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At: formula imp sat lemma 1 1 1 1 1 8

1. a: Assignment
2. q: Formula
3. r: Formula
4. (q under a) = 3
5. (r under a) = 3
6. 3 = 3

a | q a |= r

By: ApFunToHypEquands `z' case z: 3 0; 3 1; 3 2; -1

Generated subgoals:

17. z:
case z: 3 0; 3 1; 3 2; = case z: 3 0; 3 1; 3 2;
27. case 3: 3 0; 3 1; 3 2; = case 3: 3 0; 3 1; 3 2;
a | q a |= r


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ornatural_numberintequal