This example, reported from LNSym, started failing when we changed the
definition of `Fin.sub` in
https://github.com/leanprover/lean4/pull/4421.
When we use the new definition, `omega` produces a proof term that the
kernel is very slow on.
To work around this for now, I've removed `BitVec.toNat_sub` from the
`bv_toNat` simp set,
and replaced it with `BitVec.toNat_sub'` which uses the old definition
for subtraction.
This is only a workaround, and I would like to understand why the term
chokes the kernel.
```
example
(n : Nat)
(addr2 addr1 : BitVec 64)
(h0 : n ≤ 18446744073709551616)
(h1 : addr2 + 18446744073709551615#64 - addr1 ≤ BitVec.ofNat 64 (n - 1))
(h2 : addr2 - addr1 ≤ addr2 + 18446744073709551615#64 - addr1) :
n = 18446744073709551616 := by
bv_omega
```
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