Dunnett's two-sided critical values d''(k-1, nu; 0.10)
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nu k-1-> 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20
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1 6.314 8.650 9.983 10.891 11.570 12.108 12.551 12.926 13.250 13.535 13.788 14.017 14.224 14.414 14.589 14.750 14.901 15.042 15.174 15.298
2 2.920 3.721 4.182 4.500 4.740 4.932 5.091 5.226 5.344 5.447 5.540 5.623 5.699 5.768 5.833 5.892 5.948 6.000 6.048 6.094
3 2.353 2.912 3.232 3.453 3.621 3.755 3.866 3.961 4.044 4.117 4.182 4.242 4.295 4.345 4.390 4.432 4.472 4.509 4.543 4.576
4 2.132 2.598 2.863 3.046 3.185 3.296 3.389 3.468 3.536 3.597 3.652 3.701 3.746 3.787 3.825 3.860 3.893 3.924 3.953 3.980
5 2.015 2.433 2.669 2.832 2.956 3.055 3.137 3.207 3.268 3.322 3.371 3.415 3.455 3.491 3.525 3.557 3.586 3.614 3.640 3.664
6 1.943 2.332 2.551 2.701 2.815 2.906 2.982 3.047 3.103 3.153 3.198 3.238 3.275 3.309 3.340 3.369 3.396 3.422 3.446 3.468
7 1.895 2.264 2.470 2.612 2.720 2.806 2.877 2.938 2.991 3.038 3.080 3.119 3.153 3.185 3.215 3.242 3.268 3.292 3.314 3.336
8 1.860 2.215 2.413 2.548 2.651 2.733 2.802 2.860 2.911 2.956 2.996 3.032 3.065 3.096 3.124 3.150 3.175 3.198 3.219 3.239
9 1.833 2.178 2.369 2.500 2.599 2.679 2.745 2.801 2.850 2.893 2.932 2.967 2.999 3.028 3.055 3.081 3.104 3.126 3.147 3.167
10 1.812 2.149 2.335 2.463 2.559 2.636 2.700 2.755 2.802 2.844 2.882 2.916 2.947 2.975 3.002 3.026 3.049 3.070 3.091 3.110
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11 1.796 2.126 2.308 2.433 2.527 2.602 2.664 2.718 2.764 2.805 2.842 2.875 2.905 2.933 2.959 2.982 3.005 3.026 3.045 3.064
12 1.782 2.107 2.286 2.408 2.500 2.574 2.635 2.687 2.733 2.773 2.809 2.841 2.871 2.898 2.923 2.947 2.968 2.989 3.008 3.026
13 1.771 2.091 2.267 2.387 2.478 2.550 2.611 2.662 2.706 2.746 2.781 2.813 2.842 2.869 2.894 2.917 2.938 2.958 2.977 2.995
14 1.761 2.078 2.252 2.370 2.459 2.531 2.590 2.640 2.684 2.723 2.758 2.789 2.818 2.844 2.868 2.891 2.912 2.932 2.951 2.968
15 1.753 2.066 2.238 2.355 2.443 2.514 2.572 2.622 2.665 2.703 2.738 2.769 2.797 2.823 2.847 2.869 2.890 2.910 2.928 2.945
16 1.746 2.056 2.226 2.342 2.429 2.499 2.557 2.606 2.649 2.687 2.720 2.751 2.779 2.805 2.828 2.850 2.871 2.890 2.908 2.925
17 1.740 2.048 2.216 2.331 2.417 2.486 2.543 2.592 2.634 2.672 2.705 2.735 2.763 2.788 2.812 2.834 2.854 2.873 2.891 2.908
18 1.734 2.040 2.207 2.321 2.406 2.475 2.531 2.579 2.621 2.659 2.692 2.722 2.749 2.774 2.797 2.819 2.839 2.858 2.876 2.892
19 1.729 2.033 2.199 2.312 2.397 2.464 2.521 2.568 2.610 2.647 2.680 2.710 2.737 2.762 2.785 2.806 2.826 2.845 2.862 2.879
20 1.725 2.027 2.192 2.304 2.388 2.455 2.511 2.559 2.600 2.636 2.669 2.699 2.726 2.750 2.773 2.794 2.814 2.833 2.850 2.866
