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Commit 4560f5da authored by chsieh16's avatar chsieh16
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Add generated AAP from EMSOFT approach

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exp_oopsla/gem-emsoft-aap-ult_bound=1.0-vel=2.8.out.json 0 → 100644
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[{"part": [[-Infinity, Infinity], [-1.2, -0.6], [-0.2617993877991494, -0.20943951023931953]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (- (/ 15394516512607743.0 5000000000000000.0)) (- x_1))\n (* (/ 11160342572361413.0 1000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 1605092016371253.0 50000000000000000.0) (- x_1))\n (* (/ 9419637376065083.0 10000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (- (/ 15394516512607743.0 5000000000000000.0)) (- x_1))\n (* (/ 11160342572361413.0 1000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 1605092016371253.0 50000000000000000.0) (- x_1))\n (* (/ 9419637376065083.0 10000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))))\n"}}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [-0.20943951023931953, -0.15707963267948966]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 4714272282732249.0 5000000000000000.0) (- x_1))\n (* (- (/ 7779849680047.0 9765625000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (- (/ 5636117481373213.0 1000000000000000000.0)) (- x_1))\n (* (/ 11012272503114409.0 10000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 10329359584179607.0 1000000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 4714272282732249.0 5000000000000000.0) (- x_1))\n (* (- (/ 7779849680047.0 9765625000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (- (/ 5636117481373213.0 1000000000000000000.0)) (- x_1))\n (* (/ 11012272503114409.0 10000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 10329359584179607.0 1000000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [-0.15707963267948966, -0.10471975511965975]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 10527595794271727.0 10000000000000000.0) (- x_1))\n (* (- (/ 802781930667.0 390625000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (- (/ 4559784287644937.0 1000000000000000000.0)) (- x_1))\n (* (/ 11599721514004477.0 10000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 3948299015705331.0 500000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 10527595794271727.0 10000000000000000.0) (- x_1))\n (* (- (/ 802781930667.0 390625000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (- (/ 4559784287644937.0 1000000000000000000.0)) (- x_1))\n (* (/ 11599721514004477.0 10000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 3948299015705331.0 500000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [-0.10471975511965975, -0.052359877559829876]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 8802835183129537.0 10000000000000000.0) (- x_1))\n (* (- (/ 20137502811831287.0 10000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 1898421512271399.0 200000000000000000.0) (- x_1))\n (* (/ 2954729060402157.0 2500000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 13954490491586759.0 2000000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 8802835183129537.0 10000000000000000.0) (- x_1))\n (* (- (/ 20137502811831287.0 10000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 1898421512271399.0 200000000000000000.0) (- x_1))\n (* (/ 2954729060402157.0 2500000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 13954490491586759.0 2000000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [-0.052359877559829876, 0.0]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 804005534199071.0 1000000000000000.0) (- x_1))\n (* (- (/ 5716184322630299.0 10000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 2025462900811141.0 125000000000000000.0) (- x_1))\n (* (/ 10530144821672651.0 10000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 3662534193257649.0 500000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 804005534199071.0 1000000000000000.0) (- x_1))\n (* (- (/ 5716184322630299.0 10000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 2025462900811141.0 125000000000000000.0) (- x_1))\n (* (/ 10530144821672651.0 10000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 3662534193257649.0 500000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [0.0, 0.052359877559829904]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 3915289859892767.0 5000000000000000.0) (- x_1))\n (* (/ 148006381927741.0 390625000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 2283080304802329.0 125000000000000000.0) (- x_1))\n (* (/ 963349452695649.0 1000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 904884256347089.0 125000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 3915289859892767.0 5000000000000000.0) (- x_1))\n (* (/ 148006381927741.0 390625000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 2283080304802329.0 125000000000000000.0) (- x_1))\n (* (/ 963349452695649.0 1000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 904884256347089.0 125000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [0.052359877559829904, 0.10471975511965975]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 755099929351027.0 1000000000000000.0) (- x_1))\n (* (- (/ 5759861544525549.0 