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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18C
# Folio 209r, page id 00068193:0423
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laret
bit
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am
nat
ita
+ esse
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2 ade
gyr
n Est
est
qui
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fi
De Concursu Cerporum.
ca hoc ipso jam quod de quiescente centro ostendimus con-
fi
icitur
idem et lin moto. Quonam enim ortentum est prop.
5. compositiones motuum rectilineorum seu hypotheteos
C
variationes nil mutare n phaenomenis, ideo possumus ta
lem angnare motum communem toti comporito, ut perin-
de sit ac s omnia in navi ferantur, in qua spectanti qui-
escat centrum gravitatis, etn absoluté seu ea ripa im-
mota sectanti eadem prodeant phaenomena quae antea.
s
m in navi omnia fieri debent eodem modo, sive moveatur
e
sive quiescat navis. Itaque m navi etiam port concursum qy-
fo licet oriente quiescet contrum gravitatis, si ante concur-
sum quievit, quemadmodum pault ante ortendimus futu
rum ette, si navis motut abesset, seu centrum revera
quiesceret absolute: Interim totum motu navis seu
motu communi progrediitur; et ita efficietur, ut catra
navem spectanti centrum gravitatis Mout ante concur-
sum supposuimus, aequabiliter porro progrediatur, atque ita
abtolite loquendo progrediatur ut ante tinc ulla gy-
p
ratione.
Caetera autem puncta ut in navi gyrantur
circa isum contrum velut immotum, et praeterca nimul
cum, ipto motu comuni rectilineo progrenionis totalis
progrediuntur; quatenus autem gytantur, compensant
moium progrehus et regresus seu motus contrarios
Cor
in quo utique latera opposita in contrarias partes fe
si
vis
funtur, atque ita semper respectiva conservatur; et si
aberarentur omnia a gyro et directiones in tangentibus
osequerentur, haberent priores celeritates reqpectivus,
quas
e hot