From 373f5edcb1b64d05838da8bbe6858b8468c29482 Mon Sep 17 00:00:00 2001 From: "Hsieh, Chiao" <chsieh16@illinois.edu> Date: Thu, 15 Jun 2023 23:04:00 -0500 Subject: [PATCH] Add experiment result for a range of speed --- .../dtree_synth.4x10.out.json | 962 +++++ .../part-000-pre.data | 29 + .../part-001-pre.data | 463 +++ .../part-002-pre.data | 1130 ++++++ .../part-003-pre.data | 1582 ++++++++ .../part-004-pre.data | 1477 ++++++++ .../part-005-pre.data | 1359 +++++++ .../part-006-pre.data | 2386 ++++++++++++ .../part-007-pre.data | 1734 +++++++++ .../part-008-pre.data | 774 ++++ .../part-009-pre.data | 1300 +++++++ .../part-010-pre.data | 395 ++ .../part-011-pre.data | 533 +++ .../part-012-pre.data | 628 ++++ .../part-013-pre.data | 710 ++++ .../part-014-pre.data | 722 ++++ .../part-015-pre.data | 667 ++++ .../part-016-pre.data | 572 +++ .../part-017-pre.data | 623 ++++ .../part-018-pre.data | 667 ++++ .../part-019-pre.data | 546 +++ .../part-020-pre.data | 561 +++ .../part-021-pre.data | 494 +++ .../part-022-pre.data | 596 +++ .../part-023-pre.data | 748 ++++ .../part-024-pre.data | 681 ++++ .../part-025-pre.data | 656 ++++ .../part-026-pre.data | 617 +++ .../part-027-pre.data | 657 ++++ .../part-028-pre.data | 659 ++++ .../part-029-pre.data | 589 +++ .../part-030-pre.data | 616 +++ .../part-031-pre.data | 586 +++ .../part-032-pre.data | 762 ++++ .../part-033-pre.data | 1026 +++++ .../part-034-pre.data | 960 +++++ .../part-035-pre.data | 721 ++++ .../part-036-pre.data | 910 +++++ .../part-037-pre.data | 927 +++++ .../part-038-pre.data | 1047 ++++++ .../part-039-pre.data | 788 ++++ .../pre.names | 82 + .../dtree_synth.4x10.out.json | 1 + .../part-002-pre.data | 2183 +++++++++++ .../part-003-pre.data | 3321 +++++++++++++++++ .../part-004-pre.data | 1076 ++++++ .../part-005-pre.data | 1259 +++++++ .../part-006-pre.data | 1239 ++++++ .../part-007-pre.data | 1015 +++++ .../part-008-pre.data | 1719 +++++++++ .../part-009-pre.data | 1067 ++++++ .../part-012-pre.data | 628 ++++ .../part-013-pre.data | 710 ++++ .../part-014-pre.data | 722 ++++ .../part-015-pre.data | 667 ++++ .../part-016-pre.data | 572 +++ .../part-017-pre.data | 623 ++++ .../part-018-pre.data | 667 ++++ .../part-019-pre.data | 546 +++ .../part-020-pre.data | 561 +++ .../part-021-pre.data | 494 +++ .../part-022-pre.data | 596 +++ .../part-023-pre.data | 748 ++++ .../part-024-pre.data | 681 ++++ .../part-025-pre.data | 656 ++++ .../part-026-pre.data | 617 +++ .../part-027-pre.data | 657 ++++ .../part-028-pre.data | 659 ++++ .../part-029-pre.data | 589 +++ .../part-030-pre.data | 626 ++++ .../part-031-pre.data | 581 +++ .../part-032-pre.data | 687 ++++ .../part-033-pre.data | 768 ++++ .../part-034-pre.data | 695 ++++ .../part-036-pre.data | 698 ++++ .../pre.names | 10 + .../dtree_synth.4x10.out.json | 1 + .../part-000-pre.data | 359 ++ .../part-001-pre.data | 622 +++ .../part-002-pre.data | 1354 +++++++ .../part-003-pre.data | 1180 ++++++ .../part-010-pre.data | 395 ++ 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+-1.1011296155446817,-0.2095072272855406,-0.11104046883912998,-0.1731546802360182,false +-1.1428397774262011,-0.20943962575860617,-0.11195555694423849,-0.17308707870908377,false diff --git a/exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/pre.names b/exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/pre.names new file mode 100644 index 0000000..18df9bd --- /dev/null +++ b/exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/pre.names @@ -0,0 +1,82 @@ +precondition. +fvar0_A0: continuous. +fvar1_A0: continuous. +fvar2_A0: continuous. +fvar3_A0: continuous. +(-1*fvar0_A0) := (-1*fvar0_A0). +(-1*fvar1_A0) := (-1*fvar1_A0). +(-1*fvar2_A0) := (-1*fvar2_A0). +(-1*fvar3_A0) := (-1*fvar3_A0). +((1*fvar0_A0) + (1*fvar1_A0)) := (1*fvar0_A0) + (1*fvar1_A0). +((1*fvar0_A0) + (-1*fvar1_A0)) := (1*fvar0_A0) + (-1*fvar1_A0). +((-1*fvar0_A0) + (1*fvar1_A0)) := (-1*fvar0_A0) + (1*fvar1_A0). +((-1*fvar0_A0) + (-1*fvar1_A0)) := (-1*fvar0_A0) + (-1*fvar1_A0). +((1*fvar0_A0) + (1*fvar2_A0)) := (1*fvar0_A0) + (1*fvar2_A0). +((1*fvar0_A0) + (-1*fvar2_A0)) := (1*fvar0_A0) + (-1*fvar2_A0). +((-1*fvar0_A0) + (1*fvar2_A0)) := (-1*fvar0_A0) + (1*fvar2_A0). +((-1*fvar0_A0) + (-1*fvar2_A0)) := (-1*fvar0_A0) + (-1*fvar2_A0). +((1*fvar0_A0) + (1*fvar3_A0)) := (1*fvar0_A0) + (1*fvar3_A0). +((1*fvar0_A0) + (-1*fvar3_A0)) := (1*fvar0_A0) + (-1*fvar3_A0). +((-1*fvar0_A0) + (1*fvar3_A0)) := (-1*fvar0_A0) + (1*fvar3_A0). +((-1*fvar0_A0) + (-1*fvar3_A0)) := (-1*fvar0_A0) + (-1*fvar3_A0). +((1*fvar1_A0) + (1*fvar2_A0)) := (1*fvar1_A0) + (1*fvar2_A0). +((1*fvar1_A0) + (-1*fvar2_A0)) := (1*fvar1_A0) + (-1*fvar2_A0). +((-1*fvar1_A0) + (1*fvar2_A0)) := (-1*fvar1_A0) + (1*fvar2_A0). +((-1*fvar1_A0) + (-1*fvar2_A0)) := (-1*fvar1_A0) + (-1*fvar2_A0). +((1*fvar1_A0) + (1*fvar3_A0)) := (1*fvar1_A0) + (1*fvar3_A0). +((1*fvar1_A0) + (-1*fvar3_A0)) := (1*fvar1_A0) + (-1*fvar3_A0). +((-1*fvar1_A0) + (1*fvar3_A0)) := (-1*fvar1_A0) + (1*fvar3_A0). +((-1*fvar1_A0) + (-1*fvar3_A0)) := (-1*fvar1_A0) + (-1*fvar3_A0). +((1*fvar2_A0) + (1*fvar3_A0)) := (1*fvar2_A0) + (1*fvar3_A0). +((1*fvar2_A0) + (-1*fvar3_A0)) := (1*fvar2_A0) + (-1*fvar3_A0). +((-1*fvar2_A0) + (1*fvar3_A0)) := (-1*fvar2_A0) + (1*fvar3_A0). +((-1*fvar2_A0) + (-1*fvar3_A0)) := (-1*fvar2_A0) + (-1*fvar3_A0). +((1*fvar0_A0) + (1*fvar1_A0) + (1*fvar2_A0)) := (1*fvar0_A0) + (1*fvar1_A0) + (1*fvar2_A0). +((1*fvar0_A0) + (1*fvar1_A0) + (-1*fvar2_A0)) := (1*fvar0_A0) + (1*fvar1_A0) + (-1*fvar2_A0). +((1*fvar0_A0) + (-1*fvar1_A0) + (1*fvar2_A0)) := (1*fvar0_A0) + (-1*fvar1_A0) + (1*fvar2_A0). +((1*fvar0_A0) + (-1*fvar1_A0) + (-1*fvar2_A0)) := (1*fvar0_A0) + (-1*fvar1_A0) + (-1*fvar2_A0). +((-1*fvar0_A0) + (1*fvar1_A0) + (1*fvar2_A0)) := (-1*fvar0_A0) + (1*fvar1_A0) + (1*fvar2_A0). +((-1*fvar0_A0) + (1*fvar1_A0) + (-1*fvar2_A0)) := (-1*fvar0_A0) + (1*fvar1_A0) + (-1*fvar2_A0). +((-1*fvar0_A0) + (-1*fvar1_A0) + (1*fvar2_A0)) := (-1*fvar0_A0) + (-1*fvar1_A0) + (1*fvar2_A0). +((-1*fvar0_A0) + (-1*fvar1_A0) + (-1*fvar2_A0)) := (-1*fvar0_A0) + (-1*fvar1_A0) + (-1*fvar2_A0). +((1*fvar0_A0) + (1*fvar1_A0) + (1*fvar3_A0)) := (1*fvar0_A0) + (1*fvar1_A0) + (1*fvar3_A0). +((1*fvar0_A0) + (1*fvar1_A0) + (-1*fvar3_A0)) := (1*fvar0_A0) + (1*fvar1_A0) + (-1*fvar3_A0). +((1*fvar0_A0) + (-1*fvar1_A0) + (1*fvar3_A0)) := (1*fvar0_A0) + (-1*fvar1_A0) + (1*fvar3_A0). +((1*fvar0_A0) + (-1*fvar1_A0) + (-1*fvar3_A0)) := (1*fvar0_A0) + (-1*fvar1_A0) + (-1*fvar3_A0). +((-1*fvar0_A0) + (1*fvar1_A0) + (1*fvar3_A0)) := (-1*fvar0_A0) + (1*fvar1_A0) + (1*fvar3_A0). +((-1*fvar0_A0) + (1*fvar1_A0) + (-1*fvar3_A0)) := (-1*fvar0_A0) + (1*fvar1_A0) + (-1*fvar3_A0). +((-1*fvar0_A0) + (-1*fvar1_A0) + (1*fvar3_A0)) := (-1*fvar0_A0) + (-1*fvar1_A0) + (1*fvar3_A0). +((-1*fvar0_A0) + (-1*fvar1_A0) + (-1*fvar3_A0)) := (-1*fvar0_A0) + (-1*fvar1_A0) + (-1*fvar3_A0). +((1*fvar0_A0) + (1*fvar2_A0) + (1*fvar3_A0)) := (1*fvar0_A0) + (1*fvar2_A0) + (1*fvar3_A0). +((1*fvar0_A0) + (1*fvar2_A0) + (-1*fvar3_A0)) := (1*fvar0_A0) + (1*fvar2_A0) + (-1*fvar3_A0). +((1*fvar0_A0) + (-1*fvar2_A0) + (1*fvar3_A0)) := (1*fvar0_A0) + (-1*fvar2_A0) + (1*fvar3_A0). +((1*fvar0_A0) + (-1*fvar2_A0) + (-1*fvar3_A0)) := (1*fvar0_A0) + (-1*fvar2_A0) + (-1*fvar3_A0). +((-1*fvar0_A0) + (1*fvar2_A0) + (1*fvar3_A0)) := (-1*fvar0_A0) + (1*fvar2_A0) + (1*fvar3_A0). +((-1*fvar0_A0) + (1*fvar2_A0) + (-1*fvar3_A0)) := (-1*fvar0_A0) + (1*fvar2_A0) + (-1*fvar3_A0). +((-1*fvar0_A0) + (-1*fvar2_A0) + (1*fvar3_A0)) := (-1*fvar0_A0) + (-1*fvar2_A0) + (1*fvar3_A0). +((-1*fvar0_A0) + (-1*fvar2_A0) + (-1*fvar3_A0)) := (-1*fvar0_A0) + (-1*fvar2_A0) + (-1*fvar3_A0). +((1*fvar1_A0) + (1*fvar2_A0) + (1*fvar3_A0)) := (1*fvar1_A0) + (1*fvar2_A0) + (1*fvar3_A0). +((1*fvar1_A0) + (1*fvar2_A0) + (-1*fvar3_A0)) := (1*fvar1_A0) + (1*fvar2_A0) + (-1*fvar3_A0). +((1*fvar1_A0) + (-1*fvar2_A0) + (1*fvar3_A0)) := (1*fvar1_A0) + (-1*fvar2_A0) + (1*fvar3_A0). +((1*fvar1_A0) + (-1*fvar2_A0) + (-1*fvar3_A0)) := (1*fvar1_A0) + (-1*fvar2_A0) + (-1*fvar3_A0). +((-1*fvar1_A0) + (1*fvar2_A0) + (1*fvar3_A0)) := (-1*fvar1_A0) + (1*fvar2_A0) + (1*fvar3_A0). +((-1*fvar1_A0) + (1*fvar2_A0) + (-1*fvar3_A0)) := (-1*fvar1_A0) + (1*fvar2_A0) + (-1*fvar3_A0). +((-1*fvar1_A0) + (-1*fvar2_A0) + (1*fvar3_A0)) := (-1*fvar1_A0) + (-1*fvar2_A0) + (1*fvar3_A0). +((-1*fvar1_A0) + (-1*fvar2_A0) + (-1*fvar3_A0)) := (-1*fvar1_A0) + (-1*fvar2_A0) + (-1*fvar3_A0). +((1*fvar0_A0) + (1*fvar1_A0) + (1*fvar2_A0) + (1*fvar3_A0)) := (1*fvar0_A0) + (1*fvar1_A0) + (1*fvar2_A0) + (1*fvar3_A0). +((1*fvar0_A0) + (1*fvar1_A0) + (1*fvar2_A0) + (-1*fvar3_A0)) := (1*fvar0_A0) + (1*fvar1_A0) + (1*fvar2_A0) + (-1*fvar3_A0). +((1*fvar0_A0) + (1*fvar1_A0) + (-1*fvar2_A0) + (1*fvar3_A0)) := (1*fvar0_A0) + (1*fvar1_A0) + (-1*fvar2_A0) + (1*fvar3_A0). +((1*fvar0_A0) + (1*fvar1_A0) + (-1*fvar2_A0) + (-1*fvar3_A0)) := (1*fvar0_A0) + (1*fvar1_A0) + (-1*fvar2_A0) + (-1*fvar3_A0). +((1*fvar0_A0) + (-1*fvar1_A0) + (1*fvar2_A0) + (1*fvar3_A0)) := (1*fvar0_A0) + (-1*fvar1_A0) + (1*fvar2_A0) + (1*fvar3_A0). +((1*fvar0_A0) + (-1*fvar1_A0) + (1*fvar2_A0) + (-1*fvar3_A0)) := (1*fvar0_A0) + (-1*fvar1_A0) + (1*fvar2_A0) + (-1*fvar3_A0). +((1*fvar0_A0) + (-1*fvar1_A0) + (-1*fvar2_A0) + (1*fvar3_A0)) := (1*fvar0_A0) + (-1*fvar1_A0) + (-1*fvar2_A0) + (1*fvar3_A0). +((1*fvar0_A0) + (-1*fvar1_A0) + (-1*fvar2_A0) + (-1*fvar3_A0)) := (1*fvar0_A0) + (-1*fvar1_A0) + (-1*fvar2_A0) + (-1*fvar3_A0). +((-1*fvar0_A0) + (1*fvar1_A0) + (1*fvar2_A0) + (1*fvar3_A0)) := (-1*fvar0_A0) + (1*fvar1_A0) + (1*fvar2_A0) + (1*fvar3_A0). +((-1*fvar0_A0) + (1*fvar1_A0) + (1*fvar2_A0) + (-1*fvar3_A0)) := (-1*fvar0_A0) + (1*fvar1_A0) + (1*fvar2_A0) + (-1*fvar3_A0). +((-1*fvar0_A0) + (1*fvar1_A0) + (-1*fvar2_A0) + (1*fvar3_A0)) := (-1*fvar0_A0) + (1*fvar1_A0) + (-1*fvar2_A0) + (1*fvar3_A0). +((-1*fvar0_A0) + (1*fvar1_A0) + (-1*fvar2_A0) + (-1*fvar3_A0)) := (-1*fvar0_A0) + (1*fvar1_A0) + (-1*fvar2_A0) + (-1*fvar3_A0). +((-1*fvar0_A0) + (-1*fvar1_A0) + (1*fvar2_A0) + (1*fvar3_A0)) := (-1*fvar0_A0) + (-1*fvar1_A0) + (1*fvar2_A0) + (1*fvar3_A0). +((-1*fvar0_A0) + (-1*fvar1_A0) + (1*fvar2_A0) + (-1*fvar3_A0)) := (-1*fvar0_A0) + (-1*fvar1_A0) + (1*fvar2_A0) + (-1*fvar3_A0). +((-1*fvar0_A0) + (-1*fvar1_A0) + (-1*fvar2_A0) + (1*fvar3_A0)) := (-1*fvar0_A0) + (-1*fvar1_A0) + (-1*fvar2_A0) + (1*fvar3_A0). +((-1*fvar0_A0) + (-1*fvar1_A0) + (-1*fvar2_A0) + (-1*fvar3_A0)) := (-1*fvar0_A0) + (-1*fvar1_A0) + (-1*fvar2_A0) + (-1*fvar3_A0). +precondition: true, false. \ No newline at end of file diff --git a/exp_oopsla/gem-diff-ult_bound=1.0-vel=[2.5-3.0]-safe/dtree_synth.4x10.out.json b/exp_oopsla/gem-diff-ult_bound=1.0-vel=[2.5-3.0]-safe/dtree_synth.4x10.out.json new file mode 100644 index 0000000..ae30881 --- /dev/null +++ b/exp_oopsla/gem-diff-ult_bound=1.0-vel=[2.5-3.0]-safe/dtree_synth.4x10.out.json @@ -0,0 +1 @@ +[{"part": [[-Infinity, Infinity], [-1.2, -0.6], [-0.2617993877991494, -0.20943951023931953]], "status": "skip", "result": "The region contains unsafe datapoints."