Time: 1.0hr
Passed: 25/30
Tests: 39
Bits: 724/809

Date:Friday, December 28th, 2018
Commit:380dbd2a465f205d153f4bc8cc948c449c0b5dbb on develop
Hostname:warfa
Points:256
Fuel:4
Seed:2018362
Flags:
setup:simplifyrules:numericsrules:arithmeticrules:polynomialsrules:fractionsrules:exponentsrules:trigonometryrules:hyperbolicrules:complexrules:specialrules:boolsrules:branchesgenerate:rrgenerate:taylorgenerate:simplifyreduce:regimesreduce:avg-errorreduce:binary-searchreduce:branch-expressionsprecision:doubleprecision:fallback
+o rules:numerics
TestStartResult ?Target ?∞ ↔ ℝTime
b parameter of renormalized beta distribution0.10.140.4s»
a parameter of renormalized beta distribution0.20.324.5s»
Trigonometry B0.30.420.2s»
Trigonometry A0.10.121.3s»
Spherical law of cosines16.54.049.6s»
Quadratic roots, wide range52.80.123.2s»
Quadratic roots, narrow range28.10.425.2s»
Quadratic roots, medium range43.90.221.6s»
Quadratic roots, full range33.215.432.2s»
Midpoint on a great circle008.1m»
Logistic function from Lakshay Garg29.00.017.4s»
Hyperbolic tangent58.10.01.3m»
Hyperbolic sine58.00.711.4s»
Hyperbolic secant0.00.04.0s»
Hyperbolic arc-cosine31.00.210.5s»
Hyperbolic arc-(co)tangent58.60.016.4s»
Hyperbolic arc-(co)secant0.00.013.1s»
Equirectangular approximation to distance on a great circle36.83.827.8s»
Eccentricity of an ellipse29.97.811.3s»
Distance on a great circle9.3m»
Destination given bearing on a great circle10.0m»
Cubic critical, wide range52.40.122.7s»
Cubic critical, narrow range28.70.421.0s»
Cubic critical, medium range43.80.244.1s»
Cubic critical33.89.420.7s»
Bearing on a great circle9.3m»
Asymptote C29.20.02.1m»
Asymptote B0.00.06.8s»
Asymptote A14.20.439.3s»
2-ancestry mixing, zero discriminant15.00.814.8s»
2-ancestry mixing, positive discriminant34.631.21.1m»
2-ancestry mixing, negative discriminant1.00.117.6s»
Quotient of sum of exps0.60.50.015.0s»
Quotient of products11.52.610.46.9s»
Logistic regression 20.50.40.114.2s»
Hyperbolic arcsine52.60.145.115.6s»
Harley's example10.0m»
Exp of sum of logs5.7003.9s»
(- (/ x0 (- 1 x1)) x0)8.44.60.55.0s»

Details

simplify7.6m

Calls

5260 calls. Slowest were:

2.3s
(/ (* (* (* 3 (* c a)) (* 3 (* c a))) (* 3 (* c a))) (* (* (* (* 3 a) (* 3 a)) (* 3 a)) (* (* (- (- b) (sqrt (- (* b b) (* (* 3 a) c)))) (- (- b) (sqrt (- (* b b) (* (* 3 a) c))))) (- (- b) (sqrt (- (* b b) (* (* 3 a) c)))))))
2.0s
(/ (* (* (* 3 (* c a)) (* 3 (* c a))) (* 3 (* c a))) (* (* (* (* 3 a) (- (- b) (sqrt (- (* b b) (* (* 3 a) c))))) (* (* 3 a) (- (- b) (sqrt (- (* b b) (* (* 3 a) c)))))) (* (* 3 a) (- (- b) (sqrt (- (* b b) (* (* 3 a) c)))))))
1.6s
(* (* (* (* (fma (* a -4) c (* b b)) (fma (* a -4) c (* b b))) (fma (* a -4) c (* b b))) (* (* (fma (* a -4) c (* b b)) (fma (* a -4) c (* b b))) (fma (* a -4) c (* b b)))) (* (* (fma (* a -4) c (* b b)) (fma (* a -4) c (* b b))) (fma (* a -4) c (* b b))))
1.4s
(* (* (* (+ x 1) (+ x 1)) (+ x 1)) (* (* (- x 1) (- x 1)) (- x 1)))
1.3s
(fma (- (+ x 1)) (/ 1 (- (* x x) (* 1 1))) (* (+ x 1) (/ 1 (- (* x x) (* 1 1)))))

start2.2m

prune2.2m

series29.1s

Calls

414 calls. Slowest were:

548.0ms
(/ (* 2 a) (- (sqrt (fma (* a -4) c (* b b))) b))
455.0ms
(* (hypot (* (- lambda1 lambda2) (cos (/ (+ phi2 phi1) 2))) (- phi1 phi2)) R)
400.0ms
(* m (- (/ m v) (fma m (/ m v) 1)))
392.0ms
(* (cbrt -1/2) (cbrt (/ -1 a)))
386.0ms
(hypot (* (- lambda1 lambda2) (cos (/ (+ phi2 phi1) 2))) (- phi1 phi2))

regimes9.8s

Accuracy

Median 0% (15.7b remaining)

3.6b87.2%Hyperbolic tangent
3.1b83.9%Cubic critical, narrow range
2.6b77.1%Trigonometry A
1.7b46.3%Quadratic roots, narrow range
0.8b0%Quadratic roots, medium range

setup4.0s

bsearch3.8s

localize3.1s

rewrite2.2s

Calls

414 calls. Slowest were:

36.0ms
(/ (+ (- b) (sqrt (- (* b b) (* (* 3 a) c)))) (* 3 a))
35.0ms
(* (/ (fma -3 x -1) (* (- (* x x) (* 1 1)) (- (* x x) (* 1 1)))) (* (- x 1) (+ x 1)))
34.0ms
(/ (pow (- 1 (/ 1 (+ (exp (- s)) 1))) c_n) (pow (- 1 (/ 1 (+ (exp (- t)) 1))) c_n))
30.0ms
(cbrt (* (* (* (/ 1 (fma x x -1)) -2) (* (/ 1 (fma x x -1)) -2)) (* (/ 1 (fma x x -1)) -2)))
28.0ms
(/ (- (* (/ 2 (+ 1 (exp (* -2 x)))) (/ 2 (+ 1 (exp (* -2 x))))) (* 1 1)) (+ (/ 2 (+ 1 (exp (* -2 x)))) 1))