{"bit_width":64,"date":1470565203,"note":"regression","iterations":2,"flags":["rules:arithmetic","rules:polynomials","rules:fractions","rules:exponents","rules:trigonometry","setup:simplify","reduce:regimes","reduce:taylor","reduce:simplify","reduce:avg-error","generate:rr","generate:taylor","generate:simplify","precision:double"],"seed":"#(1066118269 3146385405 2008244797 2413636924 657271294 3751684478)","points":256,"tests":[{"samplers":["default","default"],"bits":128,"start":0.03081616562662261,"link":"0-subtractionfraction","pinf":0,"ninf":0,"vars":["f","n"],"input":"(/ (- (+ f n)) (- f n))","time":3530.175048828125,"target":false,"output":"(/ (- (+ f n)) (- f n))","end":0.03081616562662261,"name":"subtraction fraction","status":"ex-start","end-est":0.028007519536884032},{"samplers":["default"],"bits":128,"start":0.4865212406251803,"link":"1-sqrttimes","pinf":0,"ninf":0,"vars":["x"],"input":"(* (sqrt (- x 1)) (sqrt x))","time":4890.076904296875,"target":false,"output":"(* (sqrt (- x 1)) (sqrt x))","end":0.4865212406251803,"name":"sqrt times","status":"ex-start","end-est":0.5234375},{"samplers":["default","default","default"],"bits":128,"start":14.601438479709229,"link":"2-rsinbcosabB","pinf":0,"ninf":0,"vars":["r","a","b"],"input":"(* r (/ (sin b) (cos (+ a b))))","time":9578.847900390625,"target":false,"output":"(* r (/ 1 (- (/ (cos a) (/ (sin b) (cos b))) (sin a))))","end":0.3922689064660233,"name":"r*sin(b)/cos(a+b), B","status":"imp-start","end-est":0.3864250488422101},{"samplers":["default","default","default"],"bits":128,"start":14.597239536946185,"link":"3-rsinbcosabA","pinf":0,"ninf":0,"vars":["r","a","b"],"input":"(/ (* r (sin b)) (cos (+ a b)))","time":9334.718994140625,"target":false,"output":"(/ r (- (/ (cos a) (/ (sin b) (cos b))) (sin a)))","end":0.38517404891401413,"name":"r*sin(b)/cos(a+b), A","status":"imp-start","end-est":0.3326950195368841},{"samplers":["default"],"bits":128,"start":0.019892236773482837,"link":"4-neglog","pinf":0,"ninf":0,"vars":["x"],"input":"(- (log (- (/ 1 x) 1)))","time":6860.8759765625,"target":false,"output":"(- (log (- (/ 1 x) 1)))","end":0.019892236773482837,"name":"neg log","status":"ex-start","end-est":0.03794627155338329},{"samplers":["default","default","default"],"bits":128,"start":28.198594011378255,"link":"5-jeffquadraticroot2","pinf":0,"ninf":0,"vars":["a","b","c"],"input":"(if (>= b 0) (/ (* 2 c) (- (- b) (sqrt (- (sqr b) (* (* 4 a) c))))) (/ (+ (- b) (sqrt (- (sqr b) (* (* 4 a) c)))) (* 2 a)))","time":11809.494140625,"target":false,"output":"(if (<= (- (sqr b) (* (* 4 a) c)) 2.5634812188193e-315) (if (>= b 0) (/ c (- (* (/ a b) c) b)) (- (/ c b) (/ (- b (- b)) (* a 2)))) (if (<= (- (sqr b) (* (* 4 a) c)) 5.685096271129504e+306) (if (>= b 0) (/ (* 2 c) (- (- b) (sqrt (- (sqr b) (* (* 4 a) c))))) (/ (+ (- b) (sqr (sqrt (sqrt (- (sqr b) (* (* 4 a) c)))))) (* 2 a))) (if (>= b 0) (/ c (- (* (/ a b) c) b)) (- (/ c b) (/ (- b (- b)) (* a 