(4,2) Gaussian curve 0: 150 starts: smallest costs ['6.44e-01', '6.44e-01', '6.44e-01', '6.44e-01', '6.44e-01', '6.44e-01'] ; #(cost<1e-20) = 0 ; best re-polished 6.435453e-01, grad 1.3e-07, smallest sing. values of J: ['5.8e+00', '4.1e+00', '4.2e-08'] ; 5 s
(4,2) Gaussian curve 1: 150 starts: smallest costs ['1.20e-04', '1.20e-04', '1.20e-04', '1.20e-04', '1.20e-04', '1.20e-04'] ; #(cost<1e-20) = 0 ; best re-polished 1.199093e-04, grad 8.3e-09, smallest sing. values of J: ['2.6e+01', '6.4e-01', '2.1e-07'] ; 11 s
(4,2) Gaussian curve 2: 150 starts: smallest costs ['9.04e-02', '9.04e-02', '9.04e-02', '9.04e-02', '9.04e-02', '9.04e-02'] ; #(cost<1e-20) = 0 ; best re-polished 9.039401e-02, grad 5.0e-08, smallest sing. values of J: ['1.0e+01', '3.4e+00', '2.5e-08'] ; 8 s
(4,2) Gaussian curve 3: 150 starts: smallest costs ['7.59e-01', '7.59e-01', '7.59e-01', '7.59e-01', '7.59e-01', '7.59e-01'] ; #(cost<1e-20) = 0 ; best re-polished 7.594421e-01, grad 1.2e-07, smallest sing. values of J: ['9.5e+00', '3.5e+00', '9.9e-09'] ; 5 s
(4,2) Gaussian curve 4: 150 starts: smallest costs ['2.73e+00', '2.73e+00', '2.73e+00', '2.73e+00', '2.73e+00', '2.73e+00'] ; #(cost<1e-20) = 0 ; best re-polished 2.730992e+00, grad 7.7e-07, smallest sing. values of J: ['1.1e+01', '1.0e+01', '1.8e-07'] ; 5 s
(4,2) Gaussian curve 5: 150 starts: smallest costs ['4.73e-04', '4.73e-04', '4.73e-04', '4.73e-04', '4.73e-04', '4.73e-04'] ; #(cost<1e-20) = 0 ; best re-polished 4.726383e-04, grad 1.1e-08, smallest sing. values of J: ['1.8e+01', '7.0e+00', '5.1e-08'] ; 8 s
