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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2b
# Folio 197v, page id 00068198:0394
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068198&page=394
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log. v
si liceret ex curvam rationibus vel differentus
ifacere turvas ordinatim positione sa 
concurrentes, haberear fotasse carva
yeur sibus formata
n log s bt sit namer b : b sit numerus erit
logabtn ) = B B +  - n
V
3b 4b
 dn - nam + indm - i dn. et
Cbin
ob
log b+n = n. - nN + R - n en
1b 2bb 36 4b
log 4bqu-
b in aei
log (bb rbuanu)-
fdanda  2b an + indro est log 1ba 2bn + un, seu duplus log. b +n
126 24bb
SbbECh bb + 2bn + nn
Ergo (ban +ndu = ( _ n _ - nn + n - n
bb + 2bn+nn
1b 2b6 363 4b
1 - 2bn +nn + (ubtuns: sibutnu. et
da, G b
bb
ab solvendus erit calculus ut appareat hac an ex ipsis
eriebus aequalitas appareat
n + nn + n + n et) +(_ in + +nm + 8n + 1b n) hoc si dividatur
2 per 2 -1 id est per 1. id est si maneal fiet
In + 2) n + 4) n = 8  N et = Olog - log;
bn
b 
sen Hin si n esset 1. foret
+ L +  etc + 2 + 3 +  + 7 erc +  +  + = et
n-1 n +n +1
+ =1 = 2t1
3.1 -4+2
2
16 -1 - B, 12