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| 1 | +/-! |
| 2 | +This benchmark exercises `omega` in a way that creates a big proof, exercising `instantiateMVars` |
| 3 | +and `shareCommonPreDefs` as well. In particular, running it with `internal.cmdlineSnapshots=false`, |
| 4 | +like the language server does, uncovered a significant slowdown in `instantiateMVars` (#5614). |
| 5 | +-/ |
| 6 | + |
| 7 | +set_option maxHeartbeats 0 |
| 8 | +theorem memcpy_extracted_2 (six0 s0x0 : BitVec 64) |
| 9 | +(h_six0_nonzero : six0 ≠ 0) |
| 10 | +(h_s0x1 : s0x1 + 16#64 * (s0x0 - six0) + 16#64 = s0x1 + 16#64 * (s0x0 - (six0 - 1#64))) |
| 11 | +(h_s0x2 : s0x2 + 16#64 * (s0x0 - six0) + 16#64 = s0x2 + 16#64 * (s0x0 - (six0 - 1#64))) |
| 12 | +(h_assert_1 : six0 ≤ s0x0) |
| 13 | +(h_assert_3 : six1 = s0x1 + 16#64 * (s0x0 - six0)) |
| 14 | +(h_assert_4 : six2 = s0x2 + 16#64 * (s0x0 - six0)) |
| 15 | +(n : Nat) |
| 16 | +(addr : BitVec 64) |
| 17 | +(h_le : (s0x0 - (six0 - 1#64)).toNat ≤ s0x0.toNat) |
| 18 | +(h_upper_bound : addr.toNat + n ≤ 2 ^ 64) |
| 19 | +(h_upper_bound₂ : s0x2.toNat + s0x0.toNat * 16 ≤ 2 ^ 64) |
| 20 | +(h_upper_bound₃ : s0x2.toNat + (16#64 * (s0x0 - (six0 - 1#64))).toNat ≤ 2 ^ 64) |
| 21 | +(h_width_lt : (16#64).toNat * (s0x0 - (six0 - 1#64)).toNat < 2 ^ 64) |
| 22 | +(hmemSeparate_omega : s0x1.toNat + s0x0.toNat * 16 ≤ 2 ^ 64 ∧ |
| 23 | + s0x2.toNat + s0x0.toNat * 16 ≤ 2 ^ 64 ∧ |
| 24 | + (s0x1.toNat + s0x0.toNat * 16 ≤ s0x2.toNat ∨ s0x1.toNat ≥ s0x2.toNat + s0x0.toNat * 16)) |
| 25 | +(hmemLegal_omega : s0x1.toNat + s0x0.toNat * 16 ≤ 2 ^ 64) |
| 26 | +(hmemLegal_omega : s0x2.toNat + s0x0.toNat * 16 ≤ 2 ^ 64) |
| 27 | +(hmemSeparate_omega : s0x2.toNat + 16 % 2 ^ 64 * ((2 ^ 64 - (2 ^ 64 - 1 % 2 ^ 64 + six0.toNat) % 2 ^ 64 + s0x0.toNat) % 2 ^ 64) % 2 ^ 64 ≤ |
| 28 | + 2 ^ 64 ∧ |
| 29 | + addr.toNat + n ≤ 2 ^ 64 ∧ |
| 30 | + (s0x2.toNat + |
| 31 | + 16 % 2 ^ 64 * ((2 ^ 64 - (2 ^ 64 - 1 % 2 ^ 64 + six0.toNat) % 2 ^ 64 + s0x0.toNat) % 2 ^ 64) % 2 ^ 64 ≤ |
| 32 | + addr.toNat ∨ |
| 33 | + s0x2.toNat ≥ addr.toNat + n)) |
| 34 | +(hmemLegal_omega : s0x2.toNat + 16 % 2 ^ 64 * ((2 ^ 64 - (2 ^ 64 - 1 % 2 ^ 64 + six0.toNat) % 2 ^ 64 + s0x0.toNat) % 2 ^ 64) % 2 ^ 64 ≤ |
| 35 | + 2 ^ 64) |
| 36 | +(hmemLegal_omega : addr.toNat + n ≤ 2 ^ 64) : |
| 37 | + s0x2.toNat + (16#64 * (s0x0 - six0)).toNat ≤ 2 ^ 64 ∧ |
| 38 | + addr.toNat + n ≤ 2 ^ 64 ∧ |
| 39 | + (s0x2.toNat + (16#64 * (s0x0 - six0)).toNat ≤ addr.toNat ∨ s0x2.toNat ≥ addr.toNat + n) := by |
| 40 | + bv_omega |
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