}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [-0.20943951023931953, -0.15707963267948966]], "status": "skip", "result": "The region contains unsafe datapoints."}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [-0.15707963267948966, -0.10471975511965975]], "status": "skip", "result": "The region contains unsafe datapoints."}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [-0.10471975511965975, -0.052359877559829876]], "status": "skip", "result": "The region contains unsafe datapoints."}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [-0.052359877559829876, 0.0]], "feature_domain": "diff", "ultimate_bound": 1.0, "status": "found", "result": {"k": 27, "formula": "(let ((a!1 (and (not (<= (+ z_1 x_2) (/ 8174769631395839.0 36028797018963968.0)))\n (not (<= (+ z_0 x_1)\n (- (/ 5142328910020609.0 2251799813685248.0)))))))\n(let ((a!2 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 4236434139512831.0 2251799813685248.0))))\n a!1)))\n(let ((a!3 (and (not (<= (+ z_1 x_2) (/ 3656593958764543.0 18014398509481984.0)))\n a!2)))\n(let ((a!4 (ite (<= (+ z_0 x_1 z_1 x_2) (- (/ 3955451.0 4194304.0)))\n a!3\n (not (<= (+ z_1 x_2) (/ 11293987.0 2147483648.0))))))\n (ite (<= (+ z_0 x_1 z_1 x_2) (- (/ 6659914265001985.0 18014398509481984.0)))\n a!4\n (not (<= (+ z_1 x_2) (- (/ 7977025042120703.0 72057594037927936.0)))))))))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun z_1 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (and (not (<= (+ z_1 x_2) (/ 8174769631395839.0 36028797018963968.0)))\n (not (<= (+ z_0 x_1)\n (- (/ 5142328910020609.0 2251799813685248.0)))))))\n(let ((a!2 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 4236434139512831.0 2251799813685248.0))))\n a!1)))\n(let ((a!3 (and (not (<= (+ z_1 x_2) (/ 3656593958764543.0 18014398509481984.0)))\n a!2)))\n(let ((a!4 (ite (<= (+ z_0 x_1 z_1 x_2) (- (/ 3955451.0 4194304.0)))\n a!3\n (not (<= (+ z_1 x_2) (/ 11293987.0 2147483648.0))))))\n(let ((a!5 (ite (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 6659914265001985.0 18014398509481984.0)))\n a!4\n (not (<= (+ z_1 x_2)\n (- (/ 7977025042120703.0 72057594037927936.0)))))))\n (F a!5)))))))\n"}, "teacher time": 615.6682796478271, "learner time": 2.1359429359436035}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [0.0, 0.052359877559829904]], "status": "exception", "result": "Traceback (most recent call last):\n File \"/home/chsieh16/Public/cs598mp-fall2021-proj/dtree_synth.py\", line 209, in synth_dtree_per_part\n found, ret, time_info = synth_dtree(learner, teacher,\n File \"/home/chsieh16/Public/cs598mp-fall2021-proj/dtree_synth.py\", line 30, in synth_dtree\n candidate = learner.learn()\n File \"/home/chsieh16/Public/cs598mp-fall2021-proj/dtree_learner.py\", line 179, in learn\n assert os.path.exists(self.tree_out), \"if learned successfully\" \\\nAssertionError: if learned successfullythere should be a json file in out\n"}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [0.052359877559829904, 0.10471975511965975]], "feature_domain": "diff", "ultimate_bound": 1.0, "status": "found", "result": {"k": 38, "formula": "(let ((a!1 (and (<= (+ z_1 x_2) (/ 997887.0 4194304.0))\n (not (<= (+ z_1 x_2) (/ 15950521.0 67108864.0))))))\n(let ((a!2 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 4422843773222913.0 2251799813685248.0))))\n (ite (<= (+ z_1 x_2) (/ 4525748236845057.0 18014398509481984.0))\n a!1\n (<= (+ z_1 x_2) (/ 4541028119871489.0 18014398509481984.0))))))\n(let ((a!3 (and (not (<= (+ z_1 x_2) (/ 7547402147856383.0 36028797018963968.0)))\n a!2)))\n(let ((a!4 (ite (<= (+ z_0 x_1 z_1 x_2) (- (/ 7016065.0 4194304.0)))\n a!3\n (not (<= (+ z_1 x_2) (/ 10116487.0 67108864.0))))))\n(let ((a!5 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 4804509331095551.0 4503599627370496.0))))\n a!4)))\n(let ((a!6 (and (not (<= (+ z_1 x_2)\n (/ 4977293181059073.0 288230376151711744.0)))\n a!5)))\n (ite (<= (+ z_0 x_1 z_1 x_2) (- (/ 5483243.0 16777216.0)))\n a!6\n (not (<= (+ z_1 x_2) (- (/ 1315495.0 16777216.0)))))))))))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun z_1 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (and (<= (+ z_1 x_2) (/ 997887.0 4194304.0))\n (not (<= (+ z_1 x_2) (/ 15950521.0 67108864.0))))))\n(let ((a!2 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 4422843773222913.0 2251799813685248.0))))\n (ite (<= (+ z_1 x_2) (/ 4525748236845057.0 18014398509481984.0))\n a!1\n (<= (+ z_1 x_2) (/ 4541028119871489.0 18014398509481984.0))))))\n(let ((a!3 (and (not (<= (+ z_1 x_2) (/ 7547402147856383.0 36028797018963968.0)))\n a!2)))\n(let ((a!4 (ite (<= (+ z_0 x_1 z_1 x_2) (- (/ 7016065.0 4194304.0)))\n a!3\n (not (<= (+ z_1 x_2) (/ 10116487.0 67108864.0))))))\n(let ((a!5 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 4804509331095551.0 4503599627370496.0))))\n a!4)))\n(let ((a!6 (and (not (<= (+ z_1 x_2)\n (/ 4977293181059073.0 288230376151711744.0)))\n a!5)))\n(let ((a!7 (ite (<= (+ z_0 x_1 z_1 x_2) (- (/ 5483243.0 16777216.0)))\n a!6\n (not (<= (+ z_1 x_2) (- (/ 1315495.0 16777216.0)))))))\n (F a!7)))))))))\n"}, "teacher time": 1001.2183086872101, "learner time": 2.847726583480835}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [0.10471975511965975, 0.15707963267948966]], "status": "exception", "result": "Traceback (most recent call last):\n File \"/home/chsieh16/Public/cs598mp-fall2021-proj/dtree_synth.py\", line 209, in synth_dtree_per_part\n found, ret, time_info = synth_dtree(learner, teacher,\n File \"/home/chsieh16/Public/cs598mp-fall2021-proj/dtree_synth.py\", line 30, in synth_dtree\n candidate = learner.learn()\n File \"/home/chsieh16/Public/cs598mp-fall2021-proj/dtree_learner.py\", line 179, in learn\n assert os.path.exists(self.tree_out), \"if learned successfully\" \\\nAssertionError: if learned successfullythere should be a json file in out\n"}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [0.15707963267948966, 0.20943951023931956]], "feature_domain": "diff", "ultimate_bound": 1.0, "status": "found", "result": {"k": 91, "formula": "(let ((a!1 (and (<= (+ z_0 x_1) (/ 5126963.0 134217728.0))\n (not (<= (+ z_0 x_1 z_1 x_2) (- (/ 12522737.0 134217728.0))))))\n (a!3 (and (not (<= (+ z_1 x_2) (/ 8211985.0 33554432.0)))\n (not (<= (+ z_0 x_1 z_1 x_2) (- (/ 9323065.0 4194304.0)))))))\n(let ((a!2 (ite (<= (+ z_0 x_1 z_1 x_2)\n (/ 4429131873779713.0 36028797018963968.0))\n a!1\n (not (<= (+ z_1 x_2)\n (- (/ 2392792584159231.0 18014398509481984.0))))))\n (a!4 (ite (<= (+ z_0 x_1) (- (/ 15943315.0 8388608.0)))\n a!3\n (not (<= (+ z_1 x_2) (/ 5836366097154049.0 36028797018963968.0))))))\n(let ((a!5 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 2292170627219457.0 2251799813685248.0))))\n a!4)))\n (ite (<= (+ z_1 x_2) (- (/ 6941620096204801.0 576460752303423488.0))) a!2 a!5))))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun z_1 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (and (<= (+ z_0 x_1) (/ 5126963.0 134217728.0))\n (not (<= (+ z_0 x_1 z_1 x_2) (- (/ 12522737.0 134217728.0))))))\n (a!3 (and (not (<= (+ z_1 x_2) (/ 8211985.0 33554432.0)))\n (not (<= (+ z_0 x_1 z_1 x_2) (- (/ 9323065.0 4194304.0)))))))\n(let ((a!2 (ite (<= (+ z_0 x_1 z_1 x_2)\n (/ 4429131873779713.0 36028797018963968.0))\n a!1\n (not (<= (+ z_1 x_2)\n (- (/ 2392792584159231.0 18014398509481984.0))))))\n (a!4 (ite (<= (+ z_0 x_1) (- (/ 15943315.0 8388608.0)))\n a!3\n (not (<= (+ z_1 x_2) (/ 5836366097154049.0 36028797018963968.0))))))\n(let ((a!5 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 2292170627219457.0 2251799813685248.0))))\n a!4)))\n (F (ite (<= (+ z_1 x_2) (- (/ 6941620096204801.0 576460752303423488.0)))\n a!2\n a!5))))))\n"}, "teacher time": 3276.031753063202, "learner time": 7.6470537185668945}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [0.20943951023931956, 0.2617993877991494]], "feature_domain": "diff", "ultimate_bound": 1.0, "status": "found", "result": {"k": 42, "formula": "(let ((a!1 (and (not (<= (+ z_1 x_2) (/ 7448730106068993.0 36028797018963968.0)))\n (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 4727235890118655.0 2251799813685248.0)))))))\n(let ((a!2 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 2901730907914241.0 2251799813685248.0))))\n a!1)))\n(let ((a!3 (and (not (<= (+ z_1 x_2) (/ 578727.0 16777216.0))) a!2)))\n (ite (<= (+ z_0 x_1 z_1 x_2) (- (/ 4633827.0 8388608.0)))\n a!3\n (not (<= (+ z_1 x_2) (- (/ 6254395.0 67108864.0))))))))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun z_1 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (and (not (<= (+ z_1 x_2) (/ 7448730106068993.0 36028797018963968.0)))\n (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 4727235890118655.0 2251799813685248.0)))))))\n(let ((a!2 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 2901730907914241.0 2251799813685248.0))))\n a!1)))\n(let ((a!3 (and (not (<= (+ z_1 x_2) (/ 578727.0 16777216.0))) a!2)))\n(let ((a!4 (ite (<= (+ z_0 x_1 z_1 x_2) (- (/ 4633827.0 8388608.0)))\n a!3\n (not (<= (+ z_1 x_2) (- (/ 6254395.0 67108864.0)))))))\n (F a!4))))))\n"}, "teacher time": 1100.040148973465, "learner time": 3.0723280906677246}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [-0.2617993877991494, -0.20943951023931953]], "status": "skip", "result": "The region contains unsafe datapoints."}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [-0.20943951023931953, -0.15707963267948966]], "status": "skip", "result": "The region contains unsafe datapoints."