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# Title: Leibniz-Handschriften zur Mathematik LH 35, 2, 1
# Folio 310r, page id 00067993:0621
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Hac
hoc modo
problemata indices
hhujusmodu inveniendi
muta infinita ad quadraturam circuli revocari possunt
tum scilicet ostenditur ex hoc rujusmodi
calculo dati
tali indice haberi quantitatem eodem modo compositam seu
Quadraturam
in hac serie adeoque quadraturam.
autem ciruuli redux + ad simplicem inventionem cujusdam
logarithmi compositi
nec pronde nempe
1+ + 131.- 
a curva tali pendet verae ab inventione ipsius 
 hae
curon exprimit est proportionalis circulari tianscendenti.
itque ita ope horum verorum exponentium
indices illi affecti inveniuntur
Nota quia fit bp
2y- v
hinc patet
posse metolabum sectione anguli q quodam modo
effici, nempe  inventionem duarum mediarum
per anguli trisectionem