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nu k-1-> 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20
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21 1.721 2.021 2.185 2.297 2.380 2.447 2.503 2.550 2.591 2.627 2.659 2.689 2.715 2.740 2.763 2.784 2.803 2.822 2.839 2.855
22 1.717 2.016 2.179 2.290 2.373 2.440 2.495 2.542 2.583 2.619 2.651 2.680 2.706 2.731 2.753 2.774 2.794 2.812 2.829 2.845
23 1.714 2.012 2.174 2.284 2.367 2.433 2.488 2.534 2.575 2.611 2.643 2.672 2.698 2.722 2.745 2.766 2.785 2.803 2.820 2.836
24 1.711 2.008 2.169 2.279 2.361 2.427 2.481 2.528 2.568 2.604 2.636 2.664 2.691 2.715 2.737 2.758 2.777 2.795 2.812 2.828
25 1.708 2.004 2.165 2.274 2.356 2.421 2.476 2.522 2.562 2.597 2.629 2.658 2.684 2.708 2.730 2.750 2.770 2.788 2.804 2.820
26 1.706 2.000 2.161 2.269 2.351 2.416 2.470 2.516 2.556 2.591 2.623 2.651 2.677 2.701 2.723 2.744 2.763 2.781 2.797 2.813
27 1.703 1.997 2.157 2.265 2.347 2.411 2.465 2.511 2.551 2.586 2.617 2.646 2.671 2.695 2.717 2.738 2.757 2.774 2.791 2.807
28 1.701 1.994 2.153 2.261 2.342 2.407 2.461 2.506 2.546 2.581 2.612 2.640 2.666 2.690 2.712 2.732 2.751 2.768 2.785 2.801
29 1.699 1.991 2.150 2.258 2.338 2.403 2.456 2.502 2.541 2.576 2.607 2.635 2.661 2.685 2.706 2.727 2.745 2.763 2.780 2.795
30 1.697 1.989 2.147 2.254 2.335 2.399 2.452 2.497 2.537 2.572 2.603 2.631 2.656 2.680 2.701 2.722 2.740 2.758 2.775 2.790
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31 1.696 1.986 2.144 2.251 2.331 2.395 2.448 2.494 2.533 2.567 2.598 2.626 2.652 2.675 2.697 2.717 2.736 2.753 2.770 2.785
32 1.694 1.984 2.142 2.248 2.328 2.392 2.445 2.490 2.529 2.564 2.594 2.622 2.648 2.671 2.693 2.713 2.731 2.749 2.765 2.781
33 1.692 1.982 2.139 2.245 2.325 2.389 2.442 2.487 2.526 2.560 2.591 2.619 2.644 2.667 2.689 2.709 2.727 2.745 2.761 2.777
34 1.691 1.980 2.137 2.243 2.323 2.386 2.439 2.483 2.522 2.557 2.587 2.615 2.640 2.664 2.685 2.705 2.723 2.741 2.757 2.773
35 1.690 1.978 2.135 2.240 2.320 2.383 2.436 2.480 2.519 2.553 2.584 2.612 2.637 2.660 2.681 2.701 2.720 2.737 2.753 2.769
36 1.688 1.976 2.132 2.238 2.318 2.381 2.433 2.478 2.516 2.550 2.581 2.609 2.634 2.657 2.678 2.698 2.716 2.734 2.750 2.765
37 1.687 1.975 2.130 2.236 2.315 2.378 2.430 2.475 2.514 2.548 2.578 2.606 2.631 2.654 2.675 2.695 2.713 2.730 2.747 2.762
38 1.686 1.973 2.129 2.234 2.313 2.376 2.428 2.472 2.511 2.545 2.575 2.603 2.628 2.651 2.672 2.692 2.710 2.727 2.743 2.759
39 1.685 1.972 2.127 2.232 2.311 2.374 2.426 2.470 2.508 2.542 2.573 2.600 2.625 2.648 2.669 2.689 2.707 2.724 2.740 2.756
40 1.684 1.970 2.125 2.230 2.309 2.372 2.424 2.468 2.506 2.540 2.570 2.598 2.623 2.645 2.667 2.686 2.704 2.722 2.738 2.753