}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [-0.15707963267948966, -0.10471975511965975]], "feature_domain": "diff", "ultimate_bound": 1.0, "status": "found", "result": {"k": 0, "formula": "true", "smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"}, "teacher time": 0.011294126510620117, "learner time": 0.05864429473876953}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [-0.10471975511965975, -0.052359877559829876]], "feature_domain": "diff", "ultimate_bound": 1.0, "status": "found", "result": {"k": 0, 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+-0.6025866226729999,0.24622949524494506,false +-0.6026030497098036,0.2462459222817488,false +-0.6030600742337331,0.24670294680567828,false +-0.6074593653123361,0.25110223788428127,false +-0.6172568992201225,0.2608997717920676,false +-0.6415572406505428,0.28520011322248795,false +-0.6531419892551065,0.29678486182705166,false +-0.6745539807325222,0.29786427846010693,false +-0.9067714733632407,0.5300817710908254,false diff --git a/exp_oopsla/gem-diff-ult_bound=1.0-vel=[2.5-3.0]-safe/pre.names b/exp_oopsla/gem-diff-ult_bound=1.0-vel=[2.5-3.0]-safe/pre.names new file mode 100644 index 0000000..479b60a --- /dev/null +++ b/exp_oopsla/gem-diff-ult_bound=1.0-vel=[2.5-3.0]-safe/pre.names @@ -0,0 +1,10 @@ +precondition. +fvar0_A0: continuous. +fvar1_A0: continuous. +(-1*fvar0_A0) := (-1*fvar0_A0). +(-1*fvar1_A0) := (-1*fvar1_A0). +((1*fvar0_A0) + (1*fvar1_A0)) := (1*fvar0_A0) + (1*fvar1_A0). +((1*fvar0_A0) + (-1*fvar1_A0)) := (1*fvar0_A0) + (-1*fvar1_A0). +((-1*fvar0_A0) + (1*fvar1_A0)) := (-1*fvar0_A0) + (1*fvar1_A0). +((-1*fvar0_A0) + (-1*fvar1_A0)) := (-1*fvar0_A0) + (-1*fvar1_A0). +precondition: true, false. \ No newline at end of file diff --git a/exp_oopsla/gem-diff-ult_bound=1.0-vel=[2.5-3.0]-unsafe/dtree_synth.4x10.out.json b/exp_oopsla/gem-diff-ult_bound=1.0-vel=[2.5-3.0]-unsafe/dtree_synth.4x10.out.json new file mode 100644 index 0000000..f692a4f --- /dev/null +++ b/exp_oopsla/gem-diff-ult_bound=1.0-vel=[2.5-3.0]-unsafe/dtree_synth.4x10.out.json @@ -0,0 +1 @@ +[{"part": [[-Infinity, Infinity], [-1.2, -0.6], [-0.2617993877991494, -0.20943951023931953]], "feature_domain": "diff", "ultimate_bound": 1.0, "status": "found", "result": {"k": 40, "formula": "(let ((a!1 (and (not (<= (+ z_0 x_1) (/ 942423.0 33554432.0)))\n (not (<= (+ z_1 x_2) (- (/ 13093069.0 134217728.0))))))\n (a!2 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (- (/ 4727506473058303.0 4503599627370496.0))))))\n (ite (<= (+ z_1 x_2) (- (/ 8352995.0 1073741824.0))) a!1 a!2))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun z_1 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (and (not (<= (+ z_0 x_1) (/ 942423.0 33554432.0)))\n (not (<= (+ z_1 x_2) (- (/ 13093069.0 134217728.0))))))\n (a!2 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (- (/ 4727506473058303.0 4503599627370496.0))))))\n (F (ite (<= (+ z_1 x_2) (- (/ 8352995.0 1073741824.0))) a!1 a!2))))\n"}, "teacher time": 735.1095943450928, "learner time": 2.1450917720794678}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [-0.20943951023931953, -0.15707963267948966]], "feature_domain": "diff", "ultimate_bound": 1.0, "status": "found", "result": {"k": 35, "formula": "(let ((a!1 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (- (/ 8234451423199231.0 4503599627370496.0)))))\n (a!2 (and (not (<= (+ z_0 x_1 z_1 x_2) (- (/ 6118221.0 8388608.0))))\n (not (<= (+ z_1 x_2) (- (/ 10738049.0 268435456.0)))))))\n(let ((a!3 (or (not (<= (+ z_1 x_2) (/ 4994943886032897.0 36028797018963968.0)))\n a!2)))\n (ite (<= (+ z_0 x_1 z_1 x_2) (- (/ 6160253.0 16777216.0)))\n (and a!1 a!3)\n (not (<= (+ z_1 x_2) (- (/ 8357337953730561.0 72057594037927936.0)))))))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun z_1 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (- (/ 8234451423199231.0 4503599627370496.0)))))\n (a!2 (and (not (<= (+ z_0 x_1 z_1 x_2) (- (/ 6118221.0 8388608.0))))\n (not (<= (+ z_1 x_2) (- (/ 10738049.0 268435456.0)))))))\n(let ((a!3 (or (not (<= (+ z_1 x_2) (/ 4994943886032897.0 36028797018963968.0)))\n a!2)))\n(let ((a!4 (ite (<= (+ z_0 x_1 z_1 x_2) (- (/ 6160253.0 16777216.0)))\n (and a!1 a!3)\n (not (<= (+ z_1 x_2)\n (- (/ 8357337953730561.0 72057594037927936.0)))))))\n (F a!4)))))\n"}, "teacher time": 963.6820592880249, "learner time": 2.309356451034546}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [-0.15707963267948966, -0.10471975511965975]], "feature_domain": "diff", "ultimate_bound": 1.0, "status": "found", "result": {"k": 57, "formula": "(let ((a!1 (and (not (<= (+ z_1 x_2) (/ 8012397319028737.0 36028797018963968.0)))\n (<= (+ z_1 x_2) (/ 8046804302036993.0 36028797018963968.0))))\n (a!4 (and (<= (+ z_1 x_2) (/ 4712911100444671.0 18014398509481984.0))\n (not (>= (+ z_0 x_1 z_1 x_2)\n (- (/ 5541772679708671.0 2251799813685248.0))))\n (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 5749363481509887.0 2251799813685248.0)))))))\n(let ((a!2 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 3362814169186305.0 2251799813685248.0))))\n a!1))\n (a!5 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 5081457949147135.0 2251799813685248.0))))\n a!4)))\n(let ((a!3 (and (not (<= (+ z_1 x_2) (/ 4346977739341823.0 36028797018963968.0)))\n a!2))\n (a!6 (and (not (<= (+ z_1 x_2) (/ 4712452612685823.0 18014398509481984.0)))\n a!5)))\n(let ((a!7 (ite (<= (+ z_1 x_2) (/ 4522214015631361.0 18014398509481984.0))\n a!3\n (or (<= (+ z_1 x_2) (/ 8439223.0 33554432.0)) a!6))))\n(let ((a!8 (ite (<= (+ z_0 x_1 z_1 x_2) (- (/ 16568649.0 16777216.0)))\n a!7\n (not (<= (+ z_1 x_2)\n (/ 3779039449841663.0 288230376151711744.0))))))\n (ite (<= (+ z_0 x_1 z_1 x_2) (- (/ 8201831683457023.0 18014398509481984.0)))\n (or (<= (+ z_0 x_1) (- (/ 14459275.0 4194304.0))) a!8)\n (not (<= (+ z_1 x_2) (- (/ 5172025.0 67108864.0))))))))))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun z_1 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (and (not (<= (+ z_1 x_2) (/ 8012397319028737.0 36028797018963968.0)))\n (<= (+ z_1 x_2) (/ 8046804302036993.0 36028797018963968.0))))\n (a!4 (and (<= (+ z_1 x_2) (/ 4712911100444671.0 18014398509481984.0))\n (not (>= (+ z_0 x_1 z_1 x_2)\n (- (/ 5541772679708671.0 2251799813685248.0))))\n (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 5749363481509887.0 2251799813685248.0)))))))\n(let ((a!2 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 3362814169186305.0 2251799813685248.0))))\n a!1))\n (a!5 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 5081457949147135.0 2251799813685248.0))))\n a!4)))\n(let ((a!3 (and (not (<= (+ z_1 x_2) (/ 4346977739341823.0 36028797018963968.0)))\n a!2))\n (a!6 (and (not (<= (+ z_1 x_2) (/ 4712452612685823.0 18014398509481984.0)))\n a!5)))\n(let ((a!7 (ite (<= (+ z_1 x_2) (/ 4522214015631361.0 18014398509481984.0))\n a!3\n (or (<= (+ z_1 x_2) (/ 8439223.0 33554432.0)) a!6))))\n(let ((a!8 (ite (<= (+ z_0 x_1 z_1 x_2) (- (/ 16568649.0 16777216.0)))\n a!7\n (not (<= (+ z_1 x_2)\n (/ 3779039449841663.0 288230376151711744.0))))))\n(let ((a!9 (ite (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 8201831683457023.0 18014398509481984.0)))\n (or (<= (+ z_0 x_1) (- (/ 14459275.0 4194304.0))) a!8)\n (not (<= (+ z_1 x_2) (- (/ 5172025.0 67108864.0)))))))\n (F a!9))))))))\n"}, "teacher time": 1695.319729566574, "learner time": 4.563807487487793}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [-0.10471975511965975, -0.052359877559829876]], "feature_domain": "diff", "ultimate_bound": 1.0, "status": "found", "result": {"k": 35, "formula": "(let ((a!1 (and (not (<= (+ z_0 x_1 z_1 x_2) (- (/ 2342959.0 4194304.0))))\n (not (<= (+ z_1 x_2) (- (/ 7549239.0 134217728.0))))))\n (a!2 (or (not (<= (+ z_1 x_2) (/ 8257449362456577.0 36028797018963968.0)))\n (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 4631769504546817.0 2251799813685248.0))))))\n (a!8 (and (not (<= (+ z_0 x_1) (- (/ 13135785.0 8388608.0))))\n (not (<= (+ z_1 x_2) (/ 3331497.0 33554432.0))))))\n(let ((a!3 (ite (<= (+ z_1 x_2) (/ 4605419343314945.0 18014398509481984.0))\n (and (<= (+ z_1 x_2) (/ 3852833.0 16777216.0)) a!2)\n (<= (+ z_1 x_2) (/ 8589125.0 33554432.0))))\n (a!9 (or (not (<= (+ z_1 x_2) (/ 4741964943589375.0 36028797018963968.0)))\n a!8)))\n(let ((a!4 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 4570134576365569.0 2251799813685248.0))))\n (and (<= (+ z_0 x_1 z_1 x_2) (- (/ 8626067.0 4194304.0))) a!3))))\n(let ((a!5 (and (not (<= (+ z_1 x_2) (/ 14739929.0 67108864.0))) a!4)))\n(let ((a!6 (or (not (<= (+ z_0 x_1) (- (/ 8939747.0 4194304.0)))) a!5)))\n(let ((a!7 (and (not (<= (+ z_1 x_2) (/ 7225418113351681.0 36028797018963968.0)))\n a!6)))\n(let ((a!10 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 4909300090667007.0 4503599627370496.0))))\n (ite (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 7265258766860289.0 4503599627370496.0)))\n a!7\n a!9))))\n (ite (<= (+ z_0 x_1 z_1 x_2) (- (/ 4681277.0 16777216.0)))\n (ite (<= (+ z_1 x_2) (/ 5171242629857279.0 288230376151711744.0))\n a!1\n a!10)\n (not (<= (+ z_1 x_2) (- (/ 10113631.0 134217728.0))))))))))))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun z_1 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (and (not (<= (+ z_0 x_1 z_1 x_2) (- (/ 2342959.0 4194304.0))))\n (not (<= (+ z_1 x_2) (- (/ 7549239.0 134217728.0))))))\n (a!2 (or (not (<= (+ z_1 x_2) (/ 8257449362456577.0 36028797018963968.0)))\n (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 4631769504546817.0 2251799813685248.0))))))\n (a!8 (and (not (<= (+ z_0 x_1) (- (/ 13135785.0 8388608.0))))\n (not (<= (+ z_1 x_2) (/ 3331497.0 33554432.0))))))\n(let ((a!3 (ite (<= (+ z_1 x_2) (/ 4605419343314945.0 18014398509481984.0))\n (and (<= (+ z_1 x_2) (/ 3852833.0 16777216.0)) a!2)\n (<= (+ z_1 x_2) (/ 8589125.0 33554432.0))))\n (a!9 (or (not (<= (+ z_1 x_2) (/ 4741964943589375.0 36028797018963968.0)))\n a!8)))\n(let ((a!4 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 4570134576365569.0 2251799813685248.0))))\n (and (<= (+ z_0 x_1 z_1 x_2) (- (/ 8626067.0 4194304.0))) a!3))))\n(let ((a!5 (and (not (<= (+ z_1 x_2) (/ 14739929.0 67108864.0))) a!4)))\n(let ((a!6 (or (not (<= (+ z_0 x_1) (- (/ 8939747.0 4194304.0)))) a!5)))\n(let ((a!7 (and (not (<= (+ z_1 x_2) (/ 7225418113351681.0 36028797018963968.0)))\n a!6)))\n(let ((a!10 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 4909300090667007.0 4503599627370496.0))))\n (ite (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 7265258766860289.0 4503599627370496.0)))\n a!7\n a!9))))\n(let ((a!11 (ite (<= (+ z_0 x_1 z_1 x_2) (- (/ 4681277.0 16777216.0)))\n (ite (<= (+ z_1 x_2)\n (/ 5171242629857279.0 288230376151711744.0))\n a!1\n a!10)\n (not (<= (+ z_1 x_2) (- (/ 10113631.0 134217728.0)))))))\n (F a!11))))))))))\n"}, "teacher time": 1184.30633020401, "learner time": 2.976889133453369}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [-0.052359877559829876, 0.0]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [0.0, 0.052359877559829904]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [0.052359877559829904, 0.10471975511965975]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [0.10471975511965975, 0.15707963267948966]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [0.15707963267948966, 0.20943951023931956]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [0.20943951023931956, 0.2617993877991494]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [-0.2617993877991494, -0.20943951023931953]], "feature_domain": "diff", "ultimate_bound": 1.0, "status": "found", "result": {"k": 0, "formula": "true", "smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"}, "teacher time": 0.013926029205322266, "learner time": 0.058498382568359375}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [-0.20943951023931953, -0.15707963267948966]], "feature_domain": "diff", "ultimate_bound": 1.0, "status": "found", "result": {"k": 