 (setprod (setexp x1 50a6b..) (setprod x2 (setexp x3 33cc2..)))) (setsum (setprod x0 (setprod (setexp x1 50a6b..) (setprod x2 x3))) (setsum (setprod x0 (setprod (setexp x1 50a6b..) x2)) (setsum (setprod x0 (setprod (setexp x1 50a6b..) (setexp x3 50a6b..))) (setsum (setprod x0 (setprod (setexp x1 50a6b..) (setexp x3 33cc2..))) (setsum (setprod x0 (setprod (setexp x1 50a6b..) x3)) (setsum (setprod x0 (setexp x1 50a6b..)) (setsum (setprod x0 (setprod (setexp x1 33cc2..) (setprod (setexp x2 50a6b..) (setexp x3 50a6b..)))) (setsum (setprod x0 (setprod (setexp x1 33cc2..) (setprod (setexp x2 50a6b..) (setexp x3 33cc2..)))) (setsum (setprod x0 (setprod (setexp x1 33cc2..) (setprod (setexp x2 50a6b..) x3))) (setsum (setprod x0 (setprod (setexp x1 33cc2..) (setexp x2 50a6b..))) (setsum (setprod x0 (setprod (setexp x1 33cc2..) (setprod (setexp x2 33cc2..) (setexp x3 50a6b..)))) (setsum (setprod x0 (setprod (setexp x1 ...) ...)) ...)))))))))))))))))))))) ...) ....
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