2))))))","end":2.239923016702312,"name":"jeff quadratic root 2","status":"imp-start","end-est":5.767379013179573},{"samplers":["default","default","default"],"bits":128,"start":22.25431520470697,"link":"6-jeffquadraticroot1","pinf":0,"ninf":0,"vars":["a","b","c"],"input":"(if (>= b 0) (/ (- (- b) (sqrt (- (sqr b) (* (* 4 a) c)))) (* 2 a)) (/ (* 2 c) (+ (- b) (sqrt (- (sqr b) (* (* 4 a) c))))))","time":15959.56298828125,"target":false,"output":"(if (<= b -2.2913476789857995e+35) (if (>= b 0) (- (/ c b) (/ b a)) (/ (* c 2) (- (* (* a 2) (/ c b)) (- b (- b))))) (if (<= b 5.417404955961187e-289) (if (>= b 0) (/ (- (- b) (- b (* 2 (/ (* c a) b)))) (* 2 a)) (/ (* 2 c) (+ (- b) (sqrt (- (sqr b) (* (* 4 a) c)))))) (if (<= b 1.0887108629649695e+34) (if (>= b 0) (/ (- (- b) (sqrt (- (sqr b) (* (* 4 a) c)))) (* 2 a)) (/ (* 2 c) (+ (- b) (- (* 2 (/ (* c a) b)) b)))) (if (>= b 0) (- (/ c b) (/ b a)) (/ (* c 2) (- (* (* a 2) (/ c b)) (- b (- b))))))))","end":5.562335610489976,"name":"jeff quadratic root 1","status":"imp-start","end-est":7.728141562194601},{"samplers":["default","default"],"bits":128,"start":0,"link":"7-fabsfraction2","pinf":0,"ninf":0,"vars":["a","b"],"input":"(/ (fabs (- a b)) 2)","time":2882.3369140625,"target":false,"output":"(/ (fabs (- a b)) 2)","end":0,"name":"fabs fraction 2","status":"ex-start","end-est":0},{"samplers":["default","default","default"],"bits":128,"start":1.5481792120731346,"link":"8-fabsfraction1","pinf":0,"ninf":0,"vars":["x","y","z"],"input":"(fabs (- (/ (+ x 4) y) (* (/ x y) z)))","time":8949.52099609375,"target":false,"output":"(if (<= x -1.8761786892897277e+22) (fabs (- (/ (+ x 4) y) (* x (/ z y)))) (if (<= x 4.935713117721222e-100) (fabs (/ (- (+ x 4) (* x z)) y)) (fabs (- (/ (+ x 4) y) (* (/ x y) z)))))","end":0.30660299479461195,"name":"fabs fraction 1","status":"imp-start","end-est":0.05078125},{"samplers":["default"],"bits":128,"start":0.020179923687036746,"link":"9-expnegsub","pinf":0,"ninf":0,"vars":["x"],"input":"(exp (- (- 1 (* x x))))","time":3657.251953125,"target":false,"output":"(exp (- (sqr x) (log E)))","end":0.020179923687036746,"name":"exp neg sub","status":"ex-start","end-est":0.01171875},{"samplers":["default","default"],"bits":128,"start":0.212386842188131,"link":"10-VandenBroeckandKellerEquation24","pinf":0,"ninf":0,"vars":["B","x"],"input":"(+ (- (* x (cotan B))) (/ 1 (sin B)))","time":5023.280029296875,"target":false,"output":"(+ (- (* (/ x (sin B)) (cos B))) (/ 1 (sin B)))","end":0.19881616562662258,"name":"VandenBroeck and Keller, Equation (24)","status":"ex-start","end-est":0.22265625},{"samplers":["default","default","default","default","default","default"],"bits":128,"start":33.11851680591076,"link":"11-TonioloandLinderEquation13","pinf":0,"ninf":0,"vars":["n","U","t","l","Om","U*"],"input":"(sqrt (* (* (* 2 n) U) (- (- t (* 2 (/ (sqr l) Om))) (* (* n (sqr (/ l Om))) (- U U*)))))","time":47272.637939453125,"target":false,"output":"(if (<= (* (* (* 2 