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Here is an interesting new case, which I had thought should be *unsolvable*:<snip>
```
?- solve_w([]=>dnt((~(~p)->p)<->p\/(~p))), !. % DNE<->LEM
```
Yet with my `dnt`, my solver proves even that one (but I still have to inspect the proof tree, what I actually get). Indeed, I am rather worried that it just solves everything I throw at it, though not the falsities...I am an idiot: that statement is not true intuitionistically, but it is true classically, so in fact nothing strange there.
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