Skip to content
Snippets Groups Projects
Commit 373f5edc authored by chsieh16's avatar chsieh16
Browse files

Add experiment result for a range of speed

parent 72b54d54
No related branches found
No related tags found
No related merge requests found
Expand all Hide whitespace changes
Inline Side-by-side
Showing
with 18713 additions and 0 deletions
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/dtree_synth.4x10.out.json 0 → 100644
+ 962
− 0
View file @ 373f5edc
[
{
"part": [
[-Infinity, Infinity
],
[
-1.2,
-0.6
],
[
-0.2617993877991494,
-0.20943951023931953
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "(>= (+ x_1 x_2) (- (/ 427775.0 524288.0)))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(assert (F (>= (+ x_1 x_2) (- (/ 427775.0 524288.0)))))\n"
},
"teacher time": 0.005358219146728516,
"learner time": 0.13655424118041992
},
{
"part": [
[-Infinity, Infinity
],
[
-1.2,
-0.6
],
[
-0.20943951023931953,
-0.15707963267948966
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 34,
"formula": "(let ((a!1 (not (>= (+ x_2 (* (- 1.0) z_1)) (- (/ 1930943.0 8388608.0)))))\n (a!2 (not (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_1))\n (- (/ 2489531890663423.0 2251799813685248.0))))))\n (ite (>= (+ x_1 x_2) (- (/ 4872946950602751.0 4503599627370496.0)))\n a!1\n (and (>= (+ x_1 z_0 z_1) (- (/ 8057127792803839.0 18014398509481984.0)))\n a!2)))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_1 () Real)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (not (>= (+ x_2 (* (- 1.0) z_1)) (- (/ 1930943.0 8388608.0)))))\n (a!2 (not (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_1))\n (- (/ 2489531890663423.0 2251799813685248.0))))))\n(let ((a!3 (ite (>= (+ x_1 x_2) (- (/ 4872946950602751.0 4503599627370496.0)))\n a!1\n (and (>= (+ x_1 z_0 z_1)\n (- (/ 8057127792803839.0 18014398509481984.0)))\n a!2))))\n (F a!3))))\n"
},
"teacher time": 451.126576423645,
"learner time": 2.9727838039398193
},
{
"part": [
[-Infinity, Infinity
],
[
-1.2,
-0.6
],
[
-0.15707963267948966,
-0.10471975511965975
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 47,
"formula": "(let ((a!1 (not (>= (+ x_2 (* (- 1.0) z_0))\n (/ 6885245966090241.0 4503599627370496.0))))\n (a!2 (not (>= (+ x_1 x_2 (* (- 1.0) z_0) z_1) (/ 13367799.0 33554432.0)))))\n(let ((a!3 (ite (>= (+ x_2 z_1) (/ 5407353088245759.0 18014398509481984.0))\n a!1\n (and a!2\n (>= (+ x_2 z_1) (/ 3811214928904191.0 18014398509481984.0))))))\n(let ((a!4 (or (>= (+ x_1 (* (- 1.0) x_2) z_0 (* (- 1.0) z_1))\n (- (/ 15772503.0 8388608.0)))\n a!3)))\n(let ((a!5 (or (>= x_1 (- (/ 7162443.0 8388608.0)))\n (and (>= (+ x_1 z_1) (- (/ 11478269.0 16777216.0))) a!4)\n (>= (+ x_1 (* (- 1.0) z_0) z_1)\n (/ 8057822503763969.0 4503599627370496.0)))))\n (ite (>= (+ x_1 x_2 z_0 z_1) (- (/ 7468330726195199.0 18014398509481984.0)))\n (>= (+ x_2 z_1) (- (/ 7060064019939327.0 144115188075855872.0)))\n a!5)))))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(declare-fun x_1 () Real)\n(declare-fun x_2 () Real)\n(assert (let ((a!1 (not (>= (+ x_2 (* (- 1.0) z_0))\n (/ 6885245966090241.0 4503599627370496.0))))\n (a!2 (not (>= (+ x_1 x_2 (* (- 1.0) z_0) z_1) (/ 13367799.0 33554432.0)))))\n(let ((a!3 (ite (>= (+ x_2 z_1) (/ 5407353088245759.0 18014398509481984.0))\n a!1\n (and a!2\n (>= (+ x_2 z_1) (/ 3811214928904191.0 18014398509481984.0))))))\n(let ((a!4 (or (>= (+ x_1 (* (- 1.0) x_2) z_0 (* (- 1.0) z_1))\n (- (/ 15772503.0 8388608.0)))\n a!3)))\n(let ((a!5 (or (>= x_1 (- (/ 7162443.0 8388608.0)))\n (and (>= (+ x_1 z_1) (- (/ 11478269.0 16777216.0))) a!4)\n (>= (+ x_1 (* (- 1.0) z_0) z_1)\n (/ 8057822503763969.0 4503599627370496.0)))))\n (F (ite (>= (+ x_1 x_2 z_0 z_1)\n (- (/ 7468330726195199.0 18014398509481984.0)))\n (>= (+ x_2 z_1) (- (/ 7060064019939327.0 144115188075855872.0)))\n a!5)))))))\n"
},
"teacher time": 929.2359480857849,
"learner time": 6.740450620651245
},
{
"part": [
[-Infinity, Infinity
],
[
-1.2,
-0.6
],
[
-0.10471975511965975,
-0.052359877559829876
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 64,