0, "formula": "true", "smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"}, "teacher time": 0.009234905242919922, "learner time": 0.05417442321777344}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [-0.15707963267948966, -0.10471975511965975]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [-0.10471975511965975, -0.052359877559829876]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [-0.052359877559829876, 0.0]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [0.0, 0.052359877559829904]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [0.052359877559829904, 0.10471975511965975]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [0.10471975511965975, 0.15707963267948966]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [0.15707963267948966, 0.20943951023931956]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [0.20943951023931956, 0.2617993877991494]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [-0.2617993877991494, -0.20943951023931953]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [-0.20943951023931953, -0.15707963267948966]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [-0.15707963267948966, -0.10471975511965975]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [-0.10471975511965975, -0.052359877559829876]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [-0.052359877559829876, 0.0]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [0.0, 0.052359877559829904]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [0.052359877559829904, 0.10471975511965975]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [0.10471975511965975, 0.15707963267948966]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [0.15707963267948966, 0.20943951023931956]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [0.20943951023931956, 0.2617993877991494]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [-0.2617993877991494, -0.20943951023931953]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [-0.20943951023931953, -0.15707963267948966]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [-0.15707963267948966, -0.10471975511965975]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [-0.10471975511965975, -0.052359877559829876]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [-0.052359877559829876, 0.0]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [0.0, 0.052359877559829904]], "feature_domain": "diff", "ultimate_bound": 1.0, "status": "found", "result": {"k": 2, "formula": "(and (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2)) (/ 5430675.0 16777216.0))\n (or (<= (+ z_1 x_2) (/ 8925152494485505.0 288230376151711744.0))\n (<= (+ z_0 x_1 z_1 x_2) (- (/ 5844484122214401.0 4503599627370496.0)))))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun z_1 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (and (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 5430675.0 16777216.0))\n (or (<= (+ z_1 x_2) (/ 8925152494485505.0 288230376151711744.0))\n (<= (+ z_0 x_1 z_1 x_2)\n (- (/ 5844484122214401.0 4503599627370496.0)))))))\n (F a!1)))\n"}, "teacher time": 23.78764319419861, "learner time": 0.19610977172851562}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [0.052359877559829904, 0.10471975511965975]], "status": "skip", "result": "No unsafe data points. Skip for unsafe config."}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [0.10471975511965975, 0.15707963267948966]], "feature_domain": "diff", "ultimate_bound": 1.0, "status": "found", "result": {"k": 43, "formula": "(let ((a!1 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 15830583.0 16777216.0))))\n (a!2 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 9535419.0 2097152.0)))\n (<= (+ z_0 x_1 z_1 x_2) (/ 9536865.0 2097152.0)))))\n(let ((a!3 (and a!1 (or (<= (+ z_0 x_1 z_1 x_2) (/ 8113429.0 8388608.0)) a!2))))\n (ite (<= (+ z_0 x_1 z_1 x_2) (/ 5894401305870335.0 36028797018963968.0))\n (<= (+ z_1 x_2) (/ 7296531497484287.0 72057594037927936.0))\n a!3)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun z_1 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 15830583.0 16777216.0))))\n (a!2 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 9535419.0 2097152.0)))\n (<= (+ z_0 x_1 z_1 x_2) (/ 9536865.0 2097152.0)))))\n(let ((a!3 (and a!1 (or (<= (+ z_0 x_1 z_1 x_2) (/ 8113429.0 8388608.0)) a!2))))\n (F (ite (<= (+ z_0 x_1 z_1 x_2) (/ 5894401305870335.0 36028797018963968.0))\n (<= (+ z_1 x_2) (/ 7296531497484287.0 72057594037927936.0))\n a!3)))))\n"}, "teacher time": 694.9956090450287, "learner time": 3.4852302074432373}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [0.15707963267948966, 0.20943951023931956]], "feature_domain": "diff", "ultimate_bound": 1.0, "status": "not found", "result": {"reason": "Reason Unknown (too many paths 62 in candidate If(9162923/2097152 >= 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(8268961485422591/144115188075855872 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n True,\n If(9767651/4194304 >= 1*(z_0 + x_1) + -1*(z_1 + x_2),\n False,\n If(15207059/2147483648 >= 1*(z_1 + x_2),\n 5480164058202113/1152921504606846976 >=\n 1*(z_1 + x_2),\n True))),\n If(-5319154324209665/288230376151711744 >= 1*(z_1 + x_2),\n If(4971375/1048576 >= 1*(z_0 + x_1) + -1*(z_1 + x_2),\n If(-8037885802446849/288230376151711744 >=\n 1*(z_1 + x_2),\n If(-4377549/134217728 >= 1*(z_1 + x_2),\n If(-4748667240054783/144115188075855872 >=\n 1*(z_1 + x_2),\n If(-9138813/268435456 >= 1*(z_1 + x_2),\n If(9809353/2097152 >=\n 1*(z_0 + x_1) + -1*(z_1 + x_2),\n True,\n If(9869375/2097152 >=\n 1*(z_0 + x_1) + -1*(z_1 + x_2),\n False,\n If(9767223/2097152 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(2438407/524288 >=\n 1*(z_0 + x_1) +\n 1*(z_1 + x_2),\n If(9821127/2097152 >=\n 1*(z_0 + x_1),\n If(-10337895/268435456 >=\n 1*(z_1 + x_2),\n True,\n 9887529/2097152 <\n 1*(z_0 + x_1) +\n -1*(z_1 + x_2)),\n False),\n True),\n False))),\n False),\n True),\n If(2438407/524288 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(5237162861658113/1125899906842624 >=\n 1*(z_0 + x_1) + -1*(z_1 + x_2),\n If(9618713/2097152 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(-4607758489878527/144115188075855872 >=\n 1*(z_1 + x_2),\n If(2430785/524288 >=\n 1*(z_0 + x_1) + -1*(z_1 + x_2),\n -4292569/134217728 <\n 1*(z_1 + x_2),\n True),\n False),\n True),\n False),\n True)),\n If(9736777/2097152 >= 1*(z_0 + x_1),\n If(4843311/1048576 >=\n 1*(z_0 + x_1) + -1*(z_1 + x_2),\n If(-6441402435108865/288230376151711744 >=\n 1*(z_1 + x_2),\n If(9499833/2097152 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(-6134579/268435456 >=\n 1*(z_1 + x_2),\n If(9480305/2097152 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(9434103/2097152 >=\n 1*(z_0 + x_1) +\n 1*(z_1 + x_2),\n True,\n If(2366475/524288 >=\n 1*(z_0 + x_1) +\n 1*(z_1 + x_2),\n False,\n -7356680903852031/288230376151711744 <\n 1*(z_1 + x_2))),\n True),\n False),\n If(9569473/2097152 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n False,\n -7090668883148799/288230376151711744 <\n 1*(z_1 + x_2))),\n If(-11693471/536870912 >= 1*(z_1 + x_2),\n True,\n If(-5496513924956161/288230376151711744 >=\n 1*(z_1 + x_2),\n If(9563979/2097152 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(4819993/1048576 >=\n 1*(z_0 + x_1) +\n -1*(z_1 + x_2),\n If(9556425/2097152 >=\n 1*(z_0 + x_1),\n If(9420137/2097152 >=\n 1*(z_0 + x_1) +\n 1*(z_1 + x_2),\n False,\n If(-2839753/134217728 >=\n 1*(z_1 + x_2),\n True,\n If(-5798442609672193/288230376151711744 >=\n 1*(z_1 + x_2),\n 9580943/2097152 <\n 1*(z_0 + x_1) +\n -1*(z_1 + x_2),\n -5554577050959871/288230376151711744 >=\n 1*(z_1 + x_2)))),\n If(-11149545/536870912 >=\n 1*(z_1 + x_2),\n -6243915007000577/288230376151711744 <\n 1*(z_1 + x_2),\n False)),\n True),\n False),\n If(-5391601832558593/288230376151711744 >=\n 1*(z_1 + x_2),\n True,\n -5367251515473921/288230376151711744 <\n 1*(z_1 + x_2))))),\n If(4831663/1048576 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(-359671/16777216 >= 1*(z_1 + x_2),\n If(5158418394382337/1125899906842624 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n 600463/131072 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n True),\n 4819543/1048576 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2)),\n False)),\n True)),\n If(9852343/2097152 >= 1*(z_0 + x_1) + 1*(z_1 + x_2),\n True,\n If(-6524908947374079/144115188075855872 >=\n 1*(z_1 + x_2),\n True,\n If(-11211729/268435456 >= 1*(z_1 + x_2),\n False,\n -10937287/268435456 >= 1*(z_1 + x_2))))),\n If(2316919/524288 >= 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(9243843/2097152 >= 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(4684272795385857/2305843009213693952 >=\n 1*(z_1 + x_2),\n If(9170765/2097152 >= 1*(z_0 + x_1),\n False,\n If(-4620913/1048576 >=\n -1*(z_0 + x_1) + -1*(z_1 + x_2),\n False,\n If(9223337/2097152 >=\n 1*(z_0 + x_1) + -1*(z_1 + x_2),\n If(4944690084315135/1125899906842624 >=\n 1*(z_0 + x_1) + -1*(z_1 + x_2),\n If(-10893661/17179869184 >=\n 1*(z_1 + x_2),\n False,\n 2802611921092607/2305843009213693952 >=\n 1*(z_1 + x_2)),\n False),\n If(9224007/2097152 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n True,\n If(4614935/1048576 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n False,\n If(-5346945446969343/1152921504606846976 >=\n 1*(z_1 + x_2),\n True,\n -8691543/4294967296 <\n 1*(z_1 + x_2))))))),\n True),\n True),\n If(5111437894615039/1125899906842624 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(9404873/2097152 >=\n 1*(z_0 + x_1) + -1*(z_1 + x_2),\n If(-7527405/2147483648 >= 1*(z_1 + x_2),\n If(9392507/2097152 >=\n 1*(z_0 + x_1) + -1*(z_1 + x_2),\n If(-7093395/1073741824 >= 1*(z_1 + x_2),\n If(9323145/2097152 >= 1*(z_0 + x_1),\n False,\n If(-6257228868747265/576460752303423488 >=\n 1*(z_1 + x_2),\n True,\n 4657213/1048576 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2))),\n If(-5066189340409857/1152921504606846976 >=\n 1*(z_1 + x_2),\n If(9347711/2097152 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(4663533/1048576 >=\n 1*(z_0 + x_1) +\n 1*(z_1 + x_2),\n If(1163237/262144 >=\n 1*(z_0 + x_1) +\n...)", "k": 0, "formula": "(let ((a!1 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9767651.0 4194304.0))))\n (a!2 (or (not (<= (+ z_1 x_2) (/ 15207059.0 2147483648.0)))\n (<= (+ z_1 x_2) (/ 5480164058202113.0 1152921504606846976.0))))\n (a!3 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9869375.0 2097152.0))))\n (a!4 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9887529.0 2097152.0))))\n (a!9 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 2430785.0 524288.0))))\n (a!14 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 2366475.0 524288.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 7356680903852031.0 288230376151711744.0))))))\n (a!16 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 9569473.0 2097152.