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# Title: Leibniz-Handschriften zur Mathematik LH 35, 10, 1
# Folio 7r, page id 00068154:0013
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si incipissemus spatia ind seu
radios inde a C seu n minima, rest
nn processisset nam positot
tunc spatao X fierent e
t
ompressiones ut X. Ergo velocitates
ut Xx jam  spatiorut
elementa dx, in omni motut
sun ut v dt. ergo feret 
at ut dx: XX. seu
4+
re
ut 7: X. H.jac reduct
ut figuras
sit C940
ese
dircorix cua ad
ta
L3
quem eE ipsis CG
duplicatis reciprocete
proportionans seu hac
Hyperbo locides auactatica
Et siat CT ipsis CG reci
prvce proportionales
fiet Y
Hypubolo
ix portio
et erunt ipsae G aquales
nalet
spatiis infinitis heEGes
adonque infinila
alium
percuum deberet Recidum
vercurii deberet tempore
infinito. Et vicissim tempo
is cum infinita  sit
propea
a
inficilo atina
pati n s toti ler
A C ete E 2. seu tempori
d
et
fafinitor
arvarrtionadis
egratis trrinori. quod insum
el
tur ab initio ergo infipto
tempore opus esse liad phitem patii
Monsmittendam. Quod et verum est quia
glibus in centro ipso positus non excotiet
ideo talis notus ubi velocitatesres
cunt ratione spatiorum non pt inipere