"formula": "(let ((a!1 (and (>= (+ x_2 z_1) (/ 7909226298998785.0 36028797018963968.0))\n (not (<= (+ z_0 z_1) (- (/ 15047937.0 16777216.0))))))\n (a!3 (or (>= (+ x_2 z_0 z_1) (- (/ 5167987.0 8388608.0)))\n (and (>= (+ x_2 z_1) (/ 8096409563693055.0 36028797018963968.0))\n (not (<= z_0 (- (/ 5710786622128127.0 4503599627370496.0))))))))\n(let ((a!2 (and (not (<= (+ x_2 z_1) (/ 3415761452269569.0 18014398509481984.0)))\n (or (>= (+ x_1 z_0 z_1)\n (- (/ 3690169328730111.0 2251799813685248.0)))\n a!1)))\n (a!4 (or (>= (+ x_1 z_0 z_1)\n (- (/ 6270390796025857.0 4503599627370496.0)))\n (and (>= (+ x_2 z_1) (/ 5153400261967871.0 36028797018963968.0))\n a!3))))\n(let ((a!5 (ite (>= (+ x_1 (* (- 1.0) z_1))\n (- (/ 3081817276022783.0 2251799813685248.0)))\n a!2\n a!4)))\n(let ((a!6 (or (>= (+ x_1 (* (- 1.0) x_2)) (- (/ 1467563.0 2097152.0))) a!5)))\n (ite (>= (+ x_1 z_0 z_1) (- (/ 14128403.0 16777216.0)))\n (>= (+ x_2 z_1) (- (/ 1789237.0 134217728.0)))\n a!6)))))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_0 () Real)\n(declare-fun z_1 () Real)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(assert (let ((a!1 (and (>= (+ x_2 z_1) (/ 7909226298998785.0 36028797018963968.0))\n (not (<= (+ z_0 z_1) (- (/ 15047937.0 16777216.0))))))\n (a!3 (or (>= (+ x_2 z_0 z_1) (- (/ 5167987.0 8388608.0)))\n (and (>= (+ x_2 z_1) (/ 8096409563693055.0 36028797018963968.0))\n (not (<= z_0 (- (/ 5710786622128127.0 4503599627370496.0))))))))\n(let ((a!2 (and (not (<= (+ x_2 z_1) (/ 3415761452269569.0 18014398509481984.0)))\n (or (>= (+ x_1 z_0 z_1)\n (- (/ 3690169328730111.0 2251799813685248.0)))\n a!1)))\n (a!4 (or (>= (+ x_1 z_0 z_1)\n (- (/ 6270390796025857.0 4503599627370496.0)))\n (and (>= (+ x_2 z_1) (/ 5153400261967871.0 36028797018963968.0))\n a!3))))\n(let ((a!5 (ite (>= (+ x_1 (* (- 1.0) z_1))\n (- (/ 3081817276022783.0 2251799813685248.0)))\n a!2\n a!4)))\n(let ((a!6 (or (>= (+ x_1 (* (- 1.0) x_2)) (- (/ 1467563.0 2097152.0))) a!5)))\n (F (ite (>= (+ x_1 z_0 z_1) (- (/ 14128403.0 16777216.0)))\n (>= (+ x_2 z_1) (- (/ 1789237.0 134217728.0)))\n a!6)))))))\n"
},
"teacher time": 2127.52836227417,
"learner time": 12.304165840148926
},
{
"part": [
[-Infinity, Infinity
],
[
-1.2,
-0.6
],
[
-0.052359877559829876,
0.0
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 60,
"formula": "(let ((a!1 (ite (>= (+ x_2 z_1) (/ 3674374049628159.0 18014398509481984.0))\n (not (<= (+ z_0 z_1) (- (/ 1796573.0 2097152.0))))\n (and (>= (+ x_1 x_2 z_0)\n (- (/ 2465475778838529.0 2251799813685248.0)))\n (>= (+ x_1 z_1) (- (/ 1876987.0 2097152.0)))))))\n(let ((a!2 (ite (>= x_1 (- (/ 7885591.0 8388608.0)))\n (>= (+ x_2 z_1) (- (/ 1838425.0 268435456.0)))\n (ite (>= (+ x_2 z_0 z_1)\n (/ 8596497838899197.0 72057594037927936.0))\n (>= (+ x_2 z_1) (- (/ 4001969.0 536870912.0)))\n a!1))))\n (ite (>= (+ x_1 x_2 z_0 z_1) (- (/ 11202195.0 33554432.0)))\n (>= (+ x_2 z_1) (- (/ 8930489.0 134217728.0)))\n a!2)))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_1 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_0 () Real)\n(declare-fun x_2 () Real)\n(assert (let ((a!1 (ite (>= (+ x_2 z_1) (/ 3674374049628159.0 18014398509481984.0))\n (not (<= (+ z_0 z_1) (- (/ 1796573.0 2097152.0))))\n (and (>= (+ x_1 x_2 z_0)\n (- (/ 2465475778838529.0 2251799813685248.0)))\n (>= (+ x_1 z_1) (- (/ 1876987.0 2097152.0)))))))\n(let ((a!2 (ite (>= x_1 (- (/ 7885591.0 8388608.0)))\n (>= (+ x_2 z_1) (- (/ 1838425.0 268435456.0)))\n (ite (>= (+ x_2 z_0 z_1)\n (/ 8596497838899197.0 72057594037927936.0))\n (>= (+ x_2 z_1) (- (/ 4001969.0 536870912.0)))\n a!1))))\n (F (ite (>= (+ x_1 x_2 z_0 z_1) (- (/ 11202195.0 33554432.0)))\n (>= (+ x_2 z_1) (- (/ 8930489.0 134217728.0)))\n a!2)))))\n"
},
"teacher time": 1301.1576087474823,
"learner time": 10.929332733154297
},
{
"part": [
[-Infinity, Infinity
],
[
-1.2,
-0.6
],
[
0.0,
0.052359877559829904
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 74,
"formula": "(let ((a!1 (not (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_0) (* (- 1.0) z_1))\n (- (/ 8509589.0 8388608.0)))))\n (a!2 (not (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_1))\n (- (/ 6049177968574463.0 4503599627370496.0)))))\n (a!3 (not (>= (+ x_1 x_2 (* (- 1.0) z_0) (* (- 1.0) z_1))\n (- (/ 5398527.0 16777216.0))))))\n(let ((a!4 (or a!3\n (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_1))\n (- (/ 2817039.0 2097152.0))))))\n(let ((a!5 (and (>= x_2 (/ 4706359127834625.0 288230376151711744.0))\n (>= (+ x_1 (* (- 1.0) x_2) z_1)\n (- (/ 4581261226016769.0 4503599627370496.0)))\n (or a!1 (and a!2 a!4)))))\n (ite (>= (+ x_1 x_2 z_0 z_1) (- (/ 15711327.0 16777216.0)))\n (>= (+ x_2 z_1) (- (/ 3229690315669505.0 288230376151711744.0)))\n (or (>= (+ x_1 x_2) (- (/ 7196199.0 8388608.0))) a!5)))))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_1 () Real)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (not (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_0) (* (- 1.0) z_1))\n (- (/ 8509589.0 8388608.0)))))\n (a!2 (not (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_1))\n (- (/ 6049177968574463.0 4503599627370496.0)))))\n (a!3 (not (>= (+ x_1 x_2 (* (- 1.0) z_0) (* (- 1.0) z_1))\n (- (/ 5398527.0 16777216.0))))))\n(let ((a!4 (or a!3\n (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_1))\n (- (/ 2817039.0 2097152.0))))))\n(let ((a!5 (and (>= x_2 (/ 4706359127834625.0 288230376151711744.0))\n (>= (+ x_1 (* (- 1.0) x_2) z_1)\n (- (/ 4581261226016769.0 4503599627370496.0)))\n (or a!1 (and a!2 a!4)))))\n(let ((a!6 (ite (>= (+ x_1 x_2 z_0 z_1) (- (/ 15711327.0 16777216.0)))\n (>= (+ x_2 z_1) (- (/ 3229690315669505.0 288230376151711744.0)))\n (or (>= (+ x_1 x_2) (- (/ 7196199.0 8388608.0))) a!5))))\n (F a!6))))))\n"
},
"teacher time": 1413.452791929245,
"learner time": 11.662935018539429
},
{
"part": [
[-Infinity, Infinity
],
[
-1.2,
-0.6
],
[
0.052359877559829904,
0.10471975511965975
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 140,
"formula": "(let ((a!1 (not (>= (+ x_1 x_2 (* (- 1.0) z_0) (* (- 1.0) z_1))\n (/ 5262564908859391.0 36028797018963968.0))))\n (a!2 (not (>= (+ x_1 (* (- 1.0) z_0)) (/ 254593.0 2097152.0)))))\n(let ((a!3 (or (>= (+ x_2 z_0 z_1) (- (/ 14961971.0 16777216.0)))\n (and a!2 (>= (+ x_2 z_1) (/ 4019899.0 16777216.0))))))\n(let ((a!4 (ite (>= x_1 (- (/ 3988291.0 4194304.0)))\n (>= (+ x_1 (* (- 1.0) x_2) z_1)\n (- (/ 4882331991015423.0 4503599627370496.0)))\n (and (>= (+ x_2 z_1) (/ 3222053.0 16777216.0)) a!3))))\n(let ((a!5 (ite (>= (+ x_1 z_1) (- (/ 848445.0 1048576.0)))\n a!1\n (ite (>= (+ x_2 z_0 z_1)\n (/ 6986936833015809.0 36028797018963968.0))\n (>= (+ x_2 z_1)\n (- (/ 6455808292290563.0 576460752303423488.0)))\n a!4))))\n (ite (>= (+ x_1 z_0 z_1) (- (/ 3240019.0 8388608.0)))\n (>= (+ x_2 z_1) (- (/ 4597519.0 67108864.0)))\n a!5)))))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_1 () Real)\n(declare-fun x_2 () Real)\n(declare-fun z_0 () Real)\n(declare-fun x_1 () Real)\n(assert (let ((a!1 (not (>= (+ x_1 x_2 (* (- 1.0) z_0) (* (- 1.0) z_1))\n (/ 5262564908859391.0 36028797018963968.0))))\n (a!2 (not (>= (+ x_1 (* (- 1.0) z_0)) (/ 254593.0 2097152.0)))))\n(let ((a!3 (or (>= (+ x_2 z_0 z_1) (- (/ 14961971.0 16777216.0)))\n (and a!2 (>= (+ x_2 z_1) (/ 4019899.0 16777216.0))))))\n(let ((a!4 (ite (>= x_1 (- (/ 3988291.0 4194304.0)))\n (>= (+ x_1 (* (- 1.0) x_2) z_1)\n (- (/ 4882331991015423.0 4503599627370496.0)))\n (and (>= (+ x_2 z_1) (/ 3222053.0 16777216.0)) a!3))))\n(let ((a!5 (ite (>= (+ x_1 z_1) (- (/ 848445.0 1048576.0)))\n a!1\n (ite (>= (+ x_2 z_0 z_1)\n (/ 6986936833015809.0 36028797018963968.0))\n (>= (+ x_2 z_1)\n (- (/ 6455808292290563.0 576460752303423488.0)))\n a!4))))\n (F (ite (>= (+ x_1 z_0 z_1) (- (/ 3240019.0 8388608.0)))\n (>= (+ x_2 z_1) (- (/ 4597519.0 67108864.0)))\n a!5)))))))\n"
},
"teacher time": 3609.6403546333313,
"learner time": 36.37754821777344
},
{
"part": [
[-Infinity, Infinity
],
[
-1.2,
-0.6
],
[
0.10471975511965975,
0.15707963267948966
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 95,
"formula": "(let ((a!1 (and (>= (+ x_2 z_1) (/ 5699661046218751.0 144115188075855872.0))\n (not (>= (+ x_2 z_1) (/ 82941.0 2097152.0))))))\n(let ((a!2 (and (>= x_1 (- (/ 2398500595695617.0 2251799813685248.0)))\n (or (not (>= x_1 (- (/ 8933977.0 8388608.0)))) a!1))))\n(let ((a!3 (or (>= x_1 (- (/ 15073447.0 16777216.0)))\n (ite (>= (+ x_2 z_0 z_1)\n (/ 7946064233496575.0 72057594037927936.0))\n (>= (+ x_2 z_1)\n (- (/ 8040724238958595.0 576460752303423488.0)))\n a!2))))\n (ite (>= (+ x_1 x_2 z_0 z_1) (- (/ 5357516435226625.0 18014398509481984.0)))\n (>= (+ x_2 z_1) (- (/ 1131209.0 16777216.0)))\n a!3))))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_1 () Real)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (and (>= (+ x_2 z_1) (/ 5699661046218751.0 144115188075855872.0))\n (not (>= (+ x_2 z_1) (/ 82941.0 2097152.0))))))\n(let ((a!2 (and (>= x_1 (- (/ 2398500595695617.0 2251799813685248.0)))\n (or (not (>= x_1 (- (/ 8933977.0 8388608.0)))) a!1))))\n(let ((a!3 (or (>= x_1 (- (/ 15073447.0 16777216.0)))\n (ite (>= (+ x_2 z_0 z_1)\n (/ 7946064233496575.0 72057594037927936.0))\n (>= (+ x_2 z_1)\n (- (/ 8040724238958595.0 576460752303423488.0)))\n a!2))))\n (F (ite (>= (+ x_1 x_2 z_0 z_1)\n (- (/ 5357516435226625.0 18014398509481984.0)))\n (>= (+ x_2 z_1) (- (/ 1131209.0 16777216.0)))\n a!3))))))\n"