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 7090668883148799.0 288230376151711744.0))))))\n (a!18 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 4819993.0 1048576.0))))\n (a!19 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9580943.0 2097152.0))))\n (a!22 (and (<= (+ z_1 x_2) (- (/ 11149545.0 536870912.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 6243915007000577.0 288230376151711744.0))))))\n (a!24 (or (<= (+ z_1 x_2) (- (/ 5391601832558593.0 288230376151711744.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 5367251515473921.0 288230376151711744.0))))))\n (a!27 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (/ 5158418394382337.0 1125899906842624.0)))\n (<= (+ z_0 x_1 z_1 x_2) (/ 600463.0 131072.0))))\n (a!32 (and (not (<= (+ z_1 x_2) (- (/ 11211729.0 268435456.0))))\n (<= (+ z_1 x_2) (- (/ 10937287.0 268435456.0)))))\n (a!34 (and (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 4944690084315135.0 1125899906842624.0))\n (not (<= (+ z_1 x_2) (- (/ 10893661.0 17179869184.0))))\n (<= (+ z_1 x_2) (/ 2802611921092607.0 2305843009213693952.0))))\n (a!35 (or (not (<= (+ z_1 x_2) (- (/ 8691543.0 4294967296.0))))\n (<= (+ z_1 x_2)\n (- (/ 5346945446969343.0 1152921504606846976.0)))))\n (a!40 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9392507.0 2097152.0))))\n (a!41 (and (not (<= (+ z_0 x_1) (/ 9323145.0 2097152.0)))\n (or (<= (+ z_1 x_2)\n (- (/ 6257228868747265.0 576460752303423488.0)))\n (<= (+ z_0 x_1 z_1 x_2) (/ 4657213.0 1048576.0)))))\n (a!42 (and (not (>= (+ z_1 x_2) (- (/ 11921229.0 2147483648.0))))\n (not (<= (+ z_1 x_2) (- (/ 12188731.0 2147483648.0))))))\n (a!47 (and (<= (+ z_0 x_1) (/ 5050869728935937.0 1125899906842624.0))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 9385197.0 2097152.0)))))\n (a!48 (and (<= (+ z_1 x_2) (- (/ 2250667.0 134217728.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 4987730488459263.0 288230376151711744.0))))))\n (a!49 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 2369259.0 524288.0))))\n (a!50 (or (<= (+ z_0 x_1 z_1 x_2) (/ 9440821.0 2097152.0))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 9443467.0 2097152.0)))))\n (a!51 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9493819.0 2097152.0))))\n (a!52 (and (<= (+ z_0 x_1 z_1 x_2) (/ 9452331.0 2097152.0))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 9451243.0 2097152.0)))))\n (a!54 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9548979.0 2097152.0))))\n (a!55 (and (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 595879.0 131072.0))\n (not (>= (+ z_1 x_2) (- (/ 1205637.0 134217728.0))))\n (not (<= (+ z_1 x_2) (- (/ 10261347.0 1073741824.0))))))\n (a!63 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 5143186292867071.0 1125899906842624.0))))\n (a!64 (or (<= (+ z_1 x_2) (- (/ 4667027427950593.0 288230376151711744.0)))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 9541049.0 2097152.0)))))\n (a!66 (or (not (<= (+ z_0 x_1) (/ 4801209.0 1048576.0)))\n (<= (+ z_0 x_1 z_1 x_2)\n (/ 5137041268408321.0 1125899906842624.0)))))\n(let ((a!5 (and (<= (+ z_0 x_1) (/ 9821127.0 2097152.0))\n (or a!4 (<= (+ z_1 x_2) (- (/ 10337895.0 268435456.0))))))\n (a!10 (or a!9 (not (<= (+ z_1 x_2) (- (/ 4292569.0 134217728.0))))))\n (a!15 (or (not (<= (+ z_0 x_1 z_1 x_2) (/ 9480305.0 2097152.0)))\n a!14\n (<= (+ z_0 x_1 z_1 x_2) (/ 9434103.0 2097152.0))))\n (a!20 (or (<= (+ z_1 x_2) (- (/ 2839753.0 134217728.0)))\n (ite (<= (+ z_1 x_2)\n (- (/ 5798442609672193.0 288230376151711744.0)))\n a!19\n (<= (+ z_1 x_2)\n (- (/ 5554577050959871.0 288230376151711744.0))))))\n (a!28 (and (<= (+ z_0 x_1 z_1 x_2) (/ 4831663.0 1048576.0))\n (ite (<= (+ z_1 x_2) (- (/ 359671.0 16777216.0)))\n a!27\n (<= (+ z_0 x_1 z_1 x_2) (/ 4819543.0 1048576.0)))))\n (a!36 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 4614935.0 1048576.0))) a!35))\n (a!43 (and (<= (+ z_0 x_1 z_1 x_2) (/ 1163237.0 262144.0))\n (or a!42\n (>= (+ z_1 x_2) (- (/ 5829781.0 1073741824.0)))\n (<= (+ z_1 x_2) (- (/ 798229.0 134217728.0))))))\n (a!53 (or (>= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9518847.0 2097152.0))\n a!52))\n (a!56 (and (not (<= (+ z_1 x_2) (- (/ 10603075.0 1073741824.0))))\n (or a!54 a!55)))\n (a!65 (and (<= (+ z_0 x_1) (/ 9571107.0 2097152.0))\n (not (<= (+ z_0 x_1) (/ 4780473.0 1048576.0)))\n a!64)))\n(let ((a!6 (or (not (<= (+ z_0 x_1 z_1 x_2) (/ 2438407.0 524288.0))) a!5))\n (a!11 (or (not (<= (+ z_0 x_1 z_1 x_2) (/ 9618713.0 2097152.0)))\n (and (<= (+ z_1 x_2)\n (- (/ 4607758489878527.0 144115188075855872.0)))\n a!10)))\n (a!17 (ite (<= (+ z_0 x_1 z_1 x_2) (/ 9499833.0 2097152.0))\n (and (<= (+ z_1 x_2) (- (/ 6134579.0 268435456.0))) a!15)\n a!16))\n (a!21 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 9420137.0 2097152.0))) a!20))\n (a!37 (ite (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9223337.0 2097152.0))\n a!34\n (or (<= (+ z_0 x_1 z_1 x_2) (/ 9224007.0 2097152.0)) a!36)))\n (a!44 (or (not (<= (+ z_0 x_1 z_1 x_2) (/ 4663533.0 1048576.0))) a!43))\n (a!57 (and (not (<= (+ z_1 x_2)\n (- (/ 6977587226083329.0 576460752303423488.0))))\n (or (<= (+ z_1 x_2)\n (- (/ 3259906484338687.0 288230376151711744.0)))\n a!56)))\n (a!67 (or (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 2398027.0 524288.0))\n (ite (<= (+ z_0 x_1 z_1 x_2) (/ 1193629.0 262144.0)) a!65 a!66))))\n(let ((a!7 (or (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9809353.0 2097152.0))\n (and a!3 (<= (+ z_0 x_1 z_1 x_2) (/ 9767223.0 2097152.0)) a!6)))\n (a!12 (and (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 5237162861658113.0 1125899906842624.0))\n a!11))\n (a!23 (or a!18 (ite (<= (+ z_0 x_1) (/ 9556425.0 2097152.0)) a!21 a!22)))\n (a!38 (and (not (<= (+ z_0 x_1) (/ 9170765.0 2097152.0)))\n (not (>= (+ z_0 x_1 z_1 x_2) (/ 4620913.0 1048576.0)))\n a!37))\n (a!45 (or (not (<= (+ z_1 x_2)\n (- (/ 5066189340409857.0 1152921504606846976.0))))\n (and (<= (+ z_0 x_1 z_1 x_2) (/ 9347711.0 2097152.0)) a!44)))\n (a!58 (ite (<= (+ z_0 x_1 z_1 x_2) (/ 4739863.0 1048576.0))\n (and (<= (+ z_0 x_1) (/ 4745729.0 1048576.0)) a!53)\n (or (<= (+ z_0 x_1 z_1 x_2) (/ 9484621.0 2097152.0)) a!57))))\n(let ((a!8 (or (not (<= (+ z_1 x_2)\n (- (/ 4748667240054783.0 144115188075855872.0))))\n (and (<= (+ z_1 x_2) (- (/ 9138813.0 268435456.0))) a!7)))\n (a!13 (or (not (<= (+ z_0 x_1 z_1 x_2) (/ 2438407.0 524288.0))) a!12))\n (a!25 (ite (<= (+ z_1 x_2)\n (- (/ 5496513924956161.0 288230376151711744.0)))\n (and (<= (+ z_0 x_1 z_1 x_2) (/ 9563979.0 2097152.0)) a!23)\n a!24))\n (a!39 (or (not (<= (+ z_1 x_2)\n (/ 4684272795385857.0 2305843009213693952.0)))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 9243843.0 2097152.0)))\n a!38))\n (a!46 (or a!40\n (ite (<= (+ z_1 x_2) (- (/ 7093395.0 1073741824.0))) a!41 a!45)))\n (a!59 (ite (<= (+ z_0 x_1 z_1 x_2)\n (/ 5070354384945153.0 1125899906842624.0))\n (ite (<= (+ z_0 x_1 z_1 x_2) (/ 4718811.0 1048576.0))\n (<= (+ z_0 x_1) (/ 9455161.0 2097152.0))\n a!50)\n (and a!51 a!58))))\n(let ((a!26 (ite (<= (+ z_1 x_2)\n (- (/ 6441402435108865.0 288230376151711744.0)))\n a!17\n (or (<= (+ z_1 x_2) (- (/ 11693471.0 536870912.0))) a!25)))\n (a!60 (or (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 1183547.0 262144.0))\n (ite (<= (+ z_1 x_2)\n (- (/ 8237314555772927.0 576460752303423488.0)))\n a!48\n (and a!49 a!59)))))\n(let ((a!29 (ite (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 4843311.0 1048576.0))\n a!26\n a!28))\n (a!61 (ite (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9464179.0 2097152.0))\n a!47\n a!60)))\n(let ((a!30 (or (not (<= (+ z_0 x_1) (/ 9736777.0 2097152.0))) a!29))\n (a!62 (ite (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9404873.0 2097152.0))\n (and (<= (+ z_1 x_2) (- (/ 7527405.0 2147483648.0))) a!46)\n (and (<= (+ z_1 x_2) (- (/ 9275179.0 1073741824.0))) a!61))))\n(let ((a!31 (ite (<= (+ z_1 x_2)\n (- (/ 8037885802446849.0 288230376151711744.0)))\n (ite (<= (+ z_1 x_2) (- (/ 4377549.0 134217728.0))) a!8 a!13)\n a!30))\n (a!68 (ite (<= (+ z_0 x_1 z_1 x_2)\n (/ 5111437894615039.0 1125899906842624.0))\n a!62\n (and (<= (+ z_0 x_1 z_1 x_2)\n (/ 5142953827762177.0 1125899906842624.0))\n a!63\n a!67))))\n(let ((a!33 (ite (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 4971375.0 1048576.0))\n a!31\n (or a!32\n (<= (+ z_0 x_1 z_1 x_2) (/ 9852343.0 2097152.0))\n (<= (+ z_1 x_2)\n (- (/ 6524908947374079.0 144115188075855872.0)))))))\n(let ((a!69 (ite (<= (+ z_1 x_2)\n (- (/ 5319154324209665.0 288230376151711744.0)))\n a!33\n (ite (<= (+ z_0 x_1 z_1 x_2) (/ 2316919.0 524288.0)) a!39 a!68))))\n (ite (<= (+ z_0 x_1 z_1 x_2) (/ 9162923.0 2097152.0))\n (or (<= (+ z_0 x_1 z_1 x_2) (/ 8268961485422591.0 144115188075855872.0))\n (and a!1 a!2))\n a!69))))))))))))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun z_1 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9767651.0 4194304.0))))\n (a!2 (or (not (<= (+ z_1 x_2) (/ 15207059.0 2147483648.0)))\n (<= (+ z_1 x_2) (/ 5480164058202113.0 1152921504606846976.0))))\n (a!3 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9869375.0 2097152.0))))\n (a!4 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9887529.0 2097152.0))))\n (a!9 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 2430785.0 524288.0))))\n (a!14 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 2366475.0 524288.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 7356680903852031.0 288230376151711744.0))))))\n (a!16 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 9569473.0 2097152.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 7090668883148799.0 288230376151711744.0))))))\n (a!18 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 4819993.0 1048576.0))))\n (a!19 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9580943.0 2097152.0))))\n (a!22 (and (<= (+ z_1 x_2) (- (/ 11149545.0 536870912.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 6243915007000577.0 288230376151711744.0))))))\n (a!24 (or (<= (+ z_1 x_2) (- (/ 5391601832558593.0 288230376151711744.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 5367251515473921.0 288230376151711744.0))))))\n (a!27 (or (not (<= (+ z_0 x_1 z_1 x_2)\n (/ 5158418394382337.0 1125899906842624.0)))\n (<= (+ z_0 x_1 z_1 x_2) (/ 600463.0 131072.0))))\n (a!32 (and (not (<= (+ z_1 x_2) (- (/ 11211729.0 268435456.0))))\n (<= (+ z_1 x_2) (- (/ 10937287.0 268435456.0)))))\n (a!34 (and (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 4944690084315135.0 1125899906842624.0))\n (not (<= (+ z_1 x_2) (- (/ 10893661.0 17179869184.0))))\n (<= (+ z_1 x_2) (/ 2802611921092607.0 2305843009213693952.0))))\n (a!35 (or (not (<= (+ z_1 x_2) (- (/ 8691543.0 4294967296.0))))\n (<= (+ z_1 x_2)\n (- (/ 5346945446969343.0 1152921504606846976.0)))))\n (a!40 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9392507.0 2097152.0))))\n (a!41 (and (not (<= (+ z_0 x_1) (/ 9323145.0 2097152.0)))\n (or (<= (+ z_1 x_2)\n (- (/ 6257228868747265.0 576460752303423488.0)))\n (<= (+ z_0 x_1 z_1 x_2) (/ 4657213.0 1048576.0)))))\n (a!42 (and (not (>= (+ z_1 x_2) (- (/ 11921229.0 2147483648.0))))\n (not (<= (+ z_1 x_2) (- (/ 12188731.0 2147483648.0))))))\n (a!47 (and (<= (+ z_0 x_1) (/ 5050869728935937.0 1125899906842624.0))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 9385197.0 2097152.0)))))\n (a!48 (and (<= (+ z_1 x_2) (- (/ 2250667.0 134217728.