10000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 228339194430877.0 10000000000000000.0) (- x_1))\n (* (/ 5437904836830719.0 5000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 1552959434920751.0 200000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 755099929351027.0 1000000000000000.0) (- x_1))\n (* (- (/ 5759861544525549.0 10000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 228339194430877.0 10000000000000000.0) (- x_1))\n (* (/ 5437904836830719.0 5000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 1552959434920751.0 200000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [0.10471975511965975, 0.15707963267948966]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 8397160189683781.0 10000000000000000.0) (- x_1))\n (* (/ 9091844298777943.0 50000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 604619557148917.0 31250000000000000.0) (- x_1))\n (* (/ 1310731749719749.0 1250000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 1769680012466759.0 200000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 8397160189683781.0 10000000000000000.0) (- x_1))\n (* (/ 9091844298777943.0 50000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 604619557148917.0 31250000000000000.0) (- x_1))\n (* (/ 1310731749719749.0 1250000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 1769680012466759.0 200000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [0.15707963267948966, 0.20943951023931956]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 8196471058153899.0 10000000000000000.0) (- x_1))\n (* (/ 5028196357751839.0 100000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 9291717199585093.0 500000000000000000.0) (- x_1))\n (* (/ 10304618010835673.0 10000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 11764936805828139.0 1000000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 8196471058153899.0 10000000000000000.0) (- x_1))\n (* (/ 5028196357751839.0 100000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 9291717199585093.0 500000000000000000.0) (- x_1))\n (* (/ 10304618010835673.0 10000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 11764936805828139.0 1000000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [-1.2, -0.6], [0.20943951023931956, 0.2617993877991494]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 7449029241943507.0 10000000000000000.0) (- x_1))\n (* (- (/ 34319015358513677.0 100000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 15613216950181759.0 500000000000000000.0) (- x_1))\n (* (/ 2165380121931539.0 2000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 858211531305779.0 50000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 7449029241943507.0 10000000000000000.0) (- x_1))\n (* (- (/ 34319015358513677.0 100000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 15613216950181759.0 500000000000000000.0) (- x_1))\n (* (/ 2165380121931539.0 2000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 858211531305779.0 50000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [-0.2617993877991494, -0.20943951023931953]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 9880361849440813.0 10000000000000000.0) (- x_1))\n (* (- (/ 11040409032409.0 16000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (- (/ 5267959107819491.0 1000000000000000000.0)) (- x_1))\n (* (/ 5279957089382127.0 5000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 8275850353234599.0 1000000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 9880361849440813.0 10000000000000000.0) (- x_1))\n (* (- (/ 11040409032409.0 16000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (- (/ 5267959107819491.0 1000000000000000000.0)) (- x_1))\n (* (/ 5279957089382127.0 5000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 8275850353234599.0 1000000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [-0.20943951023931953, -0.15707963267948966]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 1004536409768367.0 1000000000000000.0) (- x_1))\n (* (- (/ 433567899649319.0 400000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (- (/ 4377267900988293.0 10000000000000000000.0)) (- x_1))\n (* (/ 10842835632334589.0 10000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 2069816206121939.0 500000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 1004536409768367.0 1000000000000000.0) (- x_1))\n (* (- (/ 433567899649319.0 400000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (- (/ 4377267900988293.0 10000000000000000000.0)) (- x_1))\n (* (/ 10842835632334589.0 10000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 2069816206121939.0 500000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [-0.15707963267948966, -0.10471975511965975]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 4689739905164137.0 5000000000000000.0) (- x_1))\n (* (- (/ 11967370246900557.0 10000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 9428278428006391.0 2500000000000000000.0) (- x_1))\n (* (/ 1364120470989437.0 1250000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 1670231819390749.0 1000000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 4689739905164137.0 5000000000000000.0) (- x_1))\n (* (- (/ 11967370246900557.0 10000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 9428278428006391.0 2500000000000000000.0) (- x_1))\n (* (/ 