11 lines
335 B
Text
11 lines
335 B
Text
import logic data.string
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open tactic
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constant A : Type.{1}
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constant f : A → A → A
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open eq
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theorem tst {a b c : A} (H1 : a = b) (H2 : b = c) : f a (f b b) = f b (f c c)
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:= by discard (apply (subst H1)) 3; -- discard the first 3 solutions produced by apply
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trace "after subst H1";
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apply (subst H2);
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apply eq.refl
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