},
"teacher time": 2414.811444044113,
"learner time": 18.83181095123291
},
{
"part": [
[-Infinity, Infinity
],
[
-1.2,
-0.6
],
[
0.15707963267948966,
0.20943951023931956
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 14,
"formula": "(ite (>= (+ x_2 z_1) (- (/ 7618601968205823.0 1152921504606846976.0)))\n (or (>= (+ x_1 x_2 z_0 z_1) (- (/ 4672176019996671.0 4503599627370496.0)))\n (>= x_1 (- (/ 14970767.0 16777216.0))))\n (ite (>= (+ x_1 x_2 z_0 z_1)\n (- (/ 6374792324186111.0 288230376151711744.0)))\n (>= (+ x_2 z_1) (- (/ 156453.0 8388608.0)))\n (>= (+ x_1 x_2) (- (/ 5154723.0 8388608.0)))))",
"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 (ite (>= (+ x_2 z_1)\n (- (/ 7618601968205823.0 1152921504606846976.0)))\n (or (>= (+ x_1 x_2 z_0 z_1)\n (- (/ 4672176019996671.0 4503599627370496.0)))\n (>= x_1 (- (/ 14970767.0 16777216.0))))\n (ite (>= (+ x_1 x_2 z_0 z_1)\n (- (/ 6374792324186111.0 288230376151711744.0)))\n (>= (+ x_2 z_1) (- (/ 156453.0 8388608.0)))\n (>= (+ x_1 x_2) (- (/ 5154723.0 8388608.0)))))))\n (F a!1)))\n"
},
"teacher time": 258.0099985599518,
"learner time": 1.5690507888793945
},
{
"part": [
[-Infinity, Infinity
],
[
-1.2,
-0.6
],
[
0.20943951023931956,
0.2617993877991494
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 51,
"formula": "(ite (>= (+ x_1 x_2 z_0 z_1) (- (/ 16655363.0 16777216.0)))\n (>= (+ x_2 z_1) (- (/ 5563872433930241.0 288230376151711744.0)))\n (and (>= (+ x_2 z_1) (/ 3791960322080769.0 18014398509481984.0))\n (>= (+ x_1 x_2 z_0 z_1) (- (/ 8205283.0 4194304.0)))))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(assert (let ((a!1 (ite (>= (+ x_1 x_2 z_0 z_1) (- (/ 16655363.0 16777216.0)))\n (>= (+ x_2 z_1) (- (/ 5563872433930241.0 288230376151711744.0)))\n (and (>= (+ x_2 z_1) (/ 3791960322080769.0 18014398509481984.0))\n (>= (+ x_1 x_2 z_0 z_1) (- (/ 8205283.0 4194304.0)))))))\n (F a!1)))\n"
},
"teacher time": 1422.0493354797363,
"learner time": 7.312782526016235
},
{
"part": [
[-Infinity, Infinity
],
[
-0.6,
0.0
],
[
-0.2617993877991494,
-0.20943951023931953
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.013913393020629883,
"learner time": 0.07054328918457031
},
{
"part": [
[-Infinity, Infinity
],
[
-0.6,
0.0
],
[
-0.20943951023931953,
-0.15707963267948966
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.012648344039916992,
"learner time": 0.06947946548461914
},
{
"part": [
[-Infinity, Infinity
],
[
-0.6,
0.0
],
[
-0.15707963267948966,
-0.10471975511965975
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.014474868774414062,
"learner time": 0.07025718688964844
},
{
"part": [
[-Infinity, Infinity
],
[
-0.6,
0.0
],
[
-0.10471975511965975,
-0.052359877559829876
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.011543035507202148,
"learner time": 0.0719747543334961
},
{
"part": [
[-Infinity, Infinity
],
[
-0.6,
0.0
],
[
-0.052359877559829876,
0.0
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.01175689697265625,
"learner time": 0.07247447967529297
},
{
"part": [
[-Infinity, Infinity
],
[
-0.6,
0.0
],
[
0.0,
0.052359877559829904
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.011318445205688477,
"learner time": 0.07349658012390137
},
{
"part": [
[-Infinity, Infinity
],
[
-0.6,
0.0
],
[
0.052359877559829904,
0.10471975511965975
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.010420083999633789,
"learner time": 0.0706636905670166
},
{
"part": [
[-Infinity, Infinity
],
[
-0.6,
0.0
],
[
0.10471975511965975,
0.15707963267948966
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.010987997055053711,
"learner time": 0.07183670997619629
},
{
"part": [
[-Infinity, Infinity
],
[
-0.6,
0.0
],
[
0.15707963267948966,
0.20943951023931956
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.012183904647827148,
"learner time": 0.07227158546447754
},
{
"part": [
[-Infinity, Infinity
],
[
-0.6,
0.0
],
[
0.20943951023931956,
0.2617993877991494
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.010707855224609375,
"learner time": 0.06902384757995605
},
{
"part": [
[-Infinity, Infinity
],
[
0.0,
0.5999999999999999
],
[
-0.2617993877991494,
