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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18C
# Folio 213v, page id 00068193:0432
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De Concursa Corporum
sed accedente conatu paracentrico m circularem mu
tato oritur circulatio quoque unifor mis, quod memorabite
est, experimentisque consentit. Habemus ergo conversio
, c.
nem motus rectilinei m circularem per conatuum re
etilineorum compositiones explicatam.
Certum est eaplicandam etre causam cohaesionis ex tus
qua de corpore intelligimus, uti sunt magnitudo, figura,
quiesve aut motus. Sed praeter motum nihil horum ad
rem facit. Sit enim (fig.) corpus ABC, cujus pars
AB impulsa reta veniente in DC, non relinquat BC m
loco priore, sed seum moveat. Qvaritur ratio hujus tra
ctionis. Et quidem si velimus eam ad pulsum reducere
concipiento hamos quosdam corporis unius AB inserim
ansas corporis atterius BC, vel, funes quosdam aut, pleaus
fitratos aliamve illaqueatriuem teaturam cominis cumut
nihil egimus; quia rursus quaeritur, quidnam fibrarum
hamulorumque partes connectat. Contactus autem tolus
vel quies unius apud aliud aut motus comunis utique non
sufficit, neque enim intelligi potert cur corpus unum aliud
ed
frahat, ob hoc solum quia contingit. Et im universum
2t
non intellegimus aliam rationem eur corpus moveatur
nisi ideo quod duo corpora meodem loco emse non possunt,
et proinde uno moto et alia moveri necette est, in quorum
hoc locum subit; atque ideo omnis tractio ad pulsum re
duci debet. Hem ea naturae legibus hoc loco conferimus
Et quemadmorum  lege mutationis quae per saltum etse
non debet, ostendimus omnu corporn etse flexilia, seu
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