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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18C
# Folio 207v, page id 00068193:0420
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De Concurm Corporum.
libus componerentur. Hinc etiam cum omnes conatus quo-
(o.
dammodo exitum habere arbitrer, si torpora A, B, radis c
jurdam eatremitatit; affina circa medium velut centrum
se
ferantur atque’ita recedere ab eo conentur, arbitror reve-
A
ra recedere et tendere ab 1B ad C, sed imputsu contrario
corporum insensibilium rursus versus centrum repelli à C
ad 2B, nequi aliam etie cautam adhaesionis; ut mox amplius
patebit. B
Prost. 18.
di m corporum concunrentium composito ex concur
su gyrus oriatur, is fit circa centrum commune gravitatis,
et motibus contraris reciproce proportionalibus seu respective
aqualibus utrinque compensantur. Atque ita et vis respection
eadem et vis, progressiva seu progressus dicti centri rectus
d
uniformis conservatur ut in motibus rectilinuis, ita et m
1.
circularitus uniformibus, aliisque curvilincis qui horum com
V.S
positione nascuntur: Quod si tales non sint motus, saltem
tales intelligi possunt copatus, et speciatim ultimi conatus
ante concursum; qui poinde dictos per se motus, vel saltem
si impediantur tales rursus conatus producent summano
diretionis conserrantes.
Haec directionis totalis conservatio sequitur ex praece
dente; quoniam in rectilineis uniformitus veram etto supra
ostendimus (prop. 12), et ex his por dictano pracedentem omne
alis componentur.
a
Sed hoc interpretandum for et subm
telligendo motus quosdam insensibiles corporumo insensibilo
um ambientium, quoram imprestione conporum partes
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