n) U) (- (- t (* 2 (/ (sqr l) Om))) (* (* n (sqr (/ l Om))) (- U U*)))) 1.8721217873073617e-172) (sqrt (* (* 2 n) (* U (- (- t (* 2 (/ l (/ Om l)))) (* (* n (sqr (/ l Om))) (- U U*)))))) (if (<= (* (* (* 2 n) U) (- (- t (* 2 (/ (sqr l) Om))) (* (* n (sqr (/ l Om))) (- U U*)))) 1.1093388562391478e+263) (sqrt (* (* (* 2 n) U) (- (- t (* 2 (/ l (/ Om l)))) (* (* (* n (/ l Om)) (/ l Om)) (- U U*))))) (sqrt (* (* 2 n) (* U (- (- t (* 2 (/ l (/ Om l)))) (* (* n (sqr (/ l Om))) (- U U*))))))))","end":28.28699174520932,"name":"Toniolo and Linder, Equation (13)","status":"imp-start","end-est":27.112655600574726},{"samplers":["default","default","default"],"bits":128,"start":false,"link":"12-RandomJasonTimeoutTest015","pinf":false,"ninf":false,"vars":["a","b","c"],"input":"(sin (pow (sqrt (atan2 b b)) (- b a)))","time":600000,"target":false,"output":"#f","end":false,"name":"Random Jason Timeout Test 015","status":"timeout","end-est":false},{"samplers":["default","default","default","default"],"bits":128,"start":false,"link":"13-RandomJasonTimeoutTest014","pinf":false,"ninf":false,"vars":["a","b","c","d"],"input":"(fmod (sinh c) (- c (sqr -2.9807307601812193e+165)))","time":600000,"target":false,"output":"#f","end":false,"name":"Random Jason Timeout Test 014","status":"timeout","end-est":false},{"samplers":["default","default","default"],"bits":128,"start":61.299416273921075,"link":"14-RandomJasonTimeoutTest012","pinf":0,"ninf":0,"vars":["a","b","c"],"input":"(acos (pow (fmod (cosh a) (* a a)) (log1p a)))","time":97628.31787109375,"target":false,"output":"(if (<= a 6569.003841545498) (acos (pow (log (exp (fmod (cosh a) (sqr a)))) (log1p a))) (acos (pow (fmod (cosh (/ 1 a)) (/ 1 (sqr a))) (log1p a))))","end":45.48287899796576,"name":"Random Jason Timeout Test 012","status":"imp-start","end-est":57.15397562816479},{"samplers":["default"],"bits":128,"start":30.813674443585,"link":"15-RandomJasonTimeoutTest011","pinf":0,"ninf":0,"vars":["a"],"input":"(pow (atan (fmod a (asin a))) (* a a))","time":18573.447021484375,"target":false,"output":"(pow (atan (fmod a (asin a))) (sqr a))","end":30.813674443585,"name":"Random Jason Timeout Test 011","status":"apx-start","end-est":30.757113221006527},{"samplers":["default"],"bits":128,"start":0.247125,"link":"16-RandomJasonTimeoutTest010","pinf":0,"ninf":0,"vars":["a"],"input":"(/ a (- (acos a)))","time":2508.26318359375,"target":false,"output":"(/ a (- (acos a)))","end":0.247125,"name":"Random Jason Timeout Test 010","status":"ex-start","end-est":0.2890625},{"samplers":["default","default","default"],"bits":128,"start":false,"link":"17-RandomJasonTimeoutTest009","pinf":false,"ninf":false,"vars":["a","b","c"],"input":"(fabs (fmod c (asin (- 2.821952756469356e+184 b))))","time":10930.635986328125,"target":false,"output":"#f","end":false,"name":"Random Jason Timeout Test 009","status":"crash","end-est":false},{"samplers":["default"],"bits":128,"start":false,"link":"18-RandomJasonTimeoutTest006","pinf":false,"ninf":false,"vars":["a"],"input":"(fabs (fmod (atan2 (expm1 (sin (expm1 a))) (atan a)) a))","time":600000,"target":false,"output":"#f","end":false,"name":"Random Jason Timeout Test 006","status":"timeout","end-est":false},{"samplers":["default","default","default","default"],"bits":128,"start":false,"link":"19-RandomJasonTimeoutTest004","pinf":false,"ninf":false,"vars":["a","b","c","d"],"input":"(fmod (cosh c) (log1p a))","time":600000,"target":false,"output":"#f","end":false,"name":"Random Jason Timeout Test 004","status":"timeout","end-est":false},{"samplers":["default","default","default"],"bits":128,"start":false,"link":"20-RandomJasonTimeoutTest003","pinf":false,"ninf":false,"vars":["a","b","c"],"input":"(sin (pow (sqrt (atan2 b b)) (- b a)))","time":600000,"target":false,"output":"#f","end":false,"name":"Random Jason Timeout Test 003","status":"timeout","end-est":false},{"samplers":["default","default","default","default"],"bits":128,"start":false,"link":"21-RandomJasonTimeoutTest002","pinf":false,"ninf":false,"vars":["a","b","c","d"],"input":"(fmod (sinh c) (- c (sqr -2.9807307601812193e+165)))","time":600000,"target":false,"output":"#f","end":false,"name":"Random Jason Timeout Test 002","status":"timeout","end-est":false},{"samplers":["default","default","default"],"bits":2432,"start":false,"link":"22-RandomJasonTimeoutTest001","pinf":false,"ninf":false,"vars":["a","b","c"],"input":"(+ c (asin (cosh c)))","time":18799.487060546875,"target":false,"output":"#f","end":false,"name":"Random Jason Timeout Test 001","status":"crash","end-est":false},{"samplers":["default","default","default","default","default"],"bits":128,"start":0.252873508016943,"link":"23-NumericSpecFunctionslogGammaLfrommathfunctions0152","pinf":0,"ninf":0,"vars":["x","y","z","t","a"],"input":"(+ (- (+ (log (+ x y)) (log z)) t) (* (- a 0.5) (log t)))","time":33545.875,"target":false,"output":"(+ (+ (* (- a 0.5) (log t)) (log z)) (- (log (+ x y)) t))","end":0.25249887111447544,"name":"Numeric.SpecFunctions:logGammaL from math-functions-0.1.5.2","status":"ex-start","end-est":0.22637220591783974},{"samplers":["default","default","default","default","default","default","default","default"],"bits":128,"start":28.182436685543017,"link":"24-NumericSpecFunctionslogGammafrommathfunctions0152","pinf":0,"ninf":0,"vars":["x","y","z","t","a","b","c","i"],"input":"(/ (+ (* (+ (* (+ (* (+ (* x y) z) y) 27464.7644705) y) 230661.510616) y) t) (+ (* (+ (* (+ (* (+ y a) y) b) y) c) y) i))","time":26595.614013671875,"target":false,"output":"(* (+ (* (+ (* (+ (* (+ (* x y) z) y) 27464.7644705) y) 230661.510616) y) t) (/ 1 (+ (* (+ (* (+ (* (+ y a) y) b) y) c) y) i)))","end":28.269581789913275,"name":"Numeric.SpecFunctions:logGamma from math-functions-0.1.5.2","status":"apx-start","end-est":29.674925991861876},{"samplers":["default","default","default","default","default","default","default"],"bits":128,"start":4.002279481101865,"link":"25-NumericSpecFunctionsinvIncompleteBetaWorkerfrommat","pinf":0,"ninf":0,"vars":["x","y","z","t","a","b","c"],"input":"(/ x (+ x (* y (exp (* 2.0 (- (/ (* z (sqrt (+ t a))) t) (* (- b c) (- (+ a (/ 5.0 6.0)) (/ 2.0 (* t 3.0))))))))))","time":28857.4248046875,"target":false,"output":"(if (<= t -7.6629611465298e-58) (/ x (+ x (* y (exp (* 2.0 (- (/ z (/ t (sqrt (+ t a)))) (* (- b c) (- (+ a (/ 5.0 6.0)) (/ 2.0 (* t 3.0)))))))))) (if (<= t 1.7070708274716628e-171) (/ x (+ x (* y (exp (* 2.0 (/ (- (* (* (* 3.0 t) (- a (/ 5.0 6.0))) (* z (sqrt (+ a t)))) (* (* (* (- b c) t) (- a (/ 5.0 6.0))) (- (* (* 3.0 t) (+ a (/ 5.0 6.0))) 2.0))) (* (- a (/ 5.0 6.0)) (* (sqr t) 3.0)))))))) (/ x (+ x (* y (exp (* 2.0 (- (/ z (/ t (sqrt (+ t a)))) (* (- b c) (- (+ a (/ 5.0 6.0)) (/ 2.0 (* t 3.0))))))))))))","end":1.386276003673478,"name":"Numeric.SpecFunctions:invIncompleteBetaWorker from math-functions-0.1.5.2","status":"imp-start","end-est":0.9804632428586457},{"samplers":["default","default","default","default","default","default"],"bits":128,"start":24.612394274841638,"link":"26-NumericSpecFunctionsincompleteBetaWorkerfrommathfu","pinf":0,"ninf":0,"vars":["x","y","z","t","a","b"],"input":"(/ (* x (exp (- (+ (* y (log z)) (* (- t 1.0) (log a))) b))) y)","time":91805.13891601562,"target":false,"output":"(if (<= y -1.3927490770434836e-06) (* (* (pow (/ 1 (pow a 1.0)) 1.0) (+ (* t (log a)) (- 1 b))) (* (pow z y) (/ x y))) (if (<= y 2.3337955322339956e-206) (/ (* (* x (pow z y)) (/ (pow a (- t 1.0)) (exp b))) y) (if (<= y 4.3146445464559027e+101) (* (+ (/ x y) (+ (* (log z) x) (* 1/2 (* y (* (sqr (log z)) x))))) (exp (- (* (log a) (- t 1.0)) b))) (if (<= y 4.9636339424991004e+209) (exp (+ (+ (log (/ x y)) (* (log z) y)) (- (* (log a) (- t 1.0)) b))) (* (* (pow (/ 1 (pow a 1.0)) 1.0) (+ (* t (log a)) (- 1 b))) (* (pow z y) (/ x y)))))))","end":8.784823193295345,"name":"Numeric.SpecFunctions:incompleteBetaWorker from math-functions-0.1.5.2","status":"imp-start","end-est":11.401009421694024},{"samplers":["default","default","default"],"bits":128,"start":36.044137978874794,"link":"27-NMSEproblem321","pinf":0,"ninf":0,"vars":["a","b/2","c"],"input":"(/ (- (- b/2) (sqrt (- (sqr b/2) (* a c)))) a)","time":12986.6708984375,"target":false,"output":"(if (<= b/2 -2.4795877092067996e-19) (/ c (- (* (* 1/2 c) (/ a b/2)) (* 2 b/2))) (if (<= b/2 1.0887108629649695e+34) (/ (- (- b/2) (sqrt (- (sqr b/2) (* a c)))) a) (- (/ 1/2 (/ b/2 c)) (* (/ b/2 a) 2))))","end":7.814858142493349,"name":"NMSE problem 3.2.1","status":"imp-start","end-est":10.214227985218638},{"samplers":["default","default","default","default","default","default","default","default"],"bits":128,"start":0.021125,"link":"28-LinearV4cdotfromlinear11913","pinf":0,"ninf":0,"vars":["x","y","z","t","a","b","c","i"],"input":"(+ (+ (+ (* x y) (* z t)) (* a b)) (* c i))","time":12799.404052734375,"target":false,"output":"(+ (+ (* i c) (* t z)) (+ (* b a) (* x