-0.20943951023931953
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.011021614074707031,
"learner time": 0.06873083114624023
},
{
"part": [
[-Infinity, Infinity
],
[
0.0,
0.5999999999999999
],
[
-0.20943951023931953,
-0.15707963267948966
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.01100921630859375,
"learner time": 0.06693124771118164
},
{
"part": [
[-Infinity, Infinity
],
[
0.0,
0.5999999999999999
],
[
-0.15707963267948966,
-0.10471975511965975
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.011572837829589844,
"learner time": 0.06851840019226074
},
{
"part": [
[-Infinity, Infinity
],
[
0.0,
0.5999999999999999
],
[
-0.10471975511965975,
-0.052359877559829876
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.011268854141235352,
"learner time": 0.07213139533996582
},
{
"part": [
[-Infinity, Infinity
],
[
0.0,
0.5999999999999999
],
[
-0.052359877559829876,
0.0
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.010118722915649414,
"learner time": 0.07128500938415527
},
{
"part": [
[-Infinity, Infinity
],
[
0.0,
0.5999999999999999
],
[
0.0,
0.052359877559829904
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.011667966842651367,
"learner time": 0.07077693939208984
},
{
"part": [
[-Infinity, Infinity
],
[
0.0,
0.5999999999999999
],
[
0.052359877559829904,
0.10471975511965975
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.010200023651123047,
"learner time": 0.06936168670654297
},
{
"part": [
[-Infinity, Infinity
],
[
0.0,
0.5999999999999999
],
[
0.10471975511965975,
0.15707963267948966
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.011373281478881836,
"learner time": 0.07111477851867676
},
{
"part": [
[-Infinity, Infinity
],
[
0.0,
0.5999999999999999
],
[
0.15707963267948966,
0.20943951023931956
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.009887218475341797,
"learner time": 0.07155394554138184
},
{
"part": [
[-Infinity, Infinity
],
[
0.0,
0.5999999999999999
],
[
0.20943951023931956,
0.2617993877991494
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 0,
"formula": "true",
"smtlib": "(declare-fun F (Bool) Bool)\n(assert (F true))\n"
},
"teacher time": 0.009752988815307617,
"learner time": 0.07022809982299805
},
{
"part": [
[-Infinity, Infinity
],
[
0.5999999999999999,
1.2
],
[
-0.2617993877991494,
-0.20943951023931953
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 6,
"formula": "(let ((a!1 (not (>= (+ x_1 (* (- 1.0) x_2) z_0 z_1) (/ 10790785.0 8388608.0)))))\n (and (not (>= (+ x_2 z_1) (/ 817089.0 16777216.0))) a!1))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(assert (let ((a!1 (not (>= (+ x_1 (* (- 1.0) x_2) z_0 z_1) (/ 10790785.0 8388608.0)))))\n(let ((a!2 (and (not (>= (+ x_2 z_1) (/ 817089.0 16777216.0))) a!1)))\n (F a!2))))\n"
},
"teacher time": 135.31647491455078,
"learner time": 0.6360189914703369
},
{
"part": [
[-Infinity, Infinity
],
[
0.5999999999999999,
1.2
],
[
-0.20943951023931953,
-0.15707963267948966
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 12,
"formula": "(and (not (>= (+ x_2 z_1) (/ 3869897.0 67108864.0)))\n (not (>= (+ x_1 x_2 z_0 z_1) (/ 6401825.0 8388608.0))))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(assert (let ((a!1 (and (not (>= (+ x_2 z_1) (/ 3869897.0 67108864.0)))\n (not (>= (+ x_1 x_2 z_0 z_1) (/ 6401825.0 8388608.0))))))\n (F a!1)))\n"
},
"teacher time": 203.54337358474731,
"learner time": 1.2637457847595215
},
{
"part": [
[-Infinity, Infinity
],
[
0.5999999999999999,
1.2
],
[
-0.15707963267948966,
-0.10471975511965975
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 17,
"formula": "(let ((a!1 (not (>= (+ x_1 (* (- 1.0) x_2) z_0 z_1) (/ 7285475.0 8388608.0)))))\n (and (not (>= (+ x_2 z_1) (/ 7898579075072001.0 144115188075855872.0))) a!1))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(assert (let ((a!1 (not (>= (+ x_1 (* (- 1.0) x_2) z_0 z_1) (/ 7285475.0 8388608.0)))))\n(let ((a!2 (and (not (>= (+ x_2 z_1)\n (/ 7898579075072001.0 144115188075855872.0)))\n a!1)))\n (F a!2))))\n"
},
"teacher time": 389.7571222782135,
"learner time": 1.683793067932129
},
{
"part": [
[-Infinity, Infinity
],
[
0.5999999999999999,
1.2
],
[
-0.10471975511965975,
-0.052359877559829876
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 29,
