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# Title: [Danielis Lipstorpii Lubecensis, Specimina Philosophiae Cartesianae] Danielis Lipstorpii Lubecensis, Specimina Philosophiæ Cartesianæ (shelfmarks Leibn. Marg. 14; ZEN Leibn. Marg. 14)
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2
P A R S: S E C V N D A
oradibus relocitaris, una cum duabus quintis, ae que ccleriter
mocumiri, quam corpus B.
3Casus. AC(i Corpus B eriplominus exiltens COrpOECC, Cum
Sedecim sradibus relocitatisOveretur, C aucem cum duo-
bus, dico, quod C, polteacum to gradibus velocicaris, una cu
duabus quartis, vel dimidia parce, a que celeriter moveatur,
quam corpus Bcureliduis, poltcomunicationem iplirelictis.
4Casus. Denique, ( corpus B dimidia parce minus exiltens
Corpore C, quinque gradibusrelocicatis praedicum (It: C. 2U-
cem unotantum, dico, quod corpus C poltea cum duobus
oradibus, una cum quaruor decimis, vel duabus quintis, aeque
relocirermoreri debeat, ac corpus Bminus. Fticade caere-
ris estjudicandum.
Sed quoniam haec philo(ophandi ratio Congissimis para-
langis a recepta antchac e vulsari abir, a PFOPECECAMONNC-
tmini haec oblcura aue incerta videri poltene, iccircopaucis
lubjunsam viam quandam compendiolam huijