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# Title: Leibniz-Handschriften zur Mathematik LH 35, 10, 11
# Folio 12v, page id 00068164:0024
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mihi exitum reperisse. Dicam enim compoier
e
2 Contactus, qui in puncto essedicitur
utreque: quemadmasum locus conts utruma
Id
couc
copporum, se tangentium extummum continet La: Dit
Recte exilius et superioribus, tuis congruenter
neque ita habeo quod obsiciam huic sententiae trae Ch: Muta-
tionem ergo nuper pno scriptam velut postiliminio re-
2
c
mus in naturam. La: Modo teneamus effents
2
apriratio
ipso
fetent
permisum erit, Morum definire mutatione
f
i caleo esse
1.
corporis ut GH AX ABvel 1G. H. rer s E, F, vel 3G3H
sateri debes motum esse compositum ex novisst
GAB ac
moto
Mo
momento existentia in loco e quo firerrrimo momen-
ta
o
perimo
xistentiae in lvco
charine
gnonfit mor
us conporro
Lraesojam L designami hi locum proximum inguem
fir. Ch. Designato ribi quemlibet
c vel 2G2H
E
C D. Sa Aiego
non quemlibet, sed prosimum quaso. Ch: Satisrideo
ut proscmus sit interrallum aAtC. deberemini
Q
num esse. Sacid aut necesse est mobile de loosF. B. in
L c
locumeet. ire per laltum itant non eat per locos
C
intermedres
(verbi gratia
4
t
2C
CD) omnes. quod imposorbile
est.
Pa. ita la
est. Pa
fortasse
Pa ita sane
et licet momentanens
dici soleat, duo tamen
momenta continere
esse contactum vel agureata
duorum statuum oppositorum, nn rere
quemadmodum vulgo
palosophi mutationim
et motum concipere
videntur
M
n
es
ACE DD
.