MEN WILKS FORMULA

    La formule homme de Wilks permet d'effectuer des calculs pour désigner le classement toutes catégories dans une même classe d'âge ... Cette formule est exclusivement pour les hommes, il y a une autre formule de Wilks pour les femmes avec un coefficient différents qui peut permettre un classement homme - femme mélangé !

            Comment se servir de cette formule ?

    Avant le début de la compétition vous avez été pesé : cela vous donne un poids ... 
                                                            ex : 47,4 kg ...
Vous vous reportez au tableau et prenez le coefficient qui est attribué à ce poids ...
                        pour 47,4 : 1,0856 
         Vous multipliez le coefficient à la performance que vous venez de réaliser ... 
                                                            ex : 100 kg 
et vous obtenez un nombre de points ...
                                                            ex : 108,56 pts 

ce qui permettra de classer tous les athlètes pour savoir qui a été le meilleur toutes catégories confondues ...

POIDS .0 .1 .2 .3 .4 .5 .6 .7 .8 .9
40 1.3354 1.3311 1.3268 1.3225 1.3182 1.3140 1.3098 1.3057 1.3016 1.2975
41 1.2934 1.2894 1.2854 1.2814 1.2775 1.2736 1.2697 1.2658 1.2620 1.2582
42 1.2545 1.2507 1.2470 1.2433 1.2397 1.2360 1.2324 1.2289 1.2253 1.9918
43 1.2183 1.2148 1.2113 1.2079 1.2045 1.2011 1.1978 1.1944 1.1911 1.1878
44 1.1846 1.1813 1.1781 1.1749 1.1717 1.1686 1.1654 1.1623 1.1592 1.1562
45 1.1531 1.1501 1.1471 1.1441 1.1411 1.1382 1.1352 1.1323 1.1294 1.1266
46 1.1237 1.1210 1.1181 1.1153 1.1125 1.1097 1.1070 1.1042 1.1015 1.0988
47 1.0962 1.0935 1.0909 1.0882 1.0856 1.0830 1.0805 1.0779 1.0754 1.0728
48 1.0703 1.0678 1.0653 1.0629 1.0604 1.0580 1.0556 1.0532 1.0508 1.0484
49 1.0460 1.0437 1.0413 1.0390 1.0367 1.0344 1.0321 1.0299 1.0276 1.0254
50 1.0232 1.0210 1.0188 1.0166 1.0144 1.0122 1.0101 1.0079 1.0058 1.0037
.0 .1 .2 .3 .4 .5 .6 .7 .8 .9
51 1.0016 0.9995 0.9975 0.9954 0.9933 0.9913 0.9893 0.9873 0.9853 0.9833
52 0.9813 0.9793 0.9773 0.9754 0.9735 0.9715 0.9696 0.9677 0.9658 0.9639
53 0.9621 0.9602 0.9583 0.9565 0.9547 0.9528 0.9510 0.9492 0.9474 0.9457
54 0.9439 0.9421 0.9404 0.9386 0.9369 0.9352 0.9334 0.9317 0.9300 0.9283
55 0.9267 0.9250 0.9233 0.9217 0.9200 0.9184 0.9168 0.9152 0.9135 0.9119
56 0,9103 0.9088 0.9072 0.9056 0.9041 0.9025 0.9010 0.8994 0.8979 0.8964