"formula": "(let ((a!1 (and (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_1))\n (/ 1141329.0 1048576.0))\n (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_0) (* (- 1.0) z_1))\n (/ 8538102389800961.0 4503599627370496.0))))\n (a!2 (not (>= (+ x_1 (* (- 1.0) x_2) z_0 z_1) (/ 3488115.0 4194304.0)))))\n (ite (>= (+ x_2 z_1) (/ 8893527.0 268435456.0)) a!1 a!2))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(assert (let ((a!1 (and (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_1))\n (/ 1141329.0 1048576.0))\n (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_0) (* (- 1.0) z_1))\n (/ 8538102389800961.0 4503599627370496.0))))\n (a!2 (not (>= (+ x_1 (* (- 1.0) x_2) z_0 z_1) (/ 3488115.0 4194304.0)))))\n (F (ite (>= (+ x_2 z_1) (/ 8893527.0 268435456.0)) a!1 a!2))))\n"
},
"teacher time": 720.2763946056366,
"learner time": 3.5719165802001953
},
{
"part": [
[-Infinity, Infinity
],
[
0.5999999999999999,
1.2
],
[
-0.052359877559829876,
0.0
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 28,
"formula": "(let ((a!1 (not (>= (+ x_1 (* (- 1.0) x_2) z_1) (/ 9178179.0 8388608.0)))))\n(let ((a!2 (and (>= x_1 (/ 4635998973591553.0 4503599627370496.0))\n a!1\n (>= (+ x_1 (* (- 1.0) z_0) (* (- 1.0) z_1))\n (/ 3163805517348865.0 2251799813685248.0)))))\n(let ((a!3 (ite (>= (+ x_2 z_1) (- (/ 5616965745901567.0 288230376151711744.0)))\n a!2\n (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_0) z_1)\n (/ 5413797686673407.0 4503599627370496.0)))))\n (ite (>= (+ x_1 x_2 z_0 z_1) (/ 6799653710331905.0 36028797018963968.0))\n a!3\n (not (>= (+ x_2 z_1) (/ 369863.0 4194304.0)))))))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_1 () Real)\n(declare-fun x_2 () Real)\n(declare-fun z_0 () Real)\n(declare-fun x_1 () Real)\n(assert (let ((a!1 (not (>= (+ x_1 (* (- 1.0) x_2) z_1) (/ 9178179.0 8388608.0)))))\n(let ((a!2 (and (>= x_1 (/ 4635998973591553.0 4503599627370496.0))\n a!1\n (>= (+ x_1 (* (- 1.0) z_0) (* (- 1.0) z_1))\n (/ 3163805517348865.0 2251799813685248.0)))))\n(let ((a!3 (ite (>= (+ x_2 z_1) (- (/ 5616965745901567.0 288230376151711744.0)))\n a!2\n (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_0) z_1)\n (/ 5413797686673407.0 4503599627370496.0)))))\n(let ((a!4 (ite (>= (+ x_1 x_2 z_0 z_1)\n (/ 6799653710331905.0 36028797018963968.0))\n a!3\n (not (>= (+ x_2 z_1) (/ 369863.0 4194304.0))))))\n (F a!4))))))\n"
},
"teacher time": 492.2216827869415,
"learner time": 3.308640956878662
},
{
"part": [
[-Infinity, Infinity
],
[
0.5999999999999999,
1.2
],
[
0.0,
0.052359877559829904
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 9,
"formula": "(let ((a!1 (not (>= (+ x_1 (* (- 1.0) x_2) z_0 z_1) (/ 2291043.0 4194304.0)))))\n (ite (>= (+ x_2 z_1) (/ 5778770048843775.0 144115188075855872.0))\n (>= (+ x_1 x_2 (* (- 1.0) z_0) (* (- 1.0) z_1)) (/ 1969297.0 524288.0))\n a!1))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(assert (let ((a!1 (not (>= (+ x_1 (* (- 1.0) x_2) z_0 z_1) (/ 2291043.0 4194304.0)))))\n(let ((a!2 (ite (>= (+ x_2 z_1) (/ 5778770048843775.0 144115188075855872.0))\n (>= (+ x_1 x_2 (* (- 1.0) z_0) (* (- 1.0) z_1))\n (/ 1969297.0 524288.0))\n a!1)))\n (F a!2))))\n"
},
"teacher time": 111.66231417655945,
"learner time": 0.9715366363525391
},
{
"part": [
[-Infinity, Infinity
],
[
0.5999999999999999,
1.2
],
[
0.052359877559829904,
0.10471975511965975
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 29,
"formula": "(ite (>= (+ x_2 z_1) (/ 7720110299021313.0 288230376151711744.0))\n (not (>= (+ x_1 x_2) (/ 3616565.0 4194304.0)))\n (>= (+ x_2 (* (- 1.0) z_0) (* (- 1.0) z_1))\n (/ 6727276532072449.0 18014398509481984.0)))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(assert (let ((a!1 (ite (>= (+ x_2 z_1) (/ 7720110299021313.0 288230376151711744.0))\n (not (>= (+ x_1 x_2) (/ 3616565.0 4194304.0)))\n (>= (+ x_2 (* (- 1.0) z_0) (* (- 1.0) z_1))\n (/ 6727276532072449.0 18014398509481984.0)))))\n (F a!1)))\n"
},
"teacher time": 382.561336517334,
"learner time": 3.201096296310425
},
{
"part": [
[-Infinity, Infinity
],
[
0.5999999999999999,
1.2
],
[
0.10471975511965975,
0.15707963267948966
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 19,
