| Original | Modified | |||||
|---|---|---|---|---|---|---|
| N | Gaussian–Gaussian | Weibull–Weibull | Gaussian–Weibull | Gaussian–Gaussian | Weibull–Weibull | Gaussian–Weibull |
| 6 |  0.04775 (0.0323–0.0701) |
 0.04797 (0.0324–0.0704) |
 0.04785 (0.0323–0.0702) |
 0.04962 (0.0338–0.0723) |
 0.04928 (0.0335–0.0719) |
 0.04956 (0.0337–0.0723) |
| 8 |  0.04881 (0.0331–0.0714) |
 0.04843 (0.0328–0.0709) |
 0.04794 (0.0324–0.0704) |
 0.05087 (0.0348–0.0738) |
 0.05008 (0.0342–0.0729) |
 0.04976 (0.0339–0.0725) |
| 12 |  0.04788 (0.0324–0.0703) |
 0.04820 (0.0326–0.0707) |
 0.04923 (0.0335–0.0719) |
 0.04957 (0.0337–0.0723) |
 0.04985 (0.0340–0.0726) |
 0.05046 (0.0345–0.0733) |
| 20 |  0.04791 (0.0324–0.0703) |
 0.04823 (0.0327–0.0707) |
 0.04845 (0.0328–0.0710) |
 0.04972 (0.0339–0.0724) |
 0.05019 (0.0342–0.0730) |
 0.05022 (0.0343–0.0730) |
| 30 |  0.04814 (0.0326–0.0706) |
 0.04792 (0.0324–0.0703) |
 0.04891 (0.0332–0.0715) |
 0.04965 (0.0338–0.0724) |
 0.04953 (0.0337–0.0722) |
 0.05047 (0.0345–0.0733) |
| 40 |  0.04883 (0.0331–0.0714) |
 0.04942 (0.0336–0.0721) |
 0.04786 (0.0324–0.0703) |
 0.05029 (0.0343–0.0731) |
 0.05093 (0.0349–0.0739) |
 0.04930 (0.0335–0.0719) |
| 50 |  0.04836 (0.0328–0.0708) |
 0.04897 (0.0333–0.0716) |
 0.04817 (0.0326–0.0706) |
 0.05005 (0.0341–0.0728) |
 0.05031 (0.0343–0.0731) |
 0.04954 (0.0337–0.0722) |
| 60 |  0.04888 (0.0332–0.0715) |
 0.04843 (0.0328–0.0709) |
 0.04769 (0.0322–0.0701) |
 0.05023 (0.0343–0.0730) |
 0.04985 (0.0340–0.0726) |
 0.04915 (0.0334–0.0718) |
| 80 |  0.04899 (0.0333–0.0716) |
 0.04816 (0.0326–0.0706) |
 0.04881 (0.0331–0.0714) |
 0.05044 (0.0344–0.0733) |
 0.04962 (0.0338–0.0723) |
 0.05032 (0.0344–0.0731) |
| 120 |  0.04860 (0.0330–0.0711) |
 0.04829 (0.0327–0.0708) |
 0.04781 (0.0323–0.0702) |
 0.04988 (0.0340–0.0726) |
 0.04973 (0.0339–0.0725) |
 0.04951 (0.0337–0.0722) |
| 200 |  0.04905 (0.0333–0.0717) |
 0.04824 (0.0327–0.0707) |
 0.04846 (0.0328–0.0710) |
 0.05054 (0.0345–0.0734) |
 0.04976 (0.0339–0.0725) |
 0.04981 (0.0339–0.0725) |