432 
NACHLASS. 
Computus secundus pro e* K . 
Invenimus 48104773808 -='195497.1 3 3 .7.16 superest itaque ut utrum sit 
195497 numerus non primus investigetur. Tentamus itaque aequationem 
195497 = 16^^ + n 
Lima? =111, Exci, valores x — 
195497 = 44 2 —J— 193561 = 76 2 -J- 189721 = 356 2 + 68761 = 364 2 -f 63001 
= 364 2 —J—251 2 quare 195497 est prim. 
¥sW = 3+f+.ff.+ff = 4,8104773824 4 . . 
+ —0 ’ 3 0703542806 9410475204 9155 
num log = 1 — 0, 3 0703542802 22750981 64 7660 
Computus pro e 271 
e~^ praeter propter = 0,20787957 = 7151.19.17.9.1 0 -8 
— log 51.57.7151+ 8 log 10 —4-tc 
= —0, 305 5019697961 8740193606 8277 
num log = 1 — 0, 305 5019651296 147719901 1 4138 
Investigatio divisorum numeri 2078795763 = 9^*20997937,005 
20997937 = 1848.34 2 -f- 4343 2 numerus primus 
Computus secundus pro e 2 71 
11 .e~* n = 2,286675339858378 
228667536 = 81.16.176441 
176441 = 880xx-j-pp = 73.2417 
log — 1- 8 log 10 4-TC 
= —0, .88 0825474705 3269478285 71 10