57 0.8949 0.8934 0.8919 0.8904 0.8889 0.8874 0.8859 0.8845 0.8830 0.8816
58 0.8802 0.8787 0.8773 0.8759 0.8745 0.8731 0.8717 0.8703 0.8689 0.8675
59 0.8662 0.8648 0.8635 0.8621 0.8608 0.8594 0.8581 0.8568 0.8555 0.8542
60 0.8529 0.8516 0.8503 0.8490 0.8477 0.8465 0.8452 0.8439 0.8427 0.8415
.0 .1 .2 .3 .4 .5 .6 .7 .8 .9
61 0.8402 0.8390 0.8378 0.8365 0.8353 0.8341 0.8329 0.8317 0.8305 0.8293
62 0.8281 0.8270 0.8258 0.8246 0.8235 0.8223 0.8212 0.8200 0.8189 0.8178
63 0.8166 0.8155 0.8144 0.8133 0.8122 0.8111 0.8100 0.8089 0.8078 0.8067
64 0.8057 0.8046 0 8035 0.8025 0 8014 0.8004 0.7993 0.7983 0.7973 0.7962
65 0.7952 0.7942 0 7932 0.7922 0 7911 0.7901 0.7891 0.7881 0.7872 0.7862
66 0.7852 0.7842 0.7832 0.7823 0.7813 0.1804 0.7794 0.7785 0.7775 0.7766
67 0.7756 0.7747 0.7738 0.7729 0.7719 0.7710 0.7701 0.7692 0.7683 0.7674
68 0 7665 0.7656 0 7647 0.7638 0 7630 0.7621 0.7612 0.7603 0.7595 0.7586
69 0.7578 0.7569 0.7561 0.7552 0.7544 0.7535 0.7527 0.7519 0.7510 0.7502
70 0.7494 0.7486 0.7478 0.7469 0.7461 0.7453 0.7445 0.7437 0.7430 0.7422
.0 .1 .2 .3 .4 .5 .6 .7 .8 .9
71 0.7414 0.7406 0.7398 0.7390 0.7383 0.7375 0.7367 0.7360 0.7352 0.7345
72 0.7337 0.7330 0.7322 0.7315 0.7307 0.7300 0.7293 0.7285 0.7278 0.7271
73 0.7264 0.7256 0.7249 0.7242 0.7235 0.7228 0.7221 0.7214 0.7207 0.7200
74 0.7193 0.7186 0.7179 0.7173 0.7166 0.7159 0.7152 0.7146 0.7139 0.7132
75 0.7126 0.7119 0.7112 0.7106 0.7099 0.7093 0.7086 0.7080 0.7074 0.7067
76 0.7061 0.7055 0.7048 0.7042 0.7036 0.7029 0.7023 0.7017 0.7011 0.7005
77 0.6999 0.6993 0.6987 0.6981 0.6975 0.6969 0.6963 0.6957 0.6951 0.6945
78 0.6939 0.6933 0.6927 0.6922 0.6916 0.6910 0.6905 0.6899 0.6893 0.6888
79 0.6882 0.6876 0.6871 0.6865 0.6860 0.6854 0.6849 0.6843 0.6838 0.6832
80 0.6827 0.6822 0.6816 0.6811 0.6806 0.6800 0.6795 0.6790 0.6785 0.6779
.0 .1 .2 .3 .4 .5 .6 .7 .8 .9
81 0.6774 0.6769 0.6764 0.6759 0.6754 0.6749 0.6744 0.6739 0.6734 0.6729
82 0.6724 0.6719 0.6714 0.6709 0.6704 0.6699 0.6694 0.6689 0.6685 0.6680
83 0.6675 0.6670 0.6665 0.6661 0.6656 0.6651 0.6647 0.6642 0.6637 0.6633
84 0.6628 0.6624 0.6619 0.6615 0.6610 0.6606 0.6601 0.6597 0.6592 0.6588
85 0.6583 0.6579 0.6575 0.6570 0.6566 0.6562 0.6557 0.6553 0.6549 0.6545
86 0.6540 0.6536 0.6532 0.6528 0.6523 0.6519 0.6515 0.6511 0.6507 0.6503
87 0.6499 0.6495 0.6491 0.6487 0.6483 0.6479 0.6475 0.6471 0.6467 0.6463
88 0.6459 0.6455 0.6451 0.6447 0.6444 0.6440 0.6436 0.6432 0.6428 0.6424
