TROISIÈME SUPPLÉMENT. 
Calcul de P ar formule (x6). 
£... 
.. 0.12136 22111 832 
7) 
4.03209 18172 
U. . . 
.. g.87863 77888 168 
9.3g3i8 8g44i 
.. g.gSgSi 889^4 084 
9.go383 3oo6o 
2 
3 • • • 
.. g.82390 87409 443 
8) 
— 3.52911 37678 
1) 
9.64186 54241 6g5 
9.39518 89441 
w 5 .. 
.. 9.3g318 8g44° 84 
9.91621 60442 
9.06214 79067 4g 
9) 
— 2.63851 87886 
2) 
— 8.09720 22780 0 
9.39318 89441 
9.3g3i8 8g44° 8 
9.92877 18601 
9.62727 67796 8 
10) 
~ i *9 5 747 9 25 9 8 
5) 
7.n766 79987 6 
g.SgSiS 89441 
g.3g318 89440 8 
9.93556 93291 
9.76403 26800 9 
*0 
1.28403 78530 
4) ■ 
— 6.27488 98929 3 
9.3g3i8 89441 
9.39318 8g44° 8 
9.93988 83981 
9.82708 35373 2 
12) ■ 
— 0.61678 18722 
5) 
8.49813 20743 5 
9.5g3i8 89441 
9.59318 8944° 8 
9.94468 99263 
9.86345 80984 
>3) 
9.95466 07426. 
6) - 
— 4*75178 61i38 
9.3g318 89441 
9.88714 67893 
7) 
4.03209 18172 
0 = 
0.43839 483o3 104 
0.42700 92986 3og 
2) — 
1280 84148 078 
5) 
5 12708 019 
0.42888 64188 029 
0.42704 08689 ^28 
5) 
131 11971 866 
6) - 
86461 981 
0.42719 76126 898 
0.42703 49197 347 
4) - 
18 88170 286 
7) 
10766 928 
0.42700 92986 3og 
0.42705 89964 278 
Tome III, 
3i 
241