1364120470989437.0 1250000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 1670231819390749.0 1000000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [-0.10471975511965975, -0.052359877559829876]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 6894006984270191.0 10000000000000000.0) (- x_1))\n (* (- (/ 5601121606506557.0 5000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 13635010621300469.0 500000000000000000.0) (- x_1))\n (* (/ 266548037158479.0 250000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 859990119756303.0 2500000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 6894006984270191.0 10000000000000000.0) (- x_1))\n (* (- (/ 5601121606506557.0 5000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 13635010621300469.0 500000000000000000.0) (- x_1))\n (* (/ 266548037158479.0 250000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 859990119756303.0 2500000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [-0.052359877559829876, 0.0]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 4012407979788999.0 5000000000000000.0) (- x_1))\n (* (- (/ 9323701999082753.0 5000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 2788991572033073.0 250000000000000000.0) (- x_1))\n (* (/ 11450138353215833.0 10000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 4012407979788999.0 5000000000000000.0) (- x_1))\n (* (- (/ 9323701999082753.0 5000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 2788991572033073.0 250000000000000000.0) (- x_1))\n (* (/ 11450138353215833.0 10000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))))\n"}}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [0.0, 0.052359877559829904]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 4001585557821269.0 5000000000000000.0) (- x_1))\n (* (/ 304606001168943.0 156250000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 12515126696607577.0 1000000000000000000.0) (- x_1))\n (* (/ 9370324313532873.0 10000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 4001585557821269.0 5000000000000000.0) (- x_1))\n (* (/ 304606001168943.0 156250000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 12515126696607577.0 1000000000000000000.0) (- x_1))\n (* (/ 9370324313532873.0 10000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))))\n"}}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [0.052359877559829904, 0.10471975511965975]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 9428772038301123.0 10000000000000000.0) (- x_1))\n (* (/ 6426945322514297.0 5000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 31275925282361053.0 10000000000000000000.0) (- x_1))\n (* (/ 469057719055757.0 500000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 7036118239147783.0 10000000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 9428772038301123.0 10000000000000000.0) (- x_1))\n (* (/ 6426945322514297.0 5000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 31275925282361053.0 10000000000000000000.0) (- x_1))\n (* (/ 469057719055757.0 500000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 7036118239147783.0 10000000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [0.10471975511965975, 0.15707963267948966]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 8502246634852169.0 10000000000000000.0) (- x_1))\n (* (/ 84647014687647.0 156250000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 8226906527708513.0 1000000000000000000.0) (- x_1))\n (* (/ 492403611813093.0 500000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 16937438512380871.0 5000000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 8502246634852169.0 10000000000000000.0) (- x_1))\n (* (/ 84647014687647.0 156250000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 8226906527708513.0 1000000000000000000.0) (- x_1))\n (* (/ 492403611813093.0 500000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 16937438512380871.0 5000000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [0.15707963267948966, 0.20943951023931956]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 8804135980309051.0 10000000000000000.0) (- x_1))\n (* (/ 26019278994628803.0 100000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 38334450852194313.0 10000000000000000000.0) (- x_1))\n (* (/ 1991404871889733.0 2000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 171565046396301.0 20000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 8804135980309051.0 10000000000000000.0) (- x_1))\n (* (/ 26019278994628803.0 100000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 38334450852194313.0 10000000000000000000.0) (- x_1))\n (* (/ 1991404871889733.0 2000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 171565046396301.0 20000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [-0.6, 0.0], [0.20943951023931956, 0.2617993877991494]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 8030535254050801.0 10000000000000000.0) (- x_1))\n (* (/ 207154092992597.0 6250000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 1701725261979779.0 100000000000000000.0) (- x_1))\n (* (/ 10145183346534679.0 10000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 16170765055133353.0 1000000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 8030535254050801.0 10000000000000000.0) (- x_1))\n (* (/ 207154092992597.0 6250000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 