54] BERNOULLIAN NUMBERS FROM 33 TO B^. 445 



CALCULATION OF BEENOULLl'S NUMBER FOR n = 62. 



Table of the values of the alternate binomial coefficients for the Index 2n + 1 = 125, 

 or of the several values of the quantities C r n when n = 62. 



11 = 62, 2+I = I25 



C r r 



7750 i 



96 91375 2 



46906 25500 3 



"7 61743 44125 4 



17736 70910 94050 5 



17 61577 70018 40875 6 



1224 97403 15126 27000 7 



62320 55385 32048 98625 8 



23 97508 36588 21178 64750 9 



715 59315 48903 94232 15775 1 



16914 O2OO2 46820 45487 36500 II 



3 21917 92460 01984 96178 00125 I2 



5O O2I09 28994 ^458 63688 94250 13 



641 93735 88758 31719 17341 42875 14 



6870 94331 70709 71228 66992 39600 15 



61852 34256 19392 87370 99034 37125 16 



4 71665 45718 35584 15994 82476 00750 17 



30 65825 47169 31297 03966 36094 04875 18 



170 77912 58485 10610 53673 21400 13500 19 



819 08296 12811 25889 76655 76099 87825 20 



3396 19764 43363 75640 49548 27731 20250 21 



I22I6 97736 11804 29497 46947 97853 36375 22 



38244 45086 97822 14079 03489 32410 53OOO 23 



1 04460 24213 63466 32604 17243 44642 59125 24 



2 4951 74978 85308 13877 39472 91774 87510 25 



5 22166 16188 77624 49856 53874 31881 80875 26 



9 58946 66208 31863 85900 05857 23959 04500 27 



'5 4739 1 20472 51416 68156 91269 63661 18625 28 



21 96116 01106 18163 05805 27355 45522 77250 29 



27 43283 89856 36586 73522 85866 05169 97175 30 



30 17467 21788 07033 53213 93231 82841 64000 31 



29 23171 36732 19313 73425 99693 33377 83875 32 



24 93894 45323 96897 03202 59878 22881 79250 33 



18 73'57 774M 09609 66716 26273 77063 54125 34 



12 37912 96378 01133 34525 53015 70928 94900 35 



7 19209 99656 23897 89425 04392 92969 28375 36 



3 66927 57321 84276 67466 75695 46727 75750 37 

 i 64151 80907 14018 51235 12811 13009 78625 38 



64283 22593 00594 66217 95226 73626 21000 39 



21990 55925 01247 7395 44506 36136 05475 40 



6555 45126 69748 64608 39825 74457 90250 41 



1698 09882 21681 87820 24774 13865 60125 4 2 



380 96881 92005 23669 65886 40046 45500 43 



73 74553 l6l6 4 02309 09540 70604 60375 44 



12 26330 18867 72518 81586 54437 61950 45 



I 74311 14722 00107 J8954 60915 04625 46 



21056 11661 68303 95700 76267 02000 47 



2147 16978 65846 78508 95935 12375 48 



183 41067 39645 23348 33526 12250 49 



13 00548 41538 48019 24559 12505 50 



75745 39402 35761 16747 76500 51 



3577 96577 445'9 7'i6o 78875 52 



'35 OI 757 63944 14006 06750 53 



3 995 8 4 72764 70196 44125 54 



9064 80783 31934 39800 ss 



153 12175 39390 78375 56 



i 85429 23159 83250 57 



1529 02664 73625 58 



7 97406 33500 59 



2345 31275 60 



3 '775 61 



125 62 



212 67647 93255 86s~39 66460 91296 44855 13215 Sum=2 m -i 



