9 September 2023 7:21:47.489 AM ball_monte_carlo_test(): FORTRAN77 version Test ball_monte_carlo(). TEST01 Estimate integrals over the interior of the unit ball using the Monte Carlo method. N 1 X^2 Y^2 Z^2 X^4 X^2Y^2 Z^4 1 4.18879 1.95456 0.154962 0.222153 0.912032 0.723078E-01 0.117819E-01 2 4.18879 1.62731 1.05487 0.664254 1.26129 0.136638 0.210351 4 4.18879 0.734514 0.199887 0.971398 0.368033 0.651732E-01 0.305456 8 4.18879 0.517291 0.891092 0.408330 0.127877 0.109757 0.923969E-01 16 4.18879 0.983047 0.931486 1.06439 0.477341 0.159812 0.488477 32 4.18879 1.03570 0.703630 0.877538 0.497207 0.108907 0.378070 64 4.18879 0.789039 0.675452 0.839127 0.333270 0.656307E-01 0.350401 128 4.18879 0.915054 0.825066 0.886565 0.403059 0.112893 0.405476 256 4.18879 0.763896 0.872109 0.916547 0.300699 0.125996 0.422931 512 4.18879 0.815962 0.903185 0.817093 0.349506 0.120456 0.357843 1024 4.18879 0.855916 0.814805 0.822955 0.375218 0.117958 0.340883 2048 4.18879 0.843579 0.835054 0.831435 0.359523 0.122554 0.356660 4096 4.18879 0.853495 0.810376 0.844804 0.370678 0.119071 0.366617 8192 4.18879 0.843629 0.822722 0.843863 0.361941 0.119218 0.361640 16384 4.18879 0.820308 0.842325 0.838738 0.347649 0.118054 0.356431 32768 4.18879 0.839988 0.834583 0.842454 0.358756 0.120813 0.362220 65536 4.18879 0.842308 0.837056 0.838084 0.360922 0.120189 0.360257 Exact 4.18879 0.837758 0.837758 0.837758 0.359039 0.119680 0.359039 ball_monte_carlo_test(): Normal end of execution. 9 September 2023 7:21:47.531 AM