"formula": "(let ((a!1 (or (not (>= (+ x_1 x_2 z_0 z_1)\n (/ 8759615328092159.0 18014398509481984.0)))\n (>= (+ x_1 x_2 z_1) (/ 4834355595706369.0 4503599627370496.0))))\n (a!3 (not (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_0))\n (- (/ 11902523.0 4194304.0))))))\n(let ((a!2 (and (not (>= (+ x_1 x_2 z_1)\n (/ 4835611336769535.0 4503599627370496.0)))\n a!1)))\n (ite (>= (+ x_1 z_0 z_1) (- (/ 8881287993491455.0 288230376151711744.0)))\n (or a!2 (not (>= x_1 (/ 13799907.0 16777216.0))) a!3)\n (not (>= (+ x_2 z_1) (/ 5903022915846143.0 36028797018963968.0))))))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_1 () Real)\n(declare-fun x_2 () Real)\n(declare-fun z_0 () Real)\n(declare-fun x_1 () Real)\n(assert (let ((a!1 (or (not (>= (+ x_1 x_2 z_0 z_1)\n (/ 8759615328092159.0 18014398509481984.0)))\n (>= (+ x_1 x_2 z_1) (/ 4834355595706369.0 4503599627370496.0))))\n (a!3 (not (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_0))\n (- (/ 11902523.0 4194304.0))))))\n(let ((a!2 (and (not (>= (+ x_1 x_2 z_1)\n (/ 4835611336769535.0 4503599627370496.0)))\n a!1)))\n(let ((a!4 (ite (>= (+ x_1 z_0 z_1)\n (- (/ 8881287993491455.0 288230376151711744.0)))\n (or a!2 (not (>= x_1 (/ 13799907.0 16777216.0))) a!3)\n (not (>= (+ x_2 z_1) (/ 5903022915846143.0 36028797018963968.0))))))\n (F a!4)))))\n"
},
"teacher time": 443.42704153060913,
"learner time": 2.6742238998413086
},
{
"part": [
[-Infinity, Infinity
],
[
0.5999999999999999,
1.2
],
[
0.15707963267948966,
0.20943951023931956
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 27,
"formula": "(let ((a!1 (and (not (>= (+ x_1 x_2 z_0 z_1) (/ 2023829.0 33554432.0)))\n (not (>= (+ x_2 z_1) (/ 9882057.0 67108864.0))))))\n(let ((a!2 (ite (>= (+ x_1 x_2 z_0 z_1)\n (/ 3635245823819777.0 288230376151711744.0))\n a!1\n (not (>= (+ x_1 x_2 z_1)\n (/ 4936071158693889.0 4503599627370496.0))))))\n (ite (>= x_1 (/ 7416223.0 8388608.0))\n a!2\n (not (>= (+ x_2 z_1) (/ 4143406758494209.0 18014398509481984.0))))))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_1 () Real)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(declare-fun z_0 () Real)\n(assert (let ((a!1 (and (not (>= (+ x_1 x_2 z_0 z_1) (/ 2023829.0 33554432.0)))\n (not (>= (+ x_2 z_1) (/ 9882057.0 67108864.0))))))\n(let ((a!2 (ite (>= (+ x_1 x_2 z_0 z_1)\n (/ 3635245823819777.0 288230376151711744.0))\n a!1\n (not (>= (+ x_1 x_2 z_1)\n (/ 4936071158693889.0 4503599627370496.0))))))\n(let ((a!3 (ite (>= x_1 (/ 7416223.0 8388608.0))\n a!2\n (not (>= (+ x_2 z_1) (/ 4143406758494209.0 18014398509481984.0))))))\n (F a!3)))))\n"
},
"teacher time": 488.5836305618286,
"learner time": 3.8963794708251953
},
{
"part": [
[-Infinity, Infinity
],
[
0.5999999999999999,
1.2
],
[
0.20943951023931956,
0.2617993877991494
]
],
"feature_domain": "concat",
"ultimate_bound": 1.0,
"status": "found",
"result": {
"k": 11,
"formula": "(let ((a!1 (and (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_0))\n (/ 5246898478776321.0 4503599627370496.0))\n (not (>= (+ x_2 z_1) (/ 1219789.0 33554432.0)))))\n (a!2 (not (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_0) (* (- 1.0) z_1))\n (- (/ 5683256418631681.0 4503599627370496.0))))))\n (ite (>= (+ x_1 x_2 z_1) (/ 7640609.0 8388608.0))\n (or (not (>= x_1 (/ 14019355.0 16777216.0))) a!1)\n a!2))",
"smtlib": "(declare-fun F (Bool) Bool)\n(declare-fun z_1 () Real)\n(declare-fun z_0 () Real)\n(declare-fun x_2 () Real)\n(declare-fun x_1 () Real)\n(assert (let ((a!1 (and (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_0))\n (/ 5246898478776321.0 4503599627370496.0))\n (not (>= (+ x_2 z_1) (/ 1219789.0 33554432.0)))))\n (a!2 (not (>= (+ x_1 (* (- 1.0) x_2) (* (- 1.0) z_0) (* (- 1.0) z_1))\n (- (/ 5683256418631681.0 4503599627370496.0))))))\n(let ((a!3 (ite (>= (+ x_1 x_2 z_1) (/ 7640609.0 8388608.0))\n (or (not (>= x_1 (/ 14019355.0 16777216.0))) a!1)\n a!2)))\n (F a!3))))\n"
},
"teacher time": 163.59390830993652,
"learner time": 1.5178344249725342
}
]
\ No newline at end of file
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-000-pre.data 0 → 100644
+ 29
− 0
View file @ 373f5edc
0.6055230891767955,0.21039086439996335,0.41660669445991516,0.22222109138965607,true
0.6055231308302278,0.2103910681374018,0.4319450855255127,0.22146469354629517,true
0.6055247436131437,0.21039091470996776,0.4349457919597626,0.2213125377893448,true
0.6055203200924332,0.21039087102765186,0.46679142117500305,0.22158028185367584,true
0.605524139763951,0.21039094606112468,0.45684000849723816,0.22265802323818207,true
0.6055251112842444,0.2103909370347489,0.5138310790061951,0.21427631378173828,true
0.6055228794384323,0.21039093882307164,0.5476254224777222,0.21333089470863342,true
