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# Title: Leibniz-Handschriften zur Mathematik LH 35, 9, 1
# Folio 30v, page id 00068125:0060
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uttoslendotunc enim omnia erunt in aequilibrio
sive inquiete, sed non aeque inpotestate esse uiden.
tur innumerabiles alia quaestiones motuum,
Inprimisillae qua circa corporum concursas, com
municationesque uersantur. ) LVB I Faxout ui-
am hic quoque apertam agnoscatis. ante omnia
autem duplicem uim distinguo, et si nomina con-
Dere permiltitis unam mortuam alteram uivam a
pescabo; quae sunt interse ut finibum adinfini:
tum, seu ut punctum sive potius inilium Linece
ad Lineam soleo tamen uim mortuam magis apella:
reconatum duim uiuam impetum  G) noua
profecto progers, et in magnam nos caepeotatione
(m
erigis oriturita (ZVB. ) quemadmeodum Linea est
vestigium puncti successiuum in spatio, aut super
ficies vestigium Pinere, dum scilicet mobite in
spatio nouum semper motuvestigium suiprodu
eit, quae simulomnia nouam constituunt di-
mensionem; it a impetus generatur nouo convinue
conatuin corpore producto, e priori superaddito.
impetus ergo seu quod Germanis rocatur Deeschro
(ng
continuata conatus noui impressione concipitur
ut in grauium acceleratione, abque hoc eot quodno:
taverat Garisaus e pluribus expsivuit Borersus
uim percussionis comparatam cum ui gravitatis
esse infinitam) BA) idem ergo dicere porerat de
motu quocunque semper enim intelligi potest de
scensu grauis ea aliqua altitudine producrum
esse ) LVB) recteigitur genera liter pronuntio corpus
corpus omne in motupositum habere impetum, seu
nimuuam.
1.9
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