lean4-htt/tests/lean/autoBoundImplicits1.lean.expected.out
Alok Singh 949cf69246
chore: use backticks for sorry in diagnostic messages (#11608)
This PR changes the "declaration uses 'sorry'" warning to use backticks
instead of single quotes, consistent with Lean's conventions for
formatting code identifiers in diagnostic messages.
2025-12-15 14:30:21 +00:00

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myid 10 : Nat
myid true : Bool
autoBoundImplicits1.lean:16:4-16:11: warning: declaration uses `sorry`
autoBoundImplicits1.lean:20:25-20:29: error(lean.unknownIdentifier): Unknown identifier `size`
Note: It is not possible to treat `size` as an implicitly bound variable here because it has multiple characters while the `relaxedAutoImplicit` option is set to `false`.
autoBoundImplicits1.lean:24:23-24:24: error(lean.unknownIdentifier): Unknown identifier `α`
Note: It is not possible to treat `α` as an implicitly bound variable here because the `autoImplicit` option is set to `false`.
autoBoundImplicits1.lean:24:25-24:26: error(lean.unknownIdentifier): Unknown identifier `n`
Note: It is not possible to treat `n` as an implicitly bound variable here because the `autoImplicit` option is set to `false`.
autoBoundImplicits1.lean:24:33-24:34: error(lean.unknownIdentifier): Unknown identifier `α`
Note: It is not possible to treat `α` as an implicitly bound variable here because the `autoImplicit` option is set to `false`.
autoBoundImplicits1.lean:24:37-24:38: error(lean.unknownIdentifier): Unknown identifier `β`
Note: It is not possible to treat `β` as an implicitly bound variable here because the `autoImplicit` option is set to `false`.
autoBoundImplicits1.lean:24:46-24:47: error(lean.unknownIdentifier): Unknown identifier `β`
Note: It is not possible to treat `β` as an implicitly bound variable here because the `autoImplicit` option is set to `false`.
autoBoundImplicits1.lean:24:48-24:49: error(lean.unknownIdentifier): Unknown identifier `n`
Note: It is not possible to treat `n` as an implicitly bound variable here because the `autoImplicit` option is set to `false`.
f {α : Type} {n : Nat} (xs : Vec α n) : Vec α n
f mkVec : Vec ?m 0
f mkVec : Vec Nat 0