19 December 2023 8:12:19.178 AM sphere_monte_carlo_test(): Fortran77 version Test sphere_monte_carlo(). TEST01 Use SPHERE01_SAMPLE to estimate integrals over the surface of the unit sphere. N 1 X^2 Y^2 Z^2 X^4 X^2Y^2 Z^4 1 12.5664 10.5339 0.835154 1.19727 8.83023 0.700080 0.114071 2 12.5664 4.28968 2.47122 5.80547 1.57859 0.709761 2.68539 4 12.5664 1.56372 3.30088 7.70177 0.672040 0.257850 6.14261 8 12.5664 1.84747 6.81078 3.90812 0.859633 0.456343 1.85661 16 12.5664 3.17624 4.98900 4.40113 1.36133 1.03992 2.89549 32 12.5664 5.07425 3.92917 3.56295 3.06785 1.00885 1.94710 64 12.5664 3.75023 4.36541 4.45073 2.22941 0.696132 2.75584 128 12.5664 4.25770 3.74421 4.56445 2.56305 0.793423 2.75939 256 12.5664 4.19827 4.28120 4.08690 2.54469 0.843342 2.47283 512 12.5664 3.94159 4.26918 4.35560 2.33799 0.768640 2.70099 1024 12.5664 4.33650 4.13726 4.09261 2.63774 0.889952 2.48749 2048 12.5664 4.08640 4.32941 4.15056 2.43336 0.836960 2.48845 4096 12.5664 4.21149 4.11647 4.23842 2.52601 0.828100 2.53557 8192 12.5664 4.18569 4.14896 4.23172 2.50069 0.837680 2.53923 16384 12.5664 4.14831 4.19980 4.21825 2.47607 0.833538 2.53489 32768 12.5664 4.15185 4.16627 4.24826 2.47339 0.825077 2.55324 Exact 12.5664 4.18879 4.18879 4.18879 2.51327 0.837758 2.51327 sphere_monte_carlo_test(): Normal end of execution. 19 December 2023 8:12:19.195 AM