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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18C
# Folio 209v, page id 00068193:0424
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De Concurnu Conporum.
quas ante gyrum habebant, et gyrantia ut cunqu divita
in duas partes haberent celeritates earune invicem rece
dendi corporibus reuproci proportionales et ips quas ante
uis
concurrum habuerant aequales. Itaque ut in motibus
rectilineis per celeritates contrarias corporibus reu
procas, ita et nuno m ggris oppositis per easdem ea dem
Se
proportione distributas celeritates respectivae, adeoque et
S.
respectivae vires conservantur: dum interim motu comuni
Cntri gravitatis seu totius compositi motibus contraris
respective aequalibus superaddito praeter vim corporum, agendi
in se nvium, etiam ipsa vis agendi comunis, seu vis pro-
gressiva totius componti vel suma direitionis totalis con-
s
servatur. Coeterum plures gyri particulies quoque fieri
C
-
possunt in componentibus, ubi etiam contri cujusque particu
e
laris ratio habetur.
t
Res etiam ea praecedenti propositione ortendi poterat, hob
. 1
vires tanc respection quam Mogressivae
conservantur mmotitus rectilines uniformibles, tales
2s
autem sunt omnes (ea praecedenti) posito scilicit adha
u
siones quoque seu firmitates et adeo distantiam quoq’à cen
3s.
a a p.  
tro servatam ex insensibilibus impremonibus ambient,
um oriri.
sed quia ambientium impresmones a conati
bus recedendi gyrantium compensantur, nec inde quic
quam viritus iptis corporum msitis a motu rectilineo
mgyrum versis derocatur; supererunt eaedem quae ante
vires tam totales, quam respectiva, ut eaplicatum ett.
Qon sane admirandam nec satis consideratam hactenus
naturae in tuendis legibus constantiam atq harmoniam
decla
ded
au
car
Mm
au
et
aut
se
ra
qua
bite
se
d
7
a