Axel Soderblom, 



log c 6>i = 0.5747 267 — 4 log e 6 , 2 = 0.2559 680 — 3 



log g\ = 3.8419 629 log <7f = 2.4034 514 



0.4166 896 0.6594 194 — 1 



c 6 , t gl = 2.6102 952 log c 6 = 0.4866 816 



c 6 . 2 #3 = 0.4564 775 log s -6 = 0.4407 537 — 7 



c r = 3.0667 727 0.9274 353 — 7 



log c 7 = 0.9897 000 — 4 

 \ogg\ = 2.5613 086 

 Io g 1/73 1 = 1-2017 257 

 log s -7 = 0.3475 460 - 8 



0.1002 803 — 7 



1 = 1 



c 2 g 2 s~- = 0.0031 0584 C 3 <7 3 .s _3 = _ 0.0001 4925 



c^gls' 4 = 0.0000 4019 c 5 ^ 2 ^ 3 *- 5 = — 0.0000 0444 



7 G. 



c G /7- e = 0.0000 0085 c-i.glg^ 1 = — 0.0000 0013 



1.0031 4688 — 0.0001 5382 



— 0.0001 5382 



1.0029 9306 [1 + c?g-2 . s~ 2 + C 3 g 3 . a" 3 + .. _.] 



log [1 -f c 2< <7 2 . s~ 2 -f- c 3 </ 3 . -<r 3 -+-...] = 0.0012 9793 



log- fa = 0.5466 0386 



Ji ]/x i _ @ x s 



fa i — 8x* + 5x 2 + 14,* — 4 



log u = 0.4546 9407 



= 0.2849 0111 



valeur de u dont le calcul a ete plus commode et plus simple encore 

 que celui fait par la methode indirecte. 