1701725261979779.0 100000000000000000.0) (- x_1))\n (* (/ 10145183346534679.0 10000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 16170765055133353.0 1000000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [-0.2617993877991494, -0.20943951023931953]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 2121610998146079.0 2500000000000000.0) (- x_1))\n (* (- (/ 3885374828653829.0 5000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 3078474216288387.0 200000000000000000.0) (- x_1))\n (* (/ 5306095596592677.0 5000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 10815843399322957.0 500000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 2121610998146079.0 2500000000000000.0) (- x_1))\n (* (- (/ 3885374828653829.0 5000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 3078474216288387.0 200000000000000000.0) (- x_1))\n (* (/ 5306095596592677.0 5000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 10815843399322957.0 500000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [-0.20943951023931953, -0.15707963267948966]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 10043723727041867.0 10000000000000000.0) (- x_1))\n (* (- (/ 8120172194047247.0 10000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (- (/ 8881645681677341.0 20000000000000000000.0)) (- x_1))\n (* (/ 1323767317881219.0 1250000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 13260782961369687.0 1000000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 10043723727041867.0 10000000000000000.0) (- x_1))\n (* (- (/ 8120172194047247.0 10000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (- (/ 8881645681677341.0 20000000000000000000.0)) (- x_1))\n (* (/ 1323767317881219.0 1250000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 13260782961369687.0 1000000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [-0.15707963267948966, -0.10471975511965975]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 10162616758049299.0 10000000000000000.0) (- x_1))\n (* (- (/ 2612262668749873.0 2500000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 1364581874550667.0 3125000000000000000.0) (- x_1))\n (* (/ 10762721173859557.0 10000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 396827405569201.0 62500000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 10162616758049299.0 10000000000000000.0) (- x_1))\n (* (- (/ 2612262668749873.0 2500000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 1364581874550667.0 3125000000000000000.0) (- x_1))\n (* (/ 10762721173859557.0 10000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 396827405569201.0 62500000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [-0.10471975511965975, -0.052359877559829876]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 8948448273905373.0 10000000000000000.0) (- x_1))\n (* (- (/ 2282508523149617.0 1250000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 14687506572532791.0 1000000000000000000.0) (- x_1))\n (* (/ 1129811251877317.0 1000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 7244789770054329.0 5000000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 8948448273905373.0 10000000000000000.0) (- x_1))\n (* (- (/ 2282508523149617.0 1250000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 14687506572532791.0 1000000000000000000.0) (- x_1))\n (* (/ 1129811251877317.0 1000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 7244789770054329.0 5000000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [-0.052359877559829876, 0.0]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 11639385580730441.0 10000000000000000.0) (- x_1))\n (* (- (/ 12709682455885947.0 10000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (- (/ 4245230341807707.0 500000000000000000.0)) (- x_1))\n (* (/ 5281088493477293.0 5000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 11639385580730441.0 10000000000000000.0) (- x_1))\n (* (- (/ 12709682455885947.0 10000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (- (/ 4245230341807707.0 500000000000000000.0)) (- x_1))\n (* (/ 5281088493477293.0 5000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))))\n"}}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [0.0, 0.052359877559829904]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 2691461674106983.0 2500000000000000.0) (- x_1))\n (* (/ 16126622211804373.0 10000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 805287654083333.0 500000000000000000.0) (- x_1))\n (* (/ 2385129015713521.0 2500000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 2691461674106983.0 2500000000000000.0) (- x_1))\n (* (/ 16126622211804373.0 10000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 805287654083333.0 500000000000000000.0) (- x_1))\n (* (/ 2385129015713521.0 2500000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))))\n"}}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [0.052359877559829904, 0.10471975511965975]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 1144982723503549.0 1250000000000000.0) (- x_1))\n (* (/ 1121421431458757.0 1000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 624030174830711.0 50000000000000000.0) (- x_1))\n (* (/ 4747216531815359.0 5000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 1068063698926183.0 1000000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 