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48 1.677 1.961 2.114 2.218 2.296 2.358 2.409 2.453 2.491 2.524 2.554 2.581 2.606 2.628 2.649 2.669 2.687 2.704 2.719 2.734
60 1.671 1.952 2.104 2.206 2.283 2.345 2.395 2.438 2.476 2.509 2.538 2.565 2.589 2.612 2.632 2.651 2.669 2.686 2.701 2.716
80 1.664 1.943 2.093 2.195 2.271 2.331 2.381 2.424 2.461 2.494 2.523 2.549 2.573 2.595 2.615 2.634 2.652 2.668 2.684 2.698
120 1.658 1.934 2.083 2.183 2.258 2.318 2.368 2.410 2.446 2.478 2.507 2.533 2.557 2.578 2.598 2.617 2.634 2.651 2.666 2.680
240 1.651 1.925 2.072 2.172 2.246 2.305 2.354 2.395 2.432 2.463 2.492 2.517 2.541 2.562 2.582 2.600 2.617 2.633 2.648 2.663
Inf 1.645 1.916 2.062 2.160 2.234 2.292 2.340 2.381 2.417 2.448 2.476 2.502 2.525 2.546 2.565 2.583 2.600 2.616 2.631 2.645
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Dunnett's two-sided critical values d''(k-1, nu; 0.05)
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nu k-1-> 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20
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1 12.706 17.369 20.034 21.850 23.209 24.285 25.171 25.922 26.570 27.141 27.649 28.106 28.521 28.901 29.251 29.575 29.876 30.158 30.422 30.671
2 4.303 5.418 6.065 6.513 6.852 7.124 7.349 7.540 7.707 7.853 7.985 8.103 8.211 8.310 8.401 8.485 8.564 8.638 8.707 8.773
3 3.182 3.867 4.263 4.538 4.748 4.916 5.056 5.176 5.280 5.372 5.455 5.529 5.597 5.660 5.717 5.771 5.821 5.868 5.912 5.953
4 2.776 3.310 3.618 3.832 3.994 4.125 4.235 4.328 4.410 4.482 4.546 4.605 4.658 4.707 4.752 4.794 4.834 4.870 4.905 4.938
5 2.571 3.030 3.293 3.476 3.615 3.727 3.821 3.900 3.970 4.032 4.087 4.137 4.183 4.225 4.264 4.300 4.334 4.366 4.395 4.424
6 2.447 2.863 3.099 3.263 3.388 3.489 3.573 3.644 3.707 3.763 3.812 3.857 3.898 3.936 3.971 4.004 4.034 4.063 4.089 4.115
7 2.365 2.752 2.971 3.123 3.238 3.331 3.408 3.475 3.533 3.584 3.630 3.671 3.709 3.744 3.777 3.807 3.835 3.861 3.886 3.909
8 2.306 2.673 2.880 3.023 3.131 3.219 3.292 3.354 3.408 3.457 3.500 3.539 3.575 3.608 3.638 3.666 3.693 3.718 3.741 3.763
9 2.262 2.614 2.812 2.948 3.052 3.135 3.205 3.264 3.316 3.362 3.403 3.440 3.474 3.506 3.535 3.562 3.587 3.610 3.633 3.654
10 2.228 2.568 2.759 2.890 2.990 3.070 3.137 3.194 3.244 3.288 3.328 3.364 3.396 3.427 3.454 3.480 3.504 3.527 3.549 3.569
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11 2.201 2.532 2.717 2.845 2.941 3.019 3.084 3.139 3.187 3.230 3.268 3.303 3.334 3.363 3.390 3.415 3.439 3.461 3.481 3.501
12 2.179 2.502 2.683 2.807 2.901 2.977 3.040 3.094 3.140 3.182 3.219 3.253 3.284 3.312 3.338 3.363 3.385 3.407 3.427 3.446