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 4987730488459263.0 288230376151711744.0))))))\n (a!49 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 2369259.0 524288.0))))\n (a!50 (or (<= (+ z_0 x_1 z_1 x_2) (/ 9440821.0 2097152.0))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 9443467.0 2097152.0)))))\n (a!51 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9493819.0 2097152.0))))\n (a!52 (and (<= (+ z_0 x_1 z_1 x_2) (/ 9452331.0 2097152.0))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 9451243.0 2097152.0)))))\n (a!54 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9548979.0 2097152.0))))\n (a!55 (and (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 595879.0 131072.0))\n (not (>= (+ z_1 x_2) (- (/ 1205637.0 134217728.0))))\n (not (<= (+ z_1 x_2) (- (/ 10261347.0 1073741824.0))))))\n (a!63 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 5143186292867071.0 1125899906842624.0))))\n (a!64 (or (<= (+ z_1 x_2) (- (/ 4667027427950593.0 288230376151711744.0)))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 9541049.0 2097152.0)))))\n (a!66 (or (not (<= (+ z_0 x_1) (/ 4801209.0 1048576.0)))\n (<= (+ z_0 x_1 z_1 x_2)\n (/ 5137041268408321.0 1125899906842624.0)))))\n(let ((a!5 (and (<= (+ z_0 x_1) (/ 9821127.0 2097152.0))\n (or a!4 (<= (+ z_1 x_2) (- (/ 10337895.0 268435456.0))))))\n (a!10 (or a!9 (not (<= (+ z_1 x_2) (- (/ 4292569.0 134217728.0))))))\n (a!15 (or (not (<= (+ z_0 x_1 z_1 x_2) (/ 9480305.0 2097152.0)))\n a!14\n (<= (+ z_0 x_1 z_1 x_2) (/ 9434103.0 2097152.0))))\n (a!20 (or (<= (+ z_1 x_2) (- (/ 2839753.0 134217728.0)))\n (ite (<= (+ z_1 x_2)\n (- (/ 5798442609672193.0 288230376151711744.0)))\n a!19\n (<= (+ z_1 x_2)\n (- (/ 5554577050959871.0 288230376151711744.0))))))\n (a!28 (and (<= (+ z_0 x_1 z_1 x_2) (/ 4831663.0 1048576.0))\n (ite (<= (+ z_1 x_2) (- (/ 359671.0 16777216.0)))\n a!27\n (<= (+ z_0 x_1 z_1 x_2) (/ 4819543.0 1048576.0)))))\n (a!36 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 4614935.0 1048576.0))) a!35))\n (a!43 (and (<= (+ z_0 x_1 z_1 x_2) (/ 1163237.0 262144.0))\n (or a!42\n (>= (+ z_1 x_2) (- (/ 5829781.0 1073741824.0)))\n (<= (+ z_1 x_2) (- (/ 798229.0 134217728.0))))))\n (a!53 (or (>= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9518847.0 2097152.0))\n a!52))\n (a!56 (and (not (<= (+ z_1 x_2) (- (/ 10603075.0 1073741824.0))))\n (or a!54 a!55)))\n (a!65 (and (<= (+ z_0 x_1) (/ 9571107.0 2097152.0))\n (not (<= (+ z_0 x_1) (/ 4780473.0 1048576.0)))\n a!64)))\n(let ((a!6 (or (not (<= (+ z_0 x_1 z_1 x_2) (/ 2438407.0 524288.0))) a!5))\n (a!11 (or (not (<= (+ z_0 x_1 z_1 x_2) (/ 9618713.0 2097152.0)))\n (and (<= (+ z_1 x_2)\n (- (/ 4607758489878527.0 144115188075855872.0)))\n a!10)))\n (a!17 (ite (<= (+ z_0 x_1 z_1 x_2) (/ 9499833.0 2097152.0))\n (and (<= (+ z_1 x_2) (- (/ 6134579.0 268435456.0))) a!15)\n a!16))\n (a!21 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 9420137.0 2097152.0))) a!20))\n (a!37 (ite (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9223337.0 2097152.0))\n a!34\n (or (<= (+ z_0 x_1 z_1 x_2) (/ 9224007.0 2097152.0)) a!36)))\n (a!44 (or (not (<= (+ z_0 x_1 z_1 x_2) (/ 4663533.0 1048576.0))) a!43))\n (a!57 (and (not (<= (+ z_1 x_2)\n (- (/ 6977587226083329.0 576460752303423488.0))))\n (or (<= (+ z_1 x_2)\n (- (/ 3259906484338687.0 288230376151711744.0)))\n a!56)))\n (a!67 (or (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 2398027.0 524288.0))\n (ite (<= (+ z_0 x_1 z_1 x_2) (/ 1193629.0 262144.0)) a!65 a!66))))\n(let ((a!7 (or (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9809353.0 2097152.0))\n (and a!3 (<= (+ z_0 x_1 z_1 x_2) (/ 9767223.0 2097152.0)) a!6)))\n (a!12 (and (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 5237162861658113.0 1125899906842624.0))\n a!11))\n (a!23 (or a!18 (ite (<= (+ z_0 x_1) (/ 9556425.0 2097152.0)) a!21 a!22)))\n (a!38 (and (not (<= (+ z_0 x_1) (/ 9170765.0 2097152.0)))\n (not (>= (+ z_0 x_1 z_1 x_2) (/ 4620913.0 1048576.0)))\n a!37))\n (a!45 (or (not (<= (+ z_1 x_2)\n (- (/ 5066189340409857.0 1152921504606846976.0))))\n (and (<= (+ z_0 x_1 z_1 x_2) (/ 9347711.0 2097152.0)) a!44)))\n (a!58 (ite (<= (+ z_0 x_1 z_1 x_2) (/ 4739863.0 1048576.0))\n (and (<= (+ z_0 x_1) (/ 4745729.0 1048576.0)) a!53)\n (or (<= (+ z_0 x_1 z_1 x_2) (/ 9484621.0 2097152.0)) a!57))))\n(let ((a!8 (or (not (<= (+ z_1 x_2)\n (- (/ 4748667240054783.0 144115188075855872.0))))\n (and (<= (+ z_1 x_2) (- (/ 9138813.0 268435456.0))) a!7)))\n (a!13 (or (not (<= (+ z_0 x_1 z_1 x_2) (/ 2438407.0 524288.0))) a!12))\n (a!25 (ite (<= (+ z_1 x_2)\n (- (/ 5496513924956161.0 288230376151711744.0)))\n (and (<= (+ z_0 x_1 z_1 x_2) (/ 9563979.0 2097152.0)) a!23)\n a!24))\n (a!39 (or (not (<= (+ z_1 x_2)\n (/ 4684272795385857.0 2305843009213693952.0)))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 9243843.0 2097152.0)))\n a!38))\n (a!46 (or a!40\n (ite (<= (+ z_1 x_2) (- (/ 7093395.0 1073741824.0))) a!41 a!45)))\n (a!59 (ite (<= (+ z_0 x_1 z_1 x_2)\n (/ 5070354384945153.0 1125899906842624.0))\n (ite (<= (+ z_0 x_1 z_1 x_2) (/ 4718811.0 1048576.0))\n (<= (+ z_0 x_1) (/ 9455161.0 2097152.0))\n a!50)\n (and a!51 a!58))))\n(let ((a!26 (ite (<= (+ z_1 x_2)\n (- (/ 6441402435108865.0 288230376151711744.0)))\n a!17\n (or (<= (+ z_1 x_2) (- (/ 11693471.0 536870912.0))) a!25)))\n (a!60 (or (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 1183547.0 262144.0))\n (ite (<= (+ z_1 x_2)\n (- (/ 8237314555772927.0 576460752303423488.0)))\n a!48\n (and a!49 a!59)))))\n(let ((a!29 (ite (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 4843311.0 1048576.0))\n a!26\n a!28))\n (a!61 (ite (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9464179.0 2097152.0))\n a!47\n a!60)))\n(let ((a!30 (or (not (<= (+ z_0 x_1) (/ 9736777.0 2097152.0))) a!29))\n (a!62 (ite (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9404873.0 2097152.0))\n (and (<= (+ z_1 x_2) (- (/ 7527405.0 2147483648.0))) a!46)\n (and (<= (+ z_1 x_2) (- (/ 9275179.0 1073741824.0))) a!61))))\n(let ((a!31 (ite (<= (+ z_1 x_2)\n (- (/ 8037885802446849.0 288230376151711744.0)))\n (ite (<= (+ z_1 x_2) (- (/ 4377549.0 134217728.0))) a!8 a!13)\n a!30))\n (a!68 (ite (<= (+ z_0 x_1 z_1 x_2)\n (/ 5111437894615039.0 1125899906842624.0))\n a!62\n (and (<= (+ z_0 x_1 z_1 x_2)\n (/ 5142953827762177.0 1125899906842624.0))\n a!63\n a!67))))\n(let ((a!33 (ite (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 4971375.0 1048576.0))\n a!31\n (or a!32\n (<= (+ z_0 x_1 z_1 x_2) (/ 9852343.0 2097152.0))\n (<= (+ z_1 x_2)\n (- (/ 6524908947374079.0 144115188075855872.0)))))))\n(let ((a!69 (ite (<= (+ z_1 x_2)\n (- (/ 5319154324209665.0 288230376151711744.0)))\n a!33\n (ite (<= (+ z_0 x_1 z_1 x_2) (/ 2316919.0 524288.0)) a!39 a!68))))\n(let ((a!70 (ite (<= (+ z_0 x_1 z_1 x_2) (/ 9162923.0 2097152.0))\n (or (<= (+ z_0 x_1 z_1 x_2)\n (/ 8268961485422591.0 144115188075855872.0))\n (and a!1 a!2))\n a!69)))\n (F a!70))))))))))))))\n"}, "teacher time": 0.4012875556945801, "learner time": 0.17159795761108398}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [0.20943951023931956, 0.2617993877991494]], "feature_domain": "diff", "ultimate_bound": 1.0, "status": "not found", "result": {"reason": "Reason Unknown (too many paths 82 in candidate If(9255787/2097152 >= 1*(z_0 + x_1),\n If(5787006722375679/2251799813685248 >=\n 1*(z_0 + x_1) + -1*(z_1 + x_2),\n 4092497/4194304 >= 1*(z_0 + x_1) + -1*(z_1 + x_2),\n If(5525569378713601/2305843009213693952 >=\n 1*(z_1 + x_2),\n If(4781301475311617/2305843009213693952 >=\n 1*(z_1 + x_2),\n If(9033501/2097152 >=\n 1*(z_0 + x_1) + -1*(z_1 + x_2),\n 8812299/2097152 >=\n 1*(z_0 + x_1) + -1*(z_1 + x_2),\n -9438243/1073741824 < 1*(z_1 + x_2)),\n False),\n If(8481647/268435456 >= 1*(z_1 + x_2),\n If(4534189/1048576 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n True,\n 568225/131072 < 1*(z_0 + x_1) + 1*(z_1 + x_2)),\n 10031701/268435456 < 1*(z_1 + x_2)))),\n If(9570965/2097152 >= 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(1162427/262144 >= 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(-15348517/2147483648 >= 1*(z_1 + x_2),\n If(4668417/1048576 >=\n 1*(z_0 + x_1) + -1*(z_1 + x_2),\n False,\n If(-3090825433055231/288230376151711744 >=\n 1*(z_1 + x_2),\n True,\n If(672633/67108864 >= -1*(z_1 + x_2),\n False,\n -5536869/536870912 < 1*(z_1 + x_2)))),\n If(-5240755/2147483648 >= 1*(z_1 + x_2),\n True,\n If(-5407246250934273/2305843009213693952 >=\n 1*(z_1 + x_2),\n False,\n If(-4873264241311745/2305843009213693952 >=\n 1*(z_1 + x_2),\n True,\n -5066630648299521/4611686018427387904 <\n 1*(z_1 + x_2))))),\n If(-3566907/268435456 >= 1*(z_1 + x_2),\n If(4757349/1048576 >= 1*(z_0 + x_1),\n If(-4021746977996801/288230376151711744 >=\n 1*(z_1 + x_2),\n If(-5128412142239743/288230376151711744 >=\n 1*(z_1 + x_2),\n If(1193309/262144 >=\n 1*(z_0 + x_1) + -1*(z_1 + x_2),\n If(9372593/2097152 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n False,\n If(-5850801482235905/288230376151711744 >=\n 1*(z_1 + x_2),\n If(9423849/2097152 >=\n 1*(z_0 + x_1) +\n 1*(z_1 + x_2),\n False,\n If(-11789041/536870912 >=\n 1*(z_1 + x_2),\n True,\n -11543007/536870912 <\n 1*(z_1 + x_2))),\n If(-5633515865505793/288230376151711744 >=\n 1*(z_1 + x_2),\n True,\n If(5047391342297087/1125899906842624 >=\n 1*(z_0 + x_1) +\n 1*(z_1 + x_2),\n If(-5218578538168321/288230376151711744 >=\n 1*(z_1 + x_2),\n True,\n -5184429790068735/288230376151711744 <\n 1*(z_1 + x_2)),\n If(-5544112900014079/288230376151711744 >=\n 1*(z_1 + x_2),\n -5606235843854335/288230376151711744 <\n 1*(z_1 + x_2),\n False))))),\n False),\n If(4702125/1048576 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(9387451/2097152 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n False,\n If(9392409/2097152 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n True,\n 9470351/2097152 <\n 1*(z_0 + x_1) + -1*(z_1 + x_2))),\n If(-8998462217519105/576460752303423488 >=\n 1*(z_1 + x_2),\n False,\n If(-8933562577321987/576460752303423488 >=\n 1*(z_1 + x_2),\n True,\n If(-4214458402471937/288230376151711744 >=\n 1*(z_1 + x_2),\n False,\n -4120881534074881/288230376151711744 >=\n 1*(z_1 + x_2)))))),\n If(4685509/1048576 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n -4015345329242113/288230376151711744 >=\n 1*(z_1 + x_2),\n If(9400305/2097152 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n True,\n 5093428023001087/1125899906842624 <\n 1*(z_0 + x_1) + -1*(z_1 + x_2)))),\n If(4780431/1048576 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(-8596345/268435456 >= 1*(z_1 + x_2),\n False,\n If(5104782842789889/1125899906842624 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(4750657/1048576 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n If(5127832858525697/1125899906842624 >=\n 1*(z_0 + x_1) + -1*(z_1 + x_2),\n True,\n If(-8756080033136641/288230376151711744 >=\n 1*(z_1 + x_2),\n True,\n If(-7211806288248833/288230376151711744 >=\n 1*(z_1 + x_2),\n False,\n If(9558405/2097152 >=\n 1*(z_0 + x_1) +\n -1*(z_1 + x_2),\n If(9517463/2097152 >=\n 1*(z_0 + x_1),\n -5049154963243009/288230376151711744 <\n 1*(z_1 + x_2),\n False),\n If(9531663/2097152 >=\n 1*(z_0 + x_1),\n If(-5396534065627135/288230376151711744 >=\n 1*(z_1 + x_2),\n If(9571139/2097152 >=\n 1*(z_0 + x_1) +\n -1*(z_1 + x_2),\n -6336337/268435456 >=\n 1*(z_1 + x_2),\n True),\n True),\n If(4773951/1048576 >=\n 1*(z_0 + x_1),\n If(-4771021/1048576 >=\n -1*(z_0 + x_1),\n False,\n If(4766715/1048576 >=\n 1*(... + ...),\n False,\n If(-4747449/1048576 >=\n ...