## Problem
Fixes#10133. For `QF_BV` with `parallel.enable=true`, the solver could
return `sat` with a model that violates its own assertions.
`mk_qfbv_tactic` routes SAT solving to `mk_psat_tactic`, which built the
solver via `mk_inc_sat_solver(m, p, false)` (non-incremental). The
parallel cube-and-conquer engine **reuses this single solver** across
many `check_sat(cube)` calls, but SAT variable/blocked-clause
elimination ran because the simplifier's incremental gate was disabled.
Elimination model reconstruction is only sound for a single one-shot
solve; under repeated cube assumptions it produces models where
eliminated Tseitin variables get values contradicting the original
clauses.
## Root cause (two coupled defects)
1. **Stale simplifier cache.** `inc_sat_solver`'s constructor called
`m_solver.set_incremental()` *after* `updt_params()`. The SAT simplifier
caches `m_incremental_mode` from the SAT config *during* `updt_params`,
so setting the incremental flag afterwards left a stale non-incremental
mode and elimination stayed enabled. (This is why simply passing
`incremental_mode=true` had no effect on its own.)
2. **Non-incremental parallel solver.** `mk_psat_tactic` created the
reused solver as non-incremental.
## Fix
- Move `set_incremental()` **before** `updt_params()` in the
`inc_sat_solver` constructor so the simplifier caches the correct mode.
- Create the parallel solver with `incremental_mode=true` in
`mk_psat_tactic`.
## Validation
- Variable elimination on the QF_BV parallel path drops to zero
(`sat-elim-bool-vars-res` 21664 -> 0); remaining `elim-clauses/literals`
are sound cleaner/subsumption steps.
- Consistent with ground truth: on 4.16.0, `sat.elim_vars=false` removed
all 7 `failed to verify` errors; this change disables exactly that
unsound elimination, scoped to the reused/parallel solver.
- A solvable QF_BV instance returns a **valid** model under
`parallel.enable=true model_validate=true`.
- All 92 unit tests pass (`test-z3 /a`).
Co-authored-by: Copilot <223556219+Copilot@users.noreply.github.com>