89 0.6421 0.6417 0.6413 0.6410 0.6406 0.6402 0.6398 0.6395 0.6391 0.6388
90 0.6384 0.6380 0.6377 0.6373 0.6370 0.6366 0.6363 0.6359 0.6356 0.6352
.0 .1 .2 .3 .4 .5 .6 .7 .8 .9
91 0.6349 0.6345 0.6342 0.6338 0.6335 0.6331 0.6328 0.6325 0.6321 0 6318
92 0.6315 0.6311 0.6308 0.6305 0.6301 0 6298 0.6295 0.6292 0.6288 0.6285
93 0.6282 0.6279 0.6276 0.6272 0.6269 0.6266 0.6263 0.6260 0.6257 0.6254
94 0.6250 0.6247 0.6244 0.6241 0.6238 0.6235 0.6232 0.6229 0.6226 0.6223
95 0.6220 0.6217 0.6214 0.6211 0.6209 0.6206 0.6203 0.6200 0 6197 0 6194
96 0.6191 0.6188 0.6186 0.6183 0.6180 0.6177 0.6174 0.6172 0.6169 0.6166
97 0.6163 0.6161 0.6158 0.6155 0.6152 0.6150 0.6147 0.6144 0.6142 0.6139
98 0.6136 0.6134 0.6131 0.6129 0.6126 0.6123 0.6121 0.6118 0.6116 0.6113
99 0.6111 0.6108 0.6106 0.6103 0.6101 0.6098 0.6096 0.6093 0.6091 0.6088
100 0.6086 0.6083 0.6081 0.6079 0.6076 0.6074 0.6071 0.6069 0.6067 0.6064
.0 .1 .2 .3 .4 .5 .6 .7 .8 .9
101 0.6062 0.6060 0.6057 0.6055 0.6053 0.6050 0.6048 0.6046 0.6044 0.6041
102 0 6039 0.6037 0.6035 0.6032 0.6030 0.6028 0.6026 0.6024 0.6021 0.6019
103 0 6017 0.6015 0.6013 0.6011 0.6009 0.6006 0.6004 0.6002 0.6000 0.5998
104 0.5996 0.5994 0.5992 0.5990 0.5988 0.5986 0.5984 0.5982 0.5980 0.5978
105 0.5976 0.5974 0.5972 0.5970 0.5968 0.5966 0.5964 0.5962 0.5960 0.5958
106 0.5956 0.5954 0.5952 0.5950 0.5948 0.5946 0.5945 0.5943 0.5941 0.5939
107 0.5937 0.5935 0.5933 0.5932 0.5930 0.5928 0.5926 0.5924 0.5923 0.5921
108 0.5919 0.5917 0.5916 0.5914 0.5912 0.5910 0.5909 0.5907 0.5905 0.5903
109 0 5902 0.5900 0.5898 0.5897 0.5895 0.5893 0.5892 0.5890 0.5888 0.5887
110 0 5885 0.5883 0.5882 0.5880 0.5878 0.5877 0.5875 0.5874 0.5872 0.5870
.0 .1 .2 .3 .4 .5 .6 .7 .8 .9
111 0.5869 0.5867 0.5866 0.5864 0.5863 0.5861 0.5860 0.5858 0.5856 0.5855
112 0.5853 0.5852 0.5850 0.5849 0.5847 0.5846 0.5844 0.5843 0.5841 0.5840
113 0 5839 0.5837 0.5836 0.5834 0.5833 0.5831 0.5830 0.5828 0.5827 0.5826
114 0 5824 0.5823 0.5821 0.5820 0.5819 0.5817 0.5816 0.5815 0.5813 0.5812
115 0.5811 0.5809 0.5808 0.5806 0.5805 0.5804 0.5803 0.5801 0.5800 0.5799
116 0.5797 0.5796 0.5795 0.5793 0.5792 0.5791 0.5790 0.5788 0.5787 0.5786
117 0.5785 0.5783 0.5782 0.5781 0.5780 0.5778 0.5777 0.5776 0.5775 0.5774
118 0.5772 0.5771 0.5770 0.5769 0.5768 0.5766 0.5765 0.5764 0.5763 0.5762
119 0 5761 0.5759 0.5758 0.5757 0.5756 0.5755 0.5754 0.5753 0.5751 0.5750