*(...) +\n ...*(...),\n True,\n -12177811/536870912 >=\n ...*(...)))),\n True)))))),\n If(9505465/2097152 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n True,\n 9506947/2097152 <\n 1*(z_0 + x_1) + 1*(z_1 + x_2))),\n If(2378847/524288 >=\n 1*(z_0 + x_1) + 1*(z_1 + x_2),\n False,\n If(5185477762088959/1125899906842624 >=\n 1*(z_0 + x_1) + -1*(z_1 + x_2),\n If(-14024509/536870912 >=\n 1*(z_1 + x_2),\n True,\n If(-12234335/536870912 >=\n 1*(z_1 + x_2),\n False,\n If(-4214458402471937/288230376151711744 >=\n 1*(z_1 + x_2),\n If(9614881/2097152 >=\n 1*(z_0 + x_1) +\n -1*(z_1 + x_2),\n If(4781837/1048576 >=\n 1*(z_0 + x_1),\n If(599811/131072 >=\n 1*(z_0 + x_1) +\n -1*(z_1 + x_2),\n -5112257159626753/288230376151711744 <\n 1*(z_1 + x_2),\n True),\n If(-5049154963243009/288230376151711744 >=\n 1*(z_1 + x_2),\n False,\n If(4800783/1048576 >=\n 1*(... + ...) +\n -1*(... + ...),\n False,\n If(9608055/2097152 >=\n ...*(...) +\n...)", "k": 0, "formula": "(let ((a!1 (ite (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9033501.0 2097152.0))\n (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 8812299.0 2097152.0))\n (not (<= (+ z_1 x_2) (- (/ 9438243.0 1073741824.0))))))\n (a!2 (or (<= (+ z_0 x_1 z_1 x_2) (/ 4534189.0 1048576.0))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 568225.0 131072.0)))))\n (a!6 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 4668417.0 1048576.0))))\n (a!7 (and (not (>= (+ z_1 x_2) (- (/ 672633.0 67108864.0))))\n (not (<= (+ z_1 x_2) (- (/ 5536869.0 536870912.0))))))\n (a!9 (or (<= (+ z_1 x_2) (- (/ 4873264241311745.0 2305843009213693952.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 5066630648299521.0 4611686018427387904.0))))))\n (a!12 (or (not (<= (+ z_1 x_2) (- (/ 11543007.0 536870912.0))))\n (<= (+ z_1 x_2) (- (/ 11789041.0 536870912.0)))))\n (a!14 (or (<= (+ z_1 x_2) (- (/ 5218578538168321.0 288230376151711744.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 5184429790068735.0 288230376151711744.0))))))\n (a!15 (and (<= (+ z_1 x_2)\n (- (/ 5544112900014079.0 288230376151711744.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 5606235843854335.0 288230376151711744.0))))))\n (a!18 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9470351.0 2097152.0))))\n (a!20 (and (not (<= (+ z_1 x_2)\n (- (/ 4214458402471937.0 288230376151711744.0))))\n (<= (+ z_1 x_2)\n (- (/ 4120881534074881.0 288230376151711744.0)))))\n (a!23 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 5093428023001087.0 1125899906842624.0))))\n (a!25 (and (<= (+ z_0 x_1) (/ 9517463.0 2097152.0))\n (not (<= (+ z_1 x_2)\n (- (/ 5049154963243009.0 288230376151711744.0))))))\n (a!26 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9571139.0 2097152.0))))\n (a!28 (and (not (>= (+ z_0 x_1) (/ 4771021.0 1048576.0)))\n (not (<= (+ z_0 x_1) (/ 4766715.0 1048576.0)))\n (or (>= (+ z_0 x_1 z_1 x_2) (/ 4747449.0 1048576.0))\n (<= (+ z_1 x_2) (- (/ 12177811.0 536870912.0))))))\n (a!33 (or (<= (+ z_0 x_1 z_1 x_2) (/ 9505465.0 2097152.0))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 9506947.0 2097152.0)))))\n (a!34 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 599811.0 131072.0))))\n (a!36 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 4800783.0 1048576.0))))\n (a!37 (or (not (<= (+ z_1 x_2) (- (/ 4359725.0 268435456.0))))\n (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9608055.0 2097152.0))))\n (a!39 (and (<= (+ z_1 x_2)\n (- (/ 5937371916795905.0 288230376151711744.0)))\n (or (<= (+ z_1 x_2)\n (- (/ 6278355276005375.0 288230376151711744.0)))\n (<= (+ z_0 x_1 z_1 x_2) (/ 2389585.0 524288.0)))))\n (a!42 (and (not (<= (+ z_0 x_1) (/ 9614835.0 2097152.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 8704072274149377.0 288230376151711744.0))))))\n (a!48 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 1171787.0 262144.0))))\n (a!50 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9498511.0 2097152.0))))\n (a!51 (and (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 5117971613614081.0 1125899906842624.0))\n (<= (+ z_1 x_2) (- (/ 6405013.0 536870912.0)))))\n (a!55 (or (not (<= (+ z_1 x_2)\n (- (/ 2977405547315199.0 288230376151711744.0))))\n (<= (+ z_1 x_2) (- (/ 3036133051072511.0 288230376151711744.0)))))\n (a!59 (and (<= (+ z_1 x_2) (- (/ 9654723.0 1073741824.0)))\n (not (<= (+ z_1 x_2) (- (/ 9669755.0 1073741824.0))))))\n (a!61 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9399733.0 2097152.0))))\n (a!66 (and (<= (+ z_1 x_2)\n (- (/ 4908518406619135.0 144115188075855872.0)))\n (not (<= (+ z_1 x_2) (- (/ 591827.0 16777216.0))))))\n (a!69 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 4939033.0 1048576.0)))\n (<= (+ z_0 x_1 z_1 x_2) (/ 2478389.0 524288.0))))\n (a!71 (and (not (<= (+ z_1 x_2) (- (/ 2601233.0 67108864.0))))\n (<= (+ z_1 x_2)\n (- (/ 5479290032357377.0 144115188075855872.0)))))\n (a!74 (or (not (<= (+ z_1 x_2)\n (- (/ 4883205479989247.0 144115188075855872.0))))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 9710301.0 2097152.0)))))\n (a!75 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 4914213.0 1048576.0))))\n (a!79 (and (not (<= (+ z_1 x_2) (- (/ 6355933.0 268435456.0))))\n (<= (+ z_1 x_2) (- (/ 12234335.0 536870912.0)))))\n (a!81 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9833215.0 2097152.0))))\n (a!85 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9650481.0 2097152.0))))\n (a!86 (and (<= (+ z_0 x_1) (/ 2402229.0 524288.0))\n (or (>= (+ z_0 x_1 z_1 x_2) (/ 1197055.0 262144.0))\n (<= (+ z_0 x_1 z_1 x_2) (/ 9573437.0 2097152.0)))))\n (a!88 (or (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 2421309.0 524288.0))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 9618829.0 2097152.0))))))\n(let ((a!3 (ite (<= (+ z_1 x_2) (/ 8481647.0 268435456.0))\n a!2\n (not (<= (+ z_1 x_2) (/ 10031701.0 268435456.0)))))\n (a!8 (and a!6\n (or (<= (+ z_1 x_2)\n (- (/ 3090825433055231.0 288230376151711744.0)))\n a!7)))\n (a!10 (and (not (<= (+ z_1 x_2)\n (- (/ 5407246250934273.0 2305843009213693952.0))))\n a!9))\n (a!13 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 9423849.0 2097152.0))) a!12))\n (a!16 (or (<= (+ z_1 x_2) (- (/ 5633515865505793.0 288230376151711744.0)))\n (ite (<= (+ z_0 x_1 z_1 x_2)\n (/ 5047391342297087.0 1125899906842624.0))\n a!14\n a!15)))\n (a!19 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 9387451.0 2097152.0)))\n (or a!18 (<= (+ z_0 x_1 z_1 x_2) (/ 9392409.0 2097152.0)))))\n (a!21 (and (not (<= (+ z_1 x_2)\n (- (/ 8998462217519105.0 576460752303423488.0))))\n (or (<= (+ z_1 x_2)\n (- (/ 8933562577321987.0 576460752303423488.0)))\n a!20)))\n (a!24 (ite (<= (+ z_0 x_1 z_1 x_2) (/ 4685509.0 1048576.0))\n (<= (+ z_1 x_2)\n (- (/ 4015345329242113.0 288230376151711744.0)))\n (or a!23 (<= (+ z_0 x_1 z_1 x_2) (/ 9400305.0 2097152.0)))))\n (a!27 (or a!26\n (not (<= (+ z_1 x_2)\n (- (/ 5396534065627135.0 288230376151711744.0))))\n (<= (+ z_1 x_2) (- (/ 6336337.0 268435456.0)))))\n (a!29 (or (not (<= (+ z_0 x_1) (/ 4773951.0 1048576.0))) a!28))\n (a!35 (or a!34\n (not (<= (+ z_1 x_2)\n (- (/ 5112257159626753.0 288230376151711744.0))))))\n (a!38 (and (not (<= (+ z_1 x_2)\n (- (/ 5049154963243009.0 288230376151711744.0))))\n a!36\n a!37))\n (a!49 (ite (<= (+ z_1 x_2)\n (- (/ 6866828072583167.0 576460752303423488.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 7420983006724095.0 576460752303423488.0))))\n (and a!48 (<= (+ z_0 x_1 z_1 x_2) (/ 2333981.0 524288.0)))))\n (a!52 (and a!50\n (or (<= (+ z_0 x_1 z_1 x_2) (/ 9457467.0 2097152.0)) a!51)))\n (a!60 (or (not (<= (+ z_1 x_2) (- (/ 9472979.0 1073741824.0))))\n (<= (+ z_1 x_2) (- (/ 9740291.0 1073741824.0)))\n a!59))\n (a!62 (and a!61\n (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9400321.0 2097152.0))))\n (a!67 (ite (<= (+ z_1 x_2)\n (- (/ 4587049231319039.0 144115188075855872.0)))\n (or (<= (+ z_0 x_1 z_1 x_2) (/ 149813.0 32768.0)) a!66)\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 2408199.0 524288.0)))))\n (a!70 (ite (<= (+ z_0 x_1) (/ 2482671.0 524288.0))\n (and (<= (+ z_0 x_1) (/ 9899563.0 2097152.0))\n (<= (+ z_1 x_2)\n (- (/ 6643666403721215.0 144115188075855872.0))))\n (or (<= (+ z_0 x_1) (/ 5338632537767937.0 1125899906842624.0))\n a!69)))\n (a!76 (and (<= (+ z_0 x_1) (/ 4894577.0 1048576.0))\n (ite (<= (+ z_1 x_2)\n (- (/ 8787766154362881.0 288230376151711744.0)))\n a!75\n (<= (+ z_0 x_1 z_1 x_2) (/ 2424257.0 524288.0)))))\n (a!80 (ite (<= (+ z_0 x_1 z_1 x_2) (/ 4813179.0 1048576.0))\n (not (<= (+ z_0 x_1 z_1 x_2)\n (/ 5150301443063809.0 1125899906842624.0)))\n a!79))\n (a!82 (or (not (<= (+ z_1 x_2) (- (/ 6701497.0 268435456.0)))) a!81))\n (a!87 (and (not (<= (+ z_1 x_2) (- (/ 604989.0 33554432.0))))\n (<= (+ z_0 x_1 z_1 x_2) (/ 9602463.0 2097152.0))\n (or a!85 a!86))))\n(let ((a!4 (ite (<= (+ z_1 x_2) (/ 5525569378713601.0 2305843009213693952.0))\n (and (<= (+ z_1 x_2)\n (/ 4781301475311617.0 2305843009213693952.0))\n a!1)\n a!3))\n (a!11 (ite (<= (+ z_1 x_2) (- (/ 15348517.0 2147483648.0)))\n a!8\n (or (<= (+ z_1 x_2) (- (/ 5240755.0 2147483648.0))) a!10)))\n (a!17 (and (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 1193309.0 262144.0))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 9372593.0 2097152.0)))\n (ite (<= (+ z_1 x_2)\n (- (/ 5850801482235905.0 288230376151711744.0)))\n a!13\n a!16)))\n (a!30 (ite (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9558405.0 2097152.0))\n 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131072.0)) a!87 