0.6055245435957852,0.21039093926453098,0.5404915809631348,0.213500514626503,true
0.6055230941911608,0.21039086431977685,0.629214882850647,0.20345115661621094,true
0.6055233205873297,0.21039101272290037,0.6191551685333252,0.20404589176177979,true
0.6055248965782742,0.21039091636522184,0.6303674578666687,0.20380684733390808,true
0.605523091765521,0.210390864379101,0.3413231670856476,0.23133814334869385,true
0.6055236907723393,0.21039085033813243,0.34430718421936035,0.23088113963603973,true
0.6055247295537862,0.21039091559982628,0.35675135254859924,0.22908948361873627,true
0.6055117615384152,0.21039159125324042,0.3991245627403259,0.22196000814437866,true
0.6055234055177661,0.21039096487954473,0.38797274231910706,0.22354239225387573,true
0.6055249645141116,0.21039092212475294,0.4026753604412079,0.223615363240242,true
0.6055230913494918,0.21039086430214535,0.4473547339439392,0.22048208117485046,true
0.6055237403619909,0.21039084787818607,0.4783157408237457,0.21772371232509613,true
0.6055247717431921,0.21039091357766102,0.4654044508934021,0.21957902610301971,true
0.6055197425796124,0.21039095045995423,0.6336061358451843,0.20569558441638947,true
0.6055241242678288,0.21039094232234734,0.6589073538780212,0.20441529154777527,true
0.6055250981006555,0.21039093578865645,0.34754717350006104,0.23068495094776154,true
0.6055227443589818,0.21039077382949142,0.34882164001464844,0.23074336349964142,true
0.605524426361987,0.2103909575928097,0.3615712523460388,0.22928206622600555,true
0.605523080091767,0.21039086451450312,0.6026841998100281,0.20679321885108948,true
0.6055230601091428,0.210391056720414,0.6256061792373657,0.20366592705249786,true
0.6055246869831761,0.21039091906619864,0.6534552574157715,0.20219114422798157,true
1.127661616009935,0.2244975299732123,-0.9664855599403381,0.24766840040683746,false
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-001-pre.data 0 → 100644
+ 463
− 0
View file @ 373f5edc
This diff is collapsed.
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-002-pre.data 0 → 100644
+ 1130
− 0
View file @ 373f5edc
This diff is collapsed.
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-003-pre.data 0 → 100644
+ 1582
− 0
View file @ 373f5edc
This diff is collapsed.
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-004-pre.data 0 → 100644
+ 1477
− 0
View file @ 373f5edc
This diff is collapsed.
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-005-pre.data 0 → 100644
+ 1359
− 0
View file @ 373f5edc
This diff is collapsed.
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-006-pre.data 0 → 100644
+ 2386
− 0
View file @ 373f5edc
This diff is collapsed.
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-007-pre.data 0 → 100644
+ 1734
− 0
View file @ 373f5edc
This diff is collapsed.
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-008-pre.data 0 → 100644
+ 774
− 0
View file @ 373f5edc
This diff is collapsed.
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-009-pre.data 0 → 100644
+ 1300
− 0
View file @ 373f5edc
This diff is collapsed.
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-010-pre.data 0 → 100644
+ 395
− 0
View file @ 373f5edc
This diff is collapsed.
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-011-pre.data 0 → 100644
+ 533
− 0
View file @ 373f5edc
This diff is collapsed.
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-012-pre.data 0 → 100644
+ 628
− 0
View file @ 373f5edc
This diff is collapsed.
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-013-pre.data 0 → 100644
+ 710
− 0
View file @ 373f5edc
This diff is collapsed.
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-014-pre.data 0 → 100644
+ 722
− 0
View file @ 373f5edc
This diff is collapsed.
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-015-pre.data 0 → 100644
+ 667
− 0
View file @ 373f5edc
This diff is collapsed.
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-016-pre.data 0 → 100644
+ 572
− 0
View file @ 373f5edc
This diff is collapsed.
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-017-pre.data 0 → 100644
+ 623
− 0
View file @ 373f5edc
This diff is collapsed.
exp_oopsla/gem-concat-ult_bound=1.0-vel=[2.5-3.0]-all/part-018-pre.data 0 → 100644
+ 667
− 0
View file @ 373f5edc
This diff is collapsed.
0% or .
You are about to add 0 people to the discussion. Proceed with caution.
Finish editing this message first!
Please register or to comment