Fisher, Set 1
| Uncorrected | Corrected |
| N | Gaussian–Gaussian | Weibull–Weibull | Gaussian–Weibull | Gaussian–Gaussian | Weibull–Weibull | Gaussian–Weibull |
| 6 |
 78.9796% |
 55.4048% |
 58.7732% |
 98.3984% |
 98.2804% |
 98.378% |
| 8 |
 90.4072% |
 65.3776% |
 70.2868% |
 98.6% |
 98.4044% |
 98.5268% |
| 12 |
 95.062% |
 76.4268% |
 80.3448% |
 98.7724% |
 98.6108% |
 98.6092% |
| 20 |
 96.6052% |
 85.182% |
 88.2604% |
 98.796% |
 98.6732% |
 98.7228% |
| 30 |
 96.804% |
 89.7404% |
 91.8408% |
 98.8156% |
 98.7932% |
 98.7064% |
| 40 |
 96.8668% |
 92.4648% |
 93.7748% |
 98.7972% |
 98.7592% |
 98.8036% |
| 50 |
 96.9168% |
 93.6696% |
 94.3892% |
 98.7976% |
 98.7748% |
 98.7648% |
| 60 |
 96.9108% |
 94.6168% |
 95.2376% |
 98.8188% |
 98.8224% |
 98.7992% |
| 80 |
 96.9712% |
 95.488% |
 95.8948% |
 98.8068% |
 98.798% |
 98.7756% |
| 120 |
 96.972% |
 96.1996% |
 96.3932% |
 98.8228% |
 98.8124% |
 98.804% |
| 200 |
 96.9996% |
 96.66% |
 96.7236% |
 98.8116% |
 98.838% |
 98.8168% |