y)))","end":0.020875,"name":"Linear.V4:$cdot from linear-1.19.1.3","status":"ex-start","end-est":0.01953125},{"samplers":["default","default","default","default","default","default","default","default","default","default","default","default","default","default","default","default"],"bits":128,"start":false,"link":"29-LinearMatrixdet44fromlinear11913","pinf":false,"ninf":false,"vars":["x","y","z","t","a","b","c","i","j","k","y0","y1","y2","y3","y4","y5"],"input":"(+ (- (+ (+ (- (* (- (* x y) (* z t)) (- (* a b) (* c i))) (* (- (* x j) (* z k)) (- (* y0 b) (* y1 i)))) (* (- (* x y2) (* z y3)) (- (* y0 c) (* y1 a)))) (* (- (* t j) (* y k)) (- (* y4 b) (* y5 i)))) (* (- (* t y2) (* y y3)) (- (* y4 c) (* y5 a)))) (* (- (* k y2) (* j y3)) (- (* y4 y1) (* y5 y0))))","time":600000,"target":false,"output":"#f","end":false,"name":"Linear.Matrix:det44 from linear-1.19.1.3","status":"timeout","end-est":false},{"samplers":["default","default","default","default","default","default","default","default","default"],"bits":128,"start":12.503054650228277,"link":"30-LinearMatrixdet33fromlinear11913","pinf":0,"ninf":0,"vars":["x","y","z","t","a","b","c","i","j"],"input":"(+ (- (* x (- (* y z) (* t a))) (* b (- (* c z) (* i a)))) (* j (- (* c t) (* i y))))","time":27404.971923828125,"target":false,"output":"(if (<= x -1.7208803944156653e-100) (+ (- (* x (- (* y z) (* t a))) (* b (- (* c z) (* i a)))) (cube (cbrt (* j (- (* c t) (* i y)))))) (if (<= x 3.987179515960318e-132) (- (+ (* (- (* c t) (* i y)) j) (* b (- (* a i) (* z c)))) (* t (* x a))) (+ (- (* x (- (* y z) (* t a))) (* b (- (* c z) (* i a)))) (cube (cbrt (* j (- (* c t) (* i y))))))))","end":9.273883634238185,"name":"Linear.Matrix:det33 from linear-1.19.1.3","status":"imp-start","end-est":9.309332328418558},{"samplers":["default","default","default","default","default"],"bits":128,"start":11.609489979414315,"link":"31-HakyllWebTagsrenderTagCloudfromhakyll4723","pinf":0,"ninf":0,"vars":["x","y","z","t","a"],"input":"(+ x (* (/ (- y z) (- (+ t 1.0) z)) (- a x)))","time":12199.431884765625,"target":false,"output":"(if (<= z -3.643176247714988e+162) (+ a (* (/ y z) (- x a))) (if (<= z 5.903305365345926e+148) (+ x (* (- y z) (/ (- a x) (- 1.0 (- z t))))) (+ a (* (/ y z) (- x a)))))","end":4.1069042782870495,"name":"Hakyll.Web.Tags:renderTagCloud from hakyll-4.7.2.3","status":"imp-start","end-est":6.931546455499807},{"samplers":["default","default","default","default"],"bits":128,"start":13.8890592550459,"link":"32-GraphicsRenderingChartBackendDiagramscalcFontMetri","pinf":0,"ninf":0,"vars":["x","y","z","t"],"input":"(* x (/ (* (/ y z) t) t))","time":6274.116943359375,"target":false,"output":"(if (<= (/ (* (/ y z) t) t) -7.649489573286008e+294) (/ (* y x) z) (if (<= (/ (* (/ y z) t) t) -2.1685809384863297e-122) (* x (/ y z)) (if (<= (/ (* (/ y z) t) t) 1.0225686435761804e-235) (/ (* y x) z) (if (<= (/ (* (/ y z) t) t) 5.699221756597515e+179) (* x (/ y z)) (/ y (/ z