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# Title: Leibniz-Handschriften zur Mathematik LH 35, 1, 26
# Folio 1v, page id 00067988:0002
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satis tamen agnoscentur ab his qui
mecum cogitabunt totam naturam corporum
physicam nihil aliud esse quam Geometriam
materiae aapplicatam, et posse a nobis
tot experimenta sumi circa corporum naturam
imo saee jam in promtu esse, ut non credam
desuerem tenturas intimas multorum
com eorum texturas saepe definiti posse,
maximo medicinae bono, si sufficientia
saepe data haberi ad veras corporum
multorum texturas interiores cognoscendas
maximo ranitatis nostrae et generis
medi generis humani, bono,  si
sanitatis cu nostrae v curam gerere vellemus
et si Geometrae inciperent exhaustis
artis suae praeceptis jam serio in natura
explicanda laborarent; Nunc enim; si sic pergimus, ut hactenus factum est
d
dolex nos tantum
antum
tantum colligendo 
nec laboribus nostriium fruemur ipsi
tandemque tot praeclaris experimentis
in unum congestis uterentur. Quod
niso faciunt omnis peribit nobis laborum
nostrorum fructus, pos quos post multa
secula vix denique percipiet posteritas
Haec cum mecum cogitarem observari attentius
in Geometriae observarti in Geometriae
applicatione ad naturam aut mechanicam
 occurrere plerumque problemata
longe diversa ab his quae vulgo trastant considerant
Geometrae planeque per Algebram intractabilia
unde plerumque eos a limine repelli
non miror velut a limine reputsos
mirari deso. Unde pancise non nisi
panc xaros et paucissimos et maximos tantum
Geonetras in hoc aaere specimina
aliqua alicujus momensi dedisse videbam,
caeteris velut a limine repulsis. Agnito
ergo Algebrae defectu, cogitavi de vera
Analysi Mathematica sive via certa
ac determinata, per quam semper
certo ad propositum, pervenire possemus.
Hanc tandem asseculus mihi videor, ut quae
adiutus mi summorum Virorum, inventis,
sed quae tantum sistat ab Algebra
communi, quantum Algebra Eod longe manjis
distat ub Algebram communi, quam a vetere
Plgora hodierna hodic receptam
infinitis transcendit modis. Modum
docet enim solvere problemata, quae