13 2.160 2.478 2.654 2.776 2.868 2.942 3.003 3.056 3.102 3.142 3.179 3.212 3.242 3.269 3.295 3.319 3.341 3.362 3.381 3.400
14 2.145 2.457 2.631 2.750 2.840 2.912 2.973 3.024 3.069 3.109 3.144 3.177 3.206 3.233 3.258 3.282 3.303 3.324 3.343 3.361
15 2.131 2.439 2.610 2.727 2.816 2.887 2.946 2.997 3.041 3.080 3.115 3.147 3.176 3.202 3.227 3.250 3.271 3.291 3.310 3.328
16 2.120 2.424 2.592 2.708 2.795 2.865 2.924 2.974 3.017 3.056 3.090 3.121 3.150 3.176 3.200 3.222 3.243 3.263 3.282 3.299
17 2.110 2.410 2.577 2.691 2.777 2.846 2.904 2.953 2.996 3.034 3.068 3.099 3.127 3.152 3.176 3.199 3.219 3.239 3.257 3.274
18 2.101 2.399 2.563 2.676 2.761 2.830 2.887 2.935 2.977 3.015 3.048 3.079 3.107 3.132 3.156 3.177 3.198 3.217 3.235 3.252
19 2.093 2.388 2.551 2.663 2.747 2.815 2.871 2.919 2.961 2.998 3.031 3.061 3.089 3.114 3.137 3.159 3.179 3.198 3.216 3.233
20 2.086 2.379 2.540 2.651 2.735 2.802 2.857 2.905 2.946 2.983 3.016 3.045 3.073 3.098 3.121 3.142 3.162 3.181 3.198 3.215
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nu k-1-> 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20
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21 2.080 2.370 2.531 2.640 2.723 2.790 2.845 2.892 2.933 2.969 3.002 3.031 3.058 3.083 3.106 3.127 3.147 3.165 3.183 3.199
22 2.074 2.363 2.522 2.631 2.713 2.779 2.834 2.880 2.921 2.957 2.989 3.019 3.045 3.070 3.092 3.113 3.133 3.151 3.169 3.185
23 2.069 2.356 2.514 2.622 2.704 2.769 2.824 2.870 2.910 2.946 2.978 3.007 3.033 3.058 3.080 3.101 3.121 3.139 3.156 3.172
24 2.064 2.349 2.507 2.614 2.695 2.760 2.814 2.860 2.900 2.936 2.968 2.996 3.023 3.047 3.069 3.090 3.109 3.127 3.144 3.161
25 2.060 2.344 2.500 2.607 2.688 2.752 2.806 2.851 2.891 2.927 2.958 2.987 3.013 3.037 3.059 3.080 3.099 3.117 3.134 3.150
26 2.056 2.338 2.494 2.600 2.680 2.745 2.798 2.843 2.883 2.918 2.949 2.978 3.004 3.028 3.050 3.070 3.089 3.107 3.124 3.140
27 2.052 2.333 2.488 2.594 2.674 2.738 2.791 2.836 2.875 2.910 2.941 2.970 2.995 3.019 3.041 3.061 3.080 3.098 3.115 3.131
28 2.048 2.329 2.483 2.588 2.668 2.731 2.784 2.829 2.868 2.903 2.934 2.962 2.988 3.011 3.033 3.053 3.072 3.090 3.107 3.122
29 2.045 2.325 2.478 2.583 2.662 2.725 2.778 2.823 2.862 2.896 2.927 2.955 2.981 3.004 3.026 3.046 3.065 3.082 3.099 3.114
30 2.042 2.321 2.474 2.578 2.657 2.720 2.772 2.817 2.856 2.890 2.921 2.949 2.974 2.997 3.019 3.039 3.058 3.075 3.092 3.107
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31 2.040 2.317 2.469 2.574 2.652 2.715 2.767 2.811 2.850 2.884 2.915 2.942 2.968 2.991 3.012 3.032 3.051 3.068 3.085 3.100
32 2.037 2.314 2.466 2.569 2.647 2.710 2.762 2.806 2.845 2.879 2.909 2.937 2.962 2.985 3.006 3.026 3.045 3.062 3.079 3.094
