δ
κ
n
Test
1.0
1.2
1.3
1.4
1.5
1.6
1.7
1.8
1.9
2.0
0.5
30
L
1
.040
.169
.264
.369
.479
.577
.665
.737
.799
.846
L
2
.049
.197
.299
.411
.523
.622
.704
.774
.829
.870
L
3
.046
.190
.290
.400
.512
.612
.695
.765
.821
.864
L
4
.055
.210
.317
.430
.539
.636
.719
.783
.839
.879
50
L
1
.042
.241
.388
.544
.677
.784
.863
.912
.945
.968
L
2
.051
.267
.422
.575
.708
.807
.878
.926
.955
.973
L
3
.049
.260
.414
.567
.701
.801
.874
.923
.953
.972
L
4
.054
.279
.435
.591
.718
.817
.887
.930
.957
.975
100
L
1
.043
.399
.635
.812
.919
.967
.988
.996
.999
1
L
2
.050
.420
.656
.831
.926
.972
.990
.996
.999
1
L
3
.048
.414
.651
.827
.924
.971
.989
.996
.999
1
L
4
.051
.431
.665
.833
.930
.973
.991
.997
.999
1
200
L
1
.046
.635
.885
.976
.996
1
1
1
1
1
L
2
.050
.651
.893
.979
.997
1
1
1
1
1
L
3
.049
.647
.891
.978
.996
1
1
1
1
1
L
4
.051
.656
.896
.979
.997
1
1
1
1
1
1
30
L
1
.039
.193
.316
.441
.569
.673
.760
.827
.879
.916
L
2
.049
.226
.356
.487
.609
.715
.796
.856
.900
.932
L
3
.043
.207
.331
.461
.583
.693
.778
.841
.889
.924
L
4
.051
.232
.365
.492
.619
.718
.797
.858
.903
.933
50
L
1
.041
.281
.460
.631
.768
.861
.924
.959
.979
.988
L
2
.050
.308
.493
.663
.794
.879
.935
.966
.982
.991
L
3
.045
.291
.473
.644
.780
.869
.929
.962
.980
.990
L
4
.051
.317
.501
.669
.797
.882
.938
.967
.983
.991
100
L
1
.044
.461
.718
.884
.959
.988
.997
.999
1
1
L
2
.051
.487
.738
.894
.964
.990
.997
.999
1
1
L
3
.047
.473
.726
.887
.962
.989
.997
.999
1
1
L
4
.052
.490
.741
.897
.965
.990
.997
.999
1
1
200
L
1
.046
.716
.935
.992
.999
1
1
1
1
1
L
2
.051
.732
.941
.992
.999
1
1
1
1
1
L
3
.048
.725
.939
.992
.999
1
1
1
1
1
L
4
.051
.734
.942
.993
.999
1
1
1
1
1
2
30
L
1
.037
.220
.363
.514
.647
.758
.836
.894
.933
.959
L
2
.051
.262
.413
.560
.694
.792
.867
.916
.948
.967
L
3
.040
.225
.369
.516
.652
.760
.843
.898
.936
.959
L
4
.048
.256
.407
.557
.687
.791
.862
.911
.945
.967
50
L
1
.041
.317
.526
.709
.838
.916
.961
.982
.992
.997
L
2
.050
.354
.564
.739
.859
.931
.969
.986
.994
.998
L
3
.041
.322
.530
.711
.839
.919
.963
.982
.992
.997
L
4
.050
.349
.561
.738
.858
.928
.968
.985
.993
.997
100
L
1
.042
.519
.789
.929
.981
.996
.999
1
1
1
L
2
.051
.551
.807
.937
.984
.996
.999
1
1
1
L
3
.045
.527
.791
.930
.981
.996
.999
1
1
1
L
4
.049
.546
.807
.937
.983
.996
.999
1
1
1
200
L
1
.044
.781
.96619.997
1
1
1
1
1
1
L
2
.050
.796
.968
.997
1
1
1
1
1
1
L
3
.046
.784
.965
.997
1
1
1
1
1
1
L
4
.049
.795
.969
.998
1
1
1
1
1
1
Table 2:
Simulation studies for empirical type I error (δ=1) and power (δ>1) of four test statistics, L
1
−L
4
, based on 100,000 simulation runs from the Weibull distribution with nominal type I error of 0.05 (one-sided test).