1144982723503549.0 1250000000000000.0) (- x_1))\n (* (/ 1121421431458757.0 1000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 624030174830711.0 50000000000000000.0) (- x_1))\n (* (/ 4747216531815359.0 5000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 1068063698926183.0 1000000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [0.10471975511965975, 0.15707963267948966]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 2190096868059607.0 2500000000000000.0) (- x_1))\n (* (/ 312726615744361.0 625000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 311133400865907.0 20000000000000000.0) (- x_1))\n (* (/ 495197240300101.0 500000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 3467404948350343.0 1000000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 2190096868059607.0 2500000000000000.0) (- x_1))\n (* (/ 312726615744361.0 625000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 311133400865907.0 20000000000000000.0) (- x_1))\n (* (/ 495197240300101.0 500000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 3467404948350343.0 1000000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [0.15707963267948966, 0.20943951023931956]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 11482401883882497.0 50000000000000000.0) (- x_1))\n (* (/ 8833553339121069.0 10000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 3082107943952683.0 250000000000000000.0) (- x_1))\n (* (/ 982424909266799.0 1000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 4361818347632187.0 1000000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 11482401883882497.0 50000000000000000.0) (- x_1))\n (* (/ 8833553339121069.0 10000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 3082107943952683.0 250000000000000000.0) (- x_1))\n (* (/ 982424909266799.0 1000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 4361818347632187.0 1000000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [0.0, 0.5999999999999999], [0.20943951023931956, 0.2617993877991494]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (- (/ 1455496082504191.0 200000000000000.0)) (- x_1))\n (* (/ 16590473473426939.0 10000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 3162653881007017.0 125000000000000000.0) (- x_1))\n (* (/ 9850491358198713.0 10000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (- (/ 1455496082504191.0 200000000000000.0)) (- x_1))\n (* (/ 16590473473426939.0 10000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 3162653881007017.0 125000000000000000.0) (- x_1))\n (* (/ 9850491358198713.0 10000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))))\n"}}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [-0.2617993877991494, -0.20943951023931953]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 4334822526305619.0 5000000000000000.0) (- x_1))\n (* (- (/ 536294921446787.0 625000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 162104552362039.0 10000000000000000.0) (- x_1))\n (* (/ 1073409515848489.0 1000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 11631989974900267.0 500000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 4334822526305619.0 5000000000000000.0) (- x_1))\n (* (- (/ 536294921446787.0 625000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 162104552362039.0 10000000000000000.0) (- x_1))\n (* (/ 1073409515848489.0 1000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 11631989974900267.0 500000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [-0.20943951023931953, -0.15707963267948966]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 1822492790387731.0 2500000000000000.0) (- x_1))\n (* (- (/ 18538498536519843.0 10000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 1824076879934283.0 50000000000000000.0) (- x_1))\n (* (/ 187016002729463.0 156250000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 8679682042791287.0 500000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 1822492790387731.0 2500000000000000.0) (- x_1))\n (* (- (/ 18538498536519843.0 10000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 1824076879934283.0 50000000000000000.0) (- x_1))\n (* (/ 187016002729463.0 156250000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 8679682042791287.0 500000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [-0.15707963267948966, -0.10471975511965975]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 6111725136367281.0 10000000000000000.0) (- x_1))\n (* (- (/ 2964060937509089.0 1000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 8060289093833349.0 200000000000000000.0) (- x_1))\n (* (/ 1568189627641107.0 1250000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 6664203159518163.0 500000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 6111725136367281.0 10000000000000000.0) (- x_1))\n (* (- (/ 2964060937509089.0 1000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 8060289093833349.0 200000000000000000.0) (- x_1))\n (* (/ 1568189627641107.0 1250000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 6664203159518163.0 500000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [-0.10471975511965975, -0.052359877559829876]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 1803915515714033.0 2000000000000000.0) (- x_1))\n (* (- (/ 3099877004863941.0 2000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 52878250399397.0 