33 2.035 2.310 2.462 2.565 2.643 2.705 2.757 2.801 2.840 2.873 2.904 2.931 2.956 2.979 3.001 3.021 3.039 3.056 3.073 3.088
34 2.032 2.307 2.458 2.561 2.639 2.701 2.753 2.797 2.835 2.869 2.899 2.926 2.951 2.974 2.996 3.015 3.034 3.051 3.067 3.082
35 2.030 2.305 2.455 2.558 2.635 2.697 2.748 2.792 2.830 2.864 2.894 2.922 2.947 2.969 2.991 3.010 3.029 3.046 3.062 3.077
36 2.028 2.302 2.452 2.555 2.632 2.693 2.745 2.788 2.826 2.860 2.890 2.917 2.942 2.965 2.986 3.005 3.024 3.041 3.057 3.072
37 2.026 2.299 2.449 2.551 2.628 2.690 2.741 2.784 2.822 2.856 2.886 2.913 2.938 2.960 2.981 3.001 3.019 3.036 3.052 3.068
38 2.024 2.297 2.447 2.548 2.625 2.686 2.737 2.781 2.819 2.852 2.882 2.909 2.934 2.956 2.977 2.997 3.015 3.032 3.048 3.063
39 2.023 2.295 2.444 2.546 2.622 2.683 2.734 2.777 2.815 2.848 2.878 2.905 2.930 2.952 2.973 2.993 3.011 3.028 3.044 3.059
40 2.021 2.293 2.441 2.543 2.619 2.680 2.731 2.774 2.812 2.845 2.875 2.902 2.926 2.949 2.970 2.989 3.007 3.024 3.040 3.055
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48 2.011 2.279 2.426 2.526 2.601 2.661 2.711 2.753 2.790 2.823 2.852 2.879 2.903 2.925 2.945 2.964 2.982 2.999 3.015 3.029
60 2.000 2.265 2.410 2.508 2.582 2.642 2.691 2.733 2.769 2.801 2.830 2.856 2.880 2.901 2.922 2.940 2.958 2.974 2.989 3.004
80 1.990 2.252 2.394 2.491 2.564 2.623 2.671 2.712 2.748 2.780 2.808 2.833 2.857 2.878 2.898 2.916 2.933 2.950 2.965 2.979
120 1.980 2.238 2.379 2.475 2.547 2.604 2.651 2.692 2.727 2.758 2.786 2.811 2.834 2.855 2.875 2.893 2.910 2.925 2.940 2.954
240 1.970 2.225 2.364 2.458 2.529 2.585 2.632 2.672 2.707 2.737 2.764 2.789 2.812 2.832 2.852 2.869 2.886 2.901 2.916 2.930
Inf 1.960 2.212 2.349 2.442 2.511 2.567 2.613 2.652 2.686 2.716 2.743 2.767 2.790 2.810 2.829 2.846 2.862 2.878 2.892 2.905
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Dunnett's two-sided critical values d''(k-1, nu; 0.01)
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nu k-1-> 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20
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1 63.657 86.959 100.28 109.36 116.15 121.53 125.97 129.72 132.97 135.82 138.36 140.64 142.72 144.62 146.37 147.99 149.50 150.91 152.23 153.48
2 9.925 12.388 13.826 14.825 15.582 16.189 16.692 17.121 17.494 17.823 18.117 18.383 18.624 18.846 19.051 19.241 19.418 19.583 19.739 19.886
3 5.841 6.974 7.639 8.104 8.460 8.746 8.985 9.189 9.367 9.525 9.666 9.794 9.910 10.017 10.116 10.208 10.294 10.375 10.450 10.522
4 4.604 5.364 5.809 6.121 6.361 6.554 6.716 6.854 6.975 7.082 7.179 7.266 7.346 7.419 7.487 7.550 7.609 7.664 7.716 7.765
5 4.032 4.627 4.975 5.219 5.406 5.557 5.683 5.792 5.887 5.971 6.047 6.116 6.178 6.236 6.289 6.339 6.386 6.429 6.470 6.509