a!88))))\n(let ((a!5 (ite (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 5787006722375679.0 2251799813685248.0))\n (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 4092497.0 4194304.0))\n a!4))\n (a!22 (ite (<= (+ z_1 x_2)\n (- (/ 5128412142239743.0 288230376151711744.0)))\n a!17\n (ite (<= (+ z_0 x_1 z_1 x_2) (/ 4702125.0 1048576.0))\n a!19\n a!21)))\n (a!31 (and (not (<= (+ z_1 x_2)\n (- (/ 7211806288248833.0 288230376151711744.0))))\n a!30))\n (a!41 (and (not (<= (+ z_1 x_2) (- (/ 12234335.0 536870912.0))))\n (<= (+ z_1 x_2)\n (- (/ 4214458402471937.0 288230376151711744.0)))\n a!40))\n (a!54 (or (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9472515.0 2097152.0))\n (and (<= (+ z_0 x_1) (/ 9550073.0 2097152.0)) a!53)))\n (a!73 (and (<= (+ z_1 x_2) (- (/ 9769831.0 268435456.0)))\n (or (<= (+ z_0 x_1) (/ 9752265.0 2097152.0)) a!72)))\n (a!84 (or (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9696579.0 2097152.0))\n (not (<= (+ z_1 x_2) (- (/ 12228119.0 536870912.0))))\n a!83)))\n(let ((a!32 (or (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 5127832858525697.0 1125899906842624.0))\n a!31\n (<= (+ z_1 x_2) (- (/ 8756080033136641.0 288230376151711744.0)))))\n (a!43 (ite (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 5185477762088959.0 1125899906842624.0))\n (or (<= (+ z_1 x_2) (- (/ 14024509.0 536870912.0))) a!41)\n a!42))\n (a!56 (ite (<= (+ z_1 x_2)\n (- (/ 6097371259731967.0 576460752303423488.0)))\n (and (<= (+ z_1 x_2) (- (/ 5809013.0 536870912.0))) a!54)\n a!55))\n (a!78 (ite (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 4888241.0 1048576.0))\n a!68\n (ite (<= (+ z_1 x_2) (- (/ 9392155.0 268435456.0))) a!73 a!77))))\n(let ((a!44 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 2378847.0 524288.0))) a!43))\n (a!57 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 1177337.0 262144.0)))\n (<= (+ z_1 x_2)\n (- (/ 5918738738053121.0 576460752303423488.0)))\n a!56))\n (a!90 (ite (<= (+ z_1 x_2) (- (/ 1885917.0 67108864.0)))\n a!78\n (ite (<= (+ z_1 x_2) (- (/ 2639511.0 134217728.0))) a!84 a!89))))\n(let ((a!45 (ite (<= (+ z_0 x_1 z_1 x_2)\n (/ 5104782842789889.0 1125899906842624.0))\n (ite (<= (+ z_0 x_1 z_1 x_2) (/ 4750657.0 1048576.0))\n a!32\n a!33)\n a!44))\n (a!58 (ite (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 1173991.0 262144.0))\n a!49\n a!57)))\n(let ((a!46 (and (<= (+ z_0 x_1 z_1 x_2) (/ 4780431.0 1048576.0))\n (not (<= (+ z_1 x_2) (- (/ 8596345.0 268435456.0))))\n a!45))\n (a!64 (ite (<= (+ z_1 x_2) (- (/ 9438243.0 1073741824.0)))\n (ite (<= (+ z_1 x_2) (- (/ 5014739.0 536870912.0))) a!58 a!60)\n a!63)))\n(let ((a!47 (ite (<= (+ z_0 x_1) (/ 4757349.0 1048576.0))\n (ite (<= (+ z_1 x_2)\n (- (/ 4021746977996801.0 288230376151711744.0)))\n a!22\n a!24)\n a!46)))\n(let ((a!65 (ite (<= (+ z_0 x_1 z_1 x_2) (/ 1162427.0 262144.0))\n a!11\n (ite (<= (+ z_1 x_2) (- (/ 3566907.0 268435456.0))) a!47 a!64))))\n(let ((a!91 (ite (<= (+ z_0 x_1 z_1 x_2) (/ 9570965.0 2097152.0))\n a!65\n (and (<= (+ z_0 x_1) (/ 10023299.0 2097152.0)) a!90))))\n (ite (<= (+ z_0 x_1) (/ 9255787.0 2097152.0)) a!5 a!91))))))))))))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun z_1 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (ite (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9033501.0 2097152.0))\n (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 8812299.0 2097152.0))\n (not (<= (+ z_1 x_2) (- (/ 9438243.0 1073741824.0))))))\n (a!2 (or (<= (+ z_0 x_1 z_1 x_2) (/ 4534189.0 1048576.0))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 568225.0 131072.0)))))\n (a!6 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 4668417.0 1048576.0))))\n (a!7 (and (not (>= (+ z_1 x_2) (- (/ 672633.0 67108864.0))))\n (not (<= (+ z_1 x_2) (- (/ 5536869.0 536870912.0))))))\n (a!9 (or (<= (+ z_1 x_2) (- (/ 4873264241311745.0 2305843009213693952.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 5066630648299521.0 4611686018427387904.0))))))\n (a!12 (or (not (<= (+ z_1 x_2) (- (/ 11543007.0 536870912.0))))\n (<= (+ z_1 x_2) (- (/ 11789041.0 536870912.0)))))\n (a!14 (or (<= (+ z_1 x_2) (- (/ 5218578538168321.0 288230376151711744.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 5184429790068735.0 288230376151711744.0))))))\n (a!15 (and (<= (+ z_1 x_2)\n (- (/ 5544112900014079.0 288230376151711744.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 5606235843854335.0 288230376151711744.0))))))\n (a!18 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9470351.0 2097152.0))))\n (a!20 (and (not (<= (+ z_1 x_2)\n (- (/ 4214458402471937.0 288230376151711744.0))))\n (<= (+ z_1 x_2)\n (- (/ 4120881534074881.0 288230376151711744.0)))))\n (a!23 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 5093428023001087.0 1125899906842624.0))))\n (a!25 (and (<= (+ z_0 x_1) (/ 9517463.0 2097152.0))\n (not (<= (+ z_1 x_2)\n (- (/ 5049154963243009.0 288230376151711744.0))))))\n (a!26 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9571139.0 2097152.0))))\n (a!28 (and (not (>= (+ z_0 x_1) (/ 4771021.0 1048576.0)))\n (not (<= (+ z_0 x_1) (/ 4766715.0 1048576.0)))\n (or (>= (+ z_0 x_1 z_1 x_2) (/ 4747449.0 1048576.0))\n (<= (+ z_1 x_2) (- (/ 12177811.0 536870912.0))))))\n (a!33 (or (<= (+ z_0 x_1 z_1 x_2) (/ 9505465.0 2097152.0))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 9506947.0 2097152.0)))))\n (a!34 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 599811.0 131072.0))))\n (a!36 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 4800783.0 1048576.0))))\n (a!37 (or (not (<= (+ z_1 x_2) (- (/ 4359725.0 268435456.0))))\n (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9608055.0 2097152.0))))\n (a!39 (and (<= (+ z_1 x_2)\n (- (/ 5937371916795905.0 288230376151711744.0)))\n (or (<= (+ z_1 x_2)\n (- (/ 6278355276005375.0 288230376151711744.0)))\n (<= (+ z_0 x_1 z_1 x_2) (/ 2389585.0 524288.0)))))\n (a!42 (and (not (<= (+ z_0 x_1) (/ 9614835.0 2097152.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 8704072274149377.0 288230376151711744.0))))))\n (a!48 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 1171787.0 262144.0))))\n (a!50 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9498511.0 2097152.0))))\n (a!51 (and (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 5117971613614081.0 1125899906842624.0))\n (<= (+ z_1 x_2) (- (/ 6405013.0 536870912.0)))))\n (a!55 (or (not (<= (+ z_1 x_2)\n (- (/ 2977405547315199.0 288230376151711744.0))))\n (<= (+ z_1 x_2) (- (/ 3036133051072511.0 288230376151711744.0)))))\n (a!59 (and (<= (+ z_1 x_2) (- (/ 9654723.0 1073741824.0)))\n (not (<= (+ z_1 x_2) (- (/ 9669755.0 1073741824.0))))))\n (a!61 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9399733.0 2097152.0))))\n (a!66 (and (<= (+ z_1 x_2)\n (- (/ 4908518406619135.0 144115188075855872.0)))\n (not (<= (+ z_1 x_2) (- (/ 591827.0 16777216.0))))))\n (a!69 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 4939033.0 1048576.0)))\n (<= (+ z_0 x_1 z_1 x_2) (/ 2478389.0 524288.0))))\n (a!71 (and (not (<= (+ z_1 x_2) (- (/ 2601233.0 67108864.0))))\n (<= (+ z_1 x_2)\n (- (/ 5479290032357377.0 144115188075855872.0)))))\n (a!74 (or (not (<= (+ z_1 x_2)\n (- (/ 4883205479989247.0 144115188075855872.0))))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 9710301.0 2097152.0)))))\n (a!75 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 4914213.0 1048576.0))))\n (a!79 (and (not (<= (+ z_1 x_2) (- (/ 6355933.0 268435456.0))))\n (<= (+ z_1 x_2) (- (/ 12234335.0 536870912.0)))))\n (a!81 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9833215.0 2097152.0))))\n (a!85 (not (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9650481.0 2097152.0))))\n (a!86 (and (<= (+ z_0 x_1) (/ 2402229.0 524288.0))\n (or (>= (+ z_0 x_1 z_1 x_2) (/ 1197055.0 262144.0))\n (<= (+ z_0 x_1 z_1 x_2) (/ 9573437.0 2097152.0)))))\n (a!88 (or (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 2421309.0 524288.0))\n (not (<= (+ z_0 x_1 z_1 x_2) (/ 9618829.0 2097152.0))))))\n(let ((a!3 (ite (<= (+ z_1 x_2) (/ 8481647.0 268435456.0))\n a!2\n (not (<= (+ z_1 x_2) (/ 10031701.0 268435456.0)))))\n (a!8 (and a!6\n (or (<= (+ z_1 x_2)\n (- (/ 3090825433055231.0 288230376151711744.0)))\n a!7)))\n (a!10 (and (not (<= (+ z_1 x_2)\n (- (/ 5407246250934273.0 2305843009213693952.0))))\n a!9))\n (a!13 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 9423849.0 2097152.0))) a!12))\n (a!16 (or (<= (+ z_1 x_2) (- (/ 5633515865505793.0 288230376151711744.0)))\n (ite (<= (+ z_0 x_1 z_1 x_2)\n (/ 5047391342297087.0 1125899906842624.0))\n a!14\n a!15)))\n (a!19 (and (not (<= (+ z_0 x_1 z_1 x_2) (/ 9387451.0 2097152.0)))\n (or a!18 (<= (+ z_0 x_1 z_1 x_2) (/ 9392409.0 2097152.0)))))\n (a!21 (and (not (<= (+ z_1 x_2)\n (- (/ 8998462217519105.0 576460752303423488.0))))\n (or (<= (+ z_1 x_2)\n (- (/ 8933562577321987.0 576460752303423488.0)))\n a!20)))\n (a!24 (ite (<= (+ z_0 x_1 z_1 x_2) (/ 4685509.0 1048576.0))\n (<= (+ z_1 x_2)\n (- (/ 4015345329242113.0 288230376151711744.0)))\n (or a!23 (<= (+ z_0 x_1 z_1 x_2) (/ 9400305.0 2097152.0)))))\n (a!27 (or a!26\n (not (<= (+ z_1 x_2)\n (- (/ 5396534065627135.0 288230376151711744.0))))\n (<= (+ z_1 x_2) (- (/ 6336337.0 268435456.0)))))\n (a!29 (or (not (<= (+ z_0 x_1) (/ 4773951.0 1048576.0))) a!28))\n (a!35 (or a!34\n (not (<= (+ z_1 x_2)\n (- (/ 5112257159626753.0 288230376151711744.0))))))\n (a!38 (and (not (<= (+ z_1 x_2)\n (- (/ 5049154963243009.0 288230376151711744.0))))\n a!36\n a!37))\n (a!49 (ite (<= (+ z_1 x_2)\n (- (/ 6866828072583167.0 576460752303423488.0)))\n (not (<= (+ z_1 x_2)\n (- (/ 7420983006724095.0 576460752303423488.0))))\n (and a!48 (<= (+ z_0 x_1 z_1 x_2) (/ 2333981.0 524288.0)))))\n (a!52 (and a!50\n (or (<= (+ z_0 x_1 z_1 x_2) (/ 9457467.0 2097152.0)) a!51)))\n (a!60 (or (not (<= (+ z_1 x_2) (- (/ 9472979.0 1073741824.0))))\n (<= (+ z_1 x_2) (- (/ 9740291.0 1073741824.0)))\n a!59))\n (a!62 (and a!61\n (<= (+ z_0 x_1 (* (- 1.0) z_1) (* (- 1.0) x_2))\n (/ 9400321.0 2097152.0))))\n (a!67 (ite (<= (+ z_1 x_2)\n (- (/ 4587049231319039.0 144115188075855872.0)))\n (or (<= (+ 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b/exp_oopsla/gem-diff-ult_bound=1.0-vel=[2.5-3.0]-unsafe/pre.names new file mode 100644 index 0000000..479b60a --- /dev/null +++ b/exp_oopsla/gem-diff-ult_bound=1.0-vel=[2.5-3.0]-unsafe/pre.names @@ -0,0 +1,10 @@ +precondition. +fvar0_A0: continuous. +fvar1_A0: continuous. +(-1*fvar0_A0) := (-1*fvar0_A0). +(-1*fvar1_A0) := (-1*fvar1_A0). +((1*fvar0_A0) + (1*fvar1_A0)) := (1*fvar0_A0) + (1*fvar1_A0). +((1*fvar0_A0) + (-1*fvar1_A0)) := (1*fvar0_A0) + (-1*fvar1_A0). +((-1*fvar0_A0) + (1*fvar1_A0)) := (-1*fvar0_A0) + (1*fvar1_A0). +((-1*fvar0_A0) + (-1*fvar1_A0)) := (-1*fvar0_A0) + (-1*fvar1_A0). +precondition: true, false. \ No newline at end of file -- GitLab