4000000000000000.0) (- x_1))\n (* (/ 11111702371860037.0 10000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 5317086715191631.0 500000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 1803915515714033.0 2000000000000000.0) (- x_1))\n (* (- (/ 3099877004863941.0 2000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 52878250399397.0 4000000000000000.0) (- x_1))\n (* (/ 11111702371860037.0 10000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 5317086715191631.0 500000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [-0.052359877559829876, 0.0]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 993715228771501.0 1000000000000000.0) (- x_1))\n (* (- (/ 20315263033885217.0 50000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 5965844834964831.0 1000000000000000000.0) (- x_1))\n (* (/ 494566948372731.0 500000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 95789281727303.0 10000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 993715228771501.0 1000000000000000.0) (- x_1))\n (* (- (/ 20315263033885217.0 50000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 5965844834964831.0 1000000000000000000.0) (- x_1))\n (* (/ 494566948372731.0 500000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 95789281727303.0 10000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [0.0, 0.052359877559829904]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 2516176143500391.0 2500000000000000.0) (- x_1))\n (* (/ 2065256737533531.0 100000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 29146591937641393.0 5000000000000000000.0) (- x_1))\n (* (/ 624583140840339.0 625000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 4900063528805807.0 500000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 2516176143500391.0 2500000000000000.0) (- x_1))\n (* (/ 2065256737533531.0 100000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 29146591937641393.0 5000000000000000000.0) (- x_1))\n (* (/ 624583140840339.0 625000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 4900063528805807.0 500000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [0.052359877559829904, 0.10471975511965975]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 5041959510636277.0 5000000000000000.0) (- x_1))\n (* (/ 7709614854297493.0 250000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (- (/ 2487493795855533.0 1000000000000000000.0)) (- x_1))\n (* (/ 5402574190307129.0 5000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) (/ 10207060531037617.0 1000000000000000000.0)))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 5041959510636277.0 5000000000000000.0) (- x_1))\n (* (/ 7709614854297493.0 250000000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (- (/ 2487493795855533.0 1000000000000000000.0)) (- x_1))\n (* (/ 5402574190307129.0 5000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0))\n (/ 10207060531037617.0 1000000000000000000.0)))))\n"}}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [0.10471975511965975, 0.15707963267948966]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (- (/ 386054894395631.0 312500000000000.0)) (- x_1))\n (* (/ 4420290115923221.0 500000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 902519105044549.0 200000000000000000.0) (- x_1))\n (* (/ 10172180088315181.0 10000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (- (/ 386054894395631.0 312500000000000.0)) (- x_1))\n (* (/ 4420290115923221.0 500000000000000.0) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 902519105044549.0 200000000000000000.0) (- x_1))\n (* (/ 10172180088315181.0 10000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))))\n"}}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [0.15707963267948966, 0.20943951023931956]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (- (/ 4829472251529503.0 2000000000000000.0)) (- x_1))\n (* (- (/ 2791763618243791.0 1000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 10463173705548941.0 1000000000000000000.0) (- x_1))\n (* (/ 1018262268127513.0 1000000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (- (/ 4829472251529503.0 2000000000000000.0)) (- x_1))\n (* (- (/ 2791763618243791.0 1000000000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 10463173705548941.0 1000000000000000000.0) (- x_1))\n (* (/ 1018262268127513.0 1000000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))))\n"}}, {"part": [[-Infinity, Infinity], [0.5999999999999999, 1.2], [0.20943951023931956, 0.2617993877991494]], "ultimate_bound": 1.0, "status": "found", "result": {"formula": "(let ((a!1 (- z_0\n (+ (* (/ 7002921745469697.0 10000000000000000.0) (- x_1))\n (* (- (/ 559300984630813.0 31250000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 2032088228319903.0 250000000000000000.0) (- x_1))\n (* (/ 1286038630009711.0 1250000000000000.0) (- x_2))\n 0.0))))\n (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))", "smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (- z_0\n (+ (* (/ 7002921745469697.0 10000000000000000.0) (- x_1))\n (* (- (/ 559300984630813.0 31250000000000.0)) (- x_2))\n 0.0)))\n (a!2 (- z_1\n (+ (* (/ 2032088228319903.0 250000000000000000.0) (- x_1))\n (* (/ 1286038630009711.0 1250000000000000.0) (- x_2))\n 0.0))))\n (F (<= (+ (^ a!1 2.0) (^ a!2 2.0)) 0.0))))\n"}}]
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