09 May 2025 9:26:38.025 PM polygon_monte_carlo_test(): Fortran90 version Test polygon_monte_carlo(). TEST01 Use POLYGON_SAMPLE to estimate integrals over the interior of a polygon in 2D. N 1 X^2 Y^2 X^4 X^2Y^2 Y^4 X^6 1 4.00000 0.675198 3.80147 0.113973 0.641686 3.61280 0.192386E-01 2 4.00000 0.513627 1.91642 0.112845 0.175566 1.02421 0.265325E-01 4 4.00000 0.445506 0.773558 0.132964 0.178166E-01 0.411005 0.470804E-01 8 4.00000 1.29235 0.510680 0.736475 0.167166 0.191897 0.462421 16 4.00000 1.73659 1.64219 1.13318 0.688290 1.05215 0.818364 32 4.00000 1.42211 1.65114 0.921879 0.469092 1.16450 0.699287 64 4.00000 1.04234 1.21844 0.612645 0.367524 0.684203 0.441297 128 4.00000 1.38774 1.59897 0.851129 0.559805 1.06525 0.608364 256 4.00000 1.24577 1.24177 0.710803 0.384461 0.689720 0.490263 512 4.00000 1.30962 1.42906 0.763224 0.457231 0.870867 0.532952 1024 4.00000 1.38393 1.27818 0.826314 0.454606 0.750489 0.582239 2048 4.00000 1.37435 1.31941 0.834437 0.453989 0.777168 0.602860 4096 4.00000 1.33291 1.33768 0.792571 0.439027 0.802909 0.561074 8192 4.00000 1.34130 1.35633 0.808689 0.458076 0.824936 0.579519 16384 4.00000 1.32882 1.33047 0.799118 0.446865 0.800616 0.571854 32768 4.00000 1.34309 1.34922 0.810294 0.454949 0.812495 0.581107 65536 4.00000 1.34307 1.32591 0.805877 0.444703 0.792002 0.575297 Exact 4.00000 1.33333 1.33333 0.800000 0.444444 0.800000 0.571429 polygon_monte_carlo_test(): Normal end of execution. 09 May 2025 9:26:38.038 PM