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# Title: Leibniz-Handschriften zur Mathematik LH 35, 15, 6
# Folio 61r, page id 00068208:0123
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si eprobiliam a D.
ductum
sit quaecunque nnc qualis.
Ratio motus 1 A. C 1b a. Mobilia
connexa, conjuncta vel insenta, ut uno moto alterum movea–
.
tur, ut rote dentibus, trochleae funibus connectantur.
Auigeaturus
sunt minuatur motus dnius ut a. extrinseco aliquo accidente
aut obsistente
minuetur angebiturque in eadem proportioe
geometrica et celeritas altr, ut si a moveatur
u
ut 10 b ut 20. minuto a. ut moveatur ut 4 movebit
a
b. ut 18.
niso quid obstet. sed nos ponamus efficientium essel
ut tantum praecise progressione anihmelica decedat
neri quantum altii et si a ex  (0. fiat 9). etam
ex 20. frat 19,
Nota quaeritur ratio efficiendi Motum Uniformem: Efficiendum
ergo, ut quandocunque crescit motus, do in duobus mobilibus crescat
inaequaliter. Et porro, ut quando cresct inaequaliter, cesset. Cestare
autem ob vim praeviminantem moventis negat, ergo non crescat
inaequaliter ergo non crescat omnino. Idem de derremento