6 3.707 4.212 4.506 4.711 4.869 4.997 5.104 5.196 5.276 5.347 5.411 5.469 5.523 5.572 5.617 5.659 5.699 5.736 5.770 5.803
7 3.499 3.948 4.208 4.389 4.529 4.642 4.736 4.817 4.888 4.951 5.008 5.059 5.106 5.150 5.190 5.227 5.262 5.295 5.326 5.355
8 3.355 3.766 4.002 4.168 4.295 4.397 4.483 4.557 4.621 4.679 4.730 4.777 4.820 4.859 4.896 4.930 4.961 4.991 5.019 5.046
9 3.250 3.633 3.853 4.006 4.124 4.219 4.299 4.367 4.427 4.480 4.528 4.571 4.611 4.647 4.681 4.713 4.742 4.770 4.796 4.821
10 3.169 3.531 3.739 3.883 3.994 4.084 4.159 4.223 4.279 4.329 4.374 4.415 4.452 4.487 4.519 4.548 4.576 4.602 4.627 4.650
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11 3.106 3.452 3.649 3.787 3.892 3.978 4.049 4.110 4.164 4.211 4.254 4.293 4.328 4.361 4.391 4.419 4.446 4.470 4.494 4.516
12 3.055 3.387 3.577 3.709 3.811 3.892 3.960 4.019 4.070 4.116 4.157 4.194 4.228 4.259 4.288 4.315 4.340 4.364 4.387 4.408
13 3.012 3.335 3.518 3.646 3.743 3.822 3.888 3.944 3.994 4.038 4.077 4.113 4.146 4.176 4.204 4.230 4.254 4.277 4.299 4.319
14 2.977 3.290 3.468 3.592 3.687 3.763 3.827 3.882 3.930 3.972 4.011 4.045 4.077 4.106 4.133 4.158 4.182 4.204 4.225 4.245
15 2.947 3.253 3.426 3.547 3.639 3.713 3.776 3.829 3.875 3.917 3.954 3.988 4.019 4.047 4.073 4.098 4.121 4.142 4.163 4.182
16 2.921 3.220 3.390 3.508 3.598 3.671 3.731 3.783 3.829 3.869 3.905 3.938 3.968 3.996 4.022 4.046 4.068 4.089 4.109 4.128
17 2.898 3.192 3.359 3.474 3.563 3.634 3.693 3.744 3.788 3.828 3.863 3.896 3.925 3.952 3.977 4.001 4.023 4.043 4.062 4.081
18 2.878 3.168 3.331 3.445 3.531 3.601 3.659 3.709 3.753 3.792 3.826 3.858 3.887 3.914 3.938 3.961 3.983 4.003 4.022 4.040
19 2.861 3.146 3.307 3.419 3.504 3.572 3.630 3.679 3.722 3.760 3.794 3.825 3.853 3.879 3.904 3.926 3.947 3.967 3.986 4.003
20 2.845 3.127 3.285 3.395 3.479 3.547 3.603 3.651 3.694 3.731 3.765 3.795 3.823 3.849 3.873 3.895 3.916 3.935 3.954 3.971
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nu k-1-> 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20
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21 2.831 3.109 3.266 3.375 3.457 3.524 3.579 3.627 3.669 3.706 3.739 3.769 3.797 3.822 3.845 3.867 3.888 3.907 3.925 3.942
22 2.819 3.094 3.249 3.356 3.437 3.503 3.558 3.605 3.646 3.683 3.716 3.745 3.773 3.798 3.821 3.842 3.862 3.881 3.899 3.916
23 2.807 3.080 3.233 3.339 3.420 3.485 3.539 3.585 3.626 3.662 3.694 3.724 3.751 3.775 3.798 3.820 3.840 3.858 3.876 3.893
24 2.797 3.067 3.218 3.323 3.403 3.468 3.521 3.567 3.608 3.643 3.675 3.704 3.731 3.755 3.778 3.799 3.819 3.837 3.855 3.871
25 2.787 3.055 3.205 3.309 3.388 3.452 3.505 3.551 3.591 3.626 3.658 3.686 3.713 3.737 3.759 3.780 3.800 3.818 3.835 3.852
