The original goal for this commit was to allow casting from Data on
patterns without annotation. For example, given some custom type
'OrderDatum':
```
expect OrderDatum { requested_handle, destination, .. }: OrderDatum = datum
```
would work fine, but:
```
expect OrderDatum { requested_handle, destination, .. } = datum
```
Yet, the annotation feels unnecessary at this point because type can
be inferred from the pattern itself. So this commit allows, whenever
possible (ie when the pattern is neither a discard nor a var), to
infer the type from a pattern.
Along the way, I also found a couple of weird behaviours surrounding
this kind of assignments, in particular in combination with let. I'll
highlight those in the next PR (#979).
We've never been using those 'expected' tokens captured during
parsing, which is lame because they contain useful information!
This is much better than merely showing our infamous
"Try removing it!"
- Trace-if-false are now completely discarded in compact mode.
- Only the label (i.e. first trace argument) is preserved.
- When compiling with tracing _compact_, the first label MUST unify to
a string. This shouldn't be an issue generally speaking and would
enforce that traces follow the pattern
```
label: arg_0[, arg_1, ..., arg_n]
```
Note that what isn't obvious with these changes is that we now support
what the "emit" keyword was trying to achieve; as we compile now with
user-defined traces only, and in compact mode to only keep event
labels in the final contract; while allowing larger payloads with
verbose tracing.
Actually, this has been a bug for a long time it seems. Calling any
prelude functions using a qualified import would result in a codegen
crash. Whoopsie.
This is now fixed as shown by the regression test.
This is not fully satisfactory as it pollutes a bit the prelude. Ideally, those functions should only be visible
and usable by the underlying trace code. But for now, we'll just go with it.
mk_starts was not yielding enough values. It's originally a translation of a double list comprehension in Haskell, which cannot simply be translated to a map2. The latter combine elements two by two, but the former works through all possible permutations.
Matthias Benkort