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In our quest to unify all the declaration paths, an important step
is to account for the state pertaining to `Program` declarations.
Whereas regular proofs keep are kept in a stack-like structure;
obligations for constants defined by `Program` are stored in a global
map which is manipulated by almost regular open/close proof primitives.
We make this manipulation explicit by handling the program state
functionally, in a similar way than we already do for lemmas.
This requires to extend the proof DSL a bit; but IMO changes are
acceptable given the gain.
Most of the PR is routine; only remarkable change is that the hook is
called explicitly in `finish_admitted` as it had to learn about the
different types of proof_endings.
Note that we could have gone deeper and use the type system to refine
the core proof type; IMO it is still too preliminary so it is better
to do this step as an intermediate one towards a deeper unification.
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