26 2.779 3.044 3.193 3.296 3.375 3.438 3.491 3.536 3.575 3.610 3.642 3.670 3.696 3.720 3.742 3.763 3.782 3.800 3.817 3.834
27 2.771 3.034 3.182 3.284 3.362 3.425 3.477 3.522 3.561 3.596 3.627 3.655 3.681 3.705 3.727 3.747 3.766 3.784 3.801 3.817
28 2.763 3.025 3.172 3.273 3.351 3.413 3.465 3.509 3.548 3.582 3.613 3.641 3.667 3.690 3.712 3.732 3.751 3.769 3.786 3.802
29 2.756 3.017 3.162 3.263 3.340 3.402 3.453 3.497 3.536 3.570 3.600 3.628 3.654 3.677 3.699 3.719 3.738 3.755 3.772 3.788
30 2.750 3.009 3.154 3.254 3.330 3.391 3.442 3.486 3.524 3.558 3.589 3.616 3.641 3.665 3.686 3.706 3.725 3.743 3.759 3.775
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31 2.744 3.001 3.145 3.245 3.321 3.381 3.432 3.476 3.514 3.547 3.578 3.605 3.630 3.653 3.675 3.695 3.713 3.731 3.747 3.763
32 2.738 2.994 3.138 3.237 3.312 3.372 3.423 3.466 3.504 3.537 3.567 3.595 3.620 3.643 3.664 3.684 3.702 3.719 3.736 3.751
33 2.733 2.988 3.131 3.229 3.304 3.364 3.414 3.457 3.495 3.528 3.558 3.585 3.610 3.633 3.654 3.673 3.692 3.709 3.725 3.740
34 2.728 2.982 3.124 3.222 3.296 3.356 3.406 3.449 3.486 3.519 3.549 3.576 3.601 3.623 3.644 3.664 3.682 3.699 3.715 3.730
35 2.724 2.976 3.118 3.215 3.289 3.349 3.398 3.441 3.478 3.511 3.541 3.567 3.592 3.614 3.635 3.655 3.673 3.690 3.706 3.721
36 2.719 2.971 3.112 3.209 3.282 3.342 3.391 3.433 3.470 3.503 3.533 3.559 3.584 3.606 3.627 3.646 3.664 3.681 3.697 3.712
37 2.715 2.966 3.106 3.203 3.276 3.335 3.384 3.426 3.463 3.496 3.525 3.552 3.576 3.598 3.619 3.638 3.656 3.673 3.689 3.704
38 2.712 2.961 3.101 3.197 3.270 3.329 3.378 3.420 3.456 3.489 3.518 3.544 3.569 3.591 3.611 3.631 3.649 3.665 3.681 3.696
39 2.708 2.957 3.096 3.192 3.264 3.323 3.372 3.413 3.450 3.482 3.511 3.538 3.562 3.584 3.604 3.623 3.641 3.658 3.674 3.689
40 2.704 2.952 3.091 3.186 3.259 3.317 3.366 3.408 3.444 3.476 3.505 3.531 3.555 3.577 3.598 3.617 3.634 3.651 3.667 3.682
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48 2.682 2.925 3.060 3.154 3.224 3.281 3.329 3.369 3.405 3.436 3.464 3.490 3.513 3.535 3.555 3.573 3.590 3.607 3.622 3.636
60 2.660 2.898 3.030 3.121 3.190 3.246 3.292 3.332 3.366 3.397 3.424 3.449 3.472 3.493 3.512 3.530 3.547 3.563 3.578 3.592
80 2.639 2.871 3.001 3.090 3.157 3.211 3.256 3.295 3.328 3.358 3.385 3.409 3.431 3.452 3.471 3.488 3.504 3.520 3.534 3.548
120 2.617 2.845 2.972 3.059 3.124 3.177 3.221 3.259 3.291 3.320 3.346 3.370 3.392 3.411 3.430 3.447 3.463 3.478 3.492 3.505
240 2.596 2.820 2.943 3.028 3.092 3.143 3.186 3.223 3.255 3.283 3.308 3.331 3.352 3.372 3.389 3.406 3.422 3.436 3.450 3.463
Inf 2.576 2.794 2.915 2.998 3.060 3.110 3.152 3.188 3.219 3.246 3.271 3.293 3.314 3.333 3.350 3.366 3.381 3.395 3.409 3.421
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