3*0 Analecta Transalpina. 
Supra repertum eft effe p ~ i, 005645, hujus ergo eft 
P + I = 2., 005653, L og. p i- X =0, 3022556 
P““ 1—0, 005645, Log. p~ i i=zYy 7515x01 
- . .. 1 . . 1 »;» 
Log. p" ~ == £, 053^7657 
I Log. p* — = 1, 026881^ 
^Log. p = Oj 00 24440 
log. r p* ^ «244578 
p t — 
'Log. j = 2, 9618465 
Log. s r p' — t =~2> 9S62841 
p* 
^ additis 10 __ 
habebis T^gS^I^r' 
0«*M natnerfitti provenientem fub logarithmis finuum, & 
reperies logarithmum CoGnus refpondentis 
9 » 9979 
fubtraflis 10 j _ . 
erit ID — T, 9979518 
hinc Log. D* = 1,9938554 
Log. g = 4 , 7591993 
2 Log . p — o, 0048^80 
Log. gp^D>== 4^ 7579427 
Log. » = 2,2418773 _ 
Log. gP^D‘ ~ 5 i 6°<^54 ~ ia 
n 
quibus in tabulis refpondet a = 3281454 Toiia 
de Log. <» = 6, 5160654 
fubtr. Log. p ~ Oy 0024440 
.. . ~ ■■ -- 1 
remanet Log.j^=: <S, 5156214 =Log.b 
P 
Sc fecundum tabulas b = 5265052 Toif*. 
SicfecundumexpropoGtiscalculis perfccifli. ^.XVII. 
