54] 



BERNOULLIAN NUMBERS FROM TO . 441 



CALCULATION OF BERNOULLI'S NUMBER FOR n = 32. 



Table of the values of the alternate binomial coefficients for the index 2n + 1 = 65, 



or of the values of C r n for n 32. 



H = 32, 211 + I = 65 



G r r 



2080 i 



6 77040 2 



825 98880 3 



50473 81560 4 



17 90137 99328 5 



402 78104 84880 6 



6099 25587 71040 7 



64804 59369 42300 8 



4 98105 89663 01600 9 



28 33960 39082 73840 10 



121 45544 53211 73600 II 



397 37053 30616 65800 12 



1002 59642 18786 64480 13 



1965 40727 14605 56560 14 



3009 10630 52706 45216 15 



3609 71421 70081 32870 1 6 



3397 378o8 65958 89760 17 



2507 58858 77255 37680 18 



1448 19483 16025 15360 19 



651 68767 42211 31912 20 



227 06887 60352 37600 21 



6O 72772 26605 86800 22 



12 32156 69166 40800 23 



1 86789 7II23 63100 24 



20737 46998 21536 25 



1642 10735 15280 26 



89 50689 96640 27 



3 19667 49880 28 



6961 90560 29 



82 59888 30 



43680 31 



__ 65 32 



__ 

 18446 74407 37095 51615 Sum = 2 6J -i 



56 



