Created
October 8, 2019 00:23
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Require Import Omega. | |
Lemma foo (n n0 n1 n2 n3 n4: nat): | |
n + (n0 + n1) = 0 -> | |
n2 + (n3 + n4) = 0 -> | |
n0 + n3 + n + n2 + (n1 + n4) = 0. | |
Proof. omega. Qed. |
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