120 0.5749 0.5748 0.5747 0.5746 0.5745 0.5744 0.5743 0.5742 0.5740 0.5739
.0 .1 .2 .3 .4 .5 .6 .7 .8 .9
121 0.5738 0.5737 0.5736 0.5735 0.5734 0.5733 0.5732 0.5731 0.5730 0.5729
122 0.5728 0.5727 0.5726 0.5725 0.5724 0.5723 0.5722 0.5721 0.5720 0.5719
123 0.5718 0.5717 0.5716 0.5715 0.5714 0.5713 0.5712 0.5711 0.3710 0.5709
124 0.5708 0.5707 0.5706 0.5705 0.5704 0.5703 0.5702 0.5701 0.5700 0.5699
125 0.5698 0.5698 0.5697 0.5696 0.5695 0.5694 0.5693 0.5692 0.5691 0.5690
126 0.5689 0.5688 0.5688 0.5687 0.5686 0.5685 0.5684 0.5683 0.5682 0.5681
127 0.5681 0.5680 0.5679 0.5678 0.5677 0.5676 0.5675 0.5675 0.5674 0.5673
128 0.5672 0.5671 0.5670 0.5670 0.5669 0.5668 0.5667 0.5666 0.5665 0.5665
129 0.5664 0.5663 0.5662 0.5661 0.5661 0.5660 0.5659 0.5658 0.5658 0.5657
130 0.5656 0.5655 0.5654 0.5654 0.5653 0.5652 0.5651 0.5651 0.5650 0.5649
.0 .1 .2 .3 .4 .5 .6 .7 .8 .9
131 0.5648 0.5647 0.5647 0.5646 0.5645 0.5644 0.5644 0.5643 0.5642 0.5642
132 0.5641 0.5640 0.5640 0.5639 0.5638 0.5637 0.5636 0.5636 0.5635 0.5634
133 0.5634 0.5633 0.5632 0.5631 0.5631 0.5630 0.5629 0.5629 0.5628 0.5627
134 0.5627 0.5626 0.5225 0.5624 0.5624 0.5623 0.5622 0.5622 0.5621 0.5620
135 0.5620 0.5619 0.5618 0.5618 0.5617 0.5616 0.5616 0.5615 0.5614 0.5614
136 0.5613 0.5612 0.5612 0.5611 0.5610 0.5610 0.5609 0.5609 0.5608 0.5607
137 0.5607 0.5606 0.5605 0.5605 0.5604 0.5603 0.5603 0.5602 0.5602 0.5601
138 0.5600 0.5600 0.5999 0.5598 0.5598 0.5597 0.5597 0.5596 0.5595 0.5595
139 0.5594 0.5593 0.5593 0.5592 0.5592 0.5591 0.5590 0.5590 0.5589 0.5589
140 0.5588 0.5587 0.5587 0.5586 0.5586 0.5585 0.5584 0.5584 0.5583 0.5583
.0 .1 .2 .3 .4 .5 .6 .7 .8 .9
141 0.5582 0.5582 0.5581 0.5580 0.5580 0.5579 0.5579 0.5578 0.5578 0.5577
142 0.5576 0.5576 0.5576 0.5575 0.5574 0.5573 0.5573 0.5572 0.5572 0.5571
143 0.5571 0.5570 0.5570 0.5569 0.5568 0.5568 0.5567 0.5567 0.5566 0.5566
144 0.5565 0.5564 0.5564 0.5563 0.5563 0.5562 0.5562 0.5561 0.5561 0.5560
145 0.5560 0.5559 0.5558 0.5558 0.5557 0.5557 0.5556 0.5556 0.5555 0.5555
146 0.5554 0.5554 0.5553 0.5552 0.5552 0.5551 0.5551 0.5550 0.5550 0.5549
147 0.5549 0.5548 0.5548 0.5547 0.5547 0.5546 0.5546 0.5545 0.5544 0.5544
148 0.5543 0.5543 0.5542 0.5542 0.5541 0.5541 0.5540 0.5540 0.5539 0.5539
149 0.5538 0.5538 0.5537 0.5537 0.5536 0.5536 0.5535 0 5535 0 5534 0.5533
150 0.5533 0.5532 0.5532 0.5531 0.5531 0.5530 0.5530 0.5529 0.5529 0.5528

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