x))))))","end":1.1234876304060848,"name":"Graphics.Rendering.Chart.Backend.Diagrams:calcFontMetrics from Chart-diagrams-1.5.1","status":"imp-start","end-est":0.1484375},{"samplers":["default","default","default","default","default","default","default","default","default","default"],"bits":128,"start":5.453120234540032,"link":"33-DiagramsSolvePolynomialcubFormfromdiagramssolve01","pinf":0,"ninf":0,"vars":["x","y","z","t","a","b","c","i","j","k"],"input":"(- (- (+ (- (* (* (* (* x 18.0) y) z) t) (* (* a 4.0) t)) (* b c)) (* (* x 4.0) i)) (* (* j 27.0) k))","time":37957.242919921875,"target":false,"output":"(if (<= y -2.4795877092067996e-19) (+ (- (* 18.0 (* y (* t (* x z)))) (* 4.0 (+ (* t a) (* i x)))) (- (* c b) (* j (* 27.0 k)))) (if (<= y 2.0302936476555227e-71) (+ (- (* t (- (* (* x 18.0) (* y z)) (* 4.0 a))) (* 4.0 (* i x))) (- (* c b) (* j (* 27.0 k)))) (+ (- (* (* x (* z t)) (* y 18.0)) (* 4.0 (+ (* x i) (* t a)))) (- (* b c) (* (* j 27.0) k)))))","end":1.8086393264455396,"name":"Diagrams.Solve.Polynomial:cubForm  from diagrams-solve-0.1","status":"imp-start","end-est":1.3027416218600725},{"samplers":["default","default"],"bits":128,"start":0.18768467995751267,"link":"34-BoulandandAaronsonEquation25","pinf":0,"ninf":0,"vars":["a","b"],"input":"(- (+ (sqr (+ (sqr a) (sqr b))) (* 4 (+ (* (sqr a) (+ 1 a)) (* (sqr b) (- 1 (* 3 a)))))) 1)","time":28173.4130859375,"target":false,"output":"(- (+ (+ (pow b 4) (+ (* 2 (* (sqr b) (sqr a))) (pow a 4))) (* 4 (+ (* (sqr a) (+ 1 a)) (* (sqr b) (- 1 (* 3 a)))))) 1)","end":0.020844124134235434,"name":"Bouland and Aaronson, Equation (25)","status":"ex-start","end-est":0.03515625},{"samplers":["default","default","default"],"bits":384,"start":false,"link":"35-Areaofatriangle","pinf":false,"ninf":false,"vars":["a","b","c"],"input":"(sqrt (* (* (* (/ (+ (+ a b) c) 2) (- (/ (+ (+ a b) c) 2) a)) (- (/ (+ (+ a b) c) 2) b)) (- (/ (+ (+ a b) c) 2) c)))","time":18891.010009765625,"target":false,"output":"#f","end":false,"name":"Area of a triangle","status":"crash","end-est":false},{"samplers":["default"],"bits":128,"start":31.643602466037393,"link":"36-sqrtsqr","pinf":0,"ninf":0,"vars":["x"],"input":"(- (/ x x) (* (/ 1 x) (sqrt (* x x))))","time":1549.56103515625,"target":0,"output":"(- 1 (/ (fabs x) x))","end":0,"name":"sqrt sqr","status":"eq-target","end-est":0},{"samplers":["default","default","default"],"bits":128,"start":37.14342978126814,"link":"37-Thequadraticformular1","pinf":0,"ninf":0,"vars":["a","b","c"],"input":"(/ (+ (- b) (sqrt (- (sqr b) (* (* 4 a) c)))) (* 2 a))","time":19339.781005859375,"target":25.41174572984347,"output":"(if (<= b -2.2913476789857995e+35) (- (/ c b) (/ b a)) (if (<= b 2.890760014197913e-73) (/ (+ (- b) (sqrt (- (sqr b) (* (* 4 a) c)))) (* 2 a)) (* (/ c b) (/ -2 2))))","end":5.2139696888332345,"name":"The quadratic formula (r1)","status":"gt-target","end-est":8.605333396119788}],"commit":"1d8a5a266b020440095bcd8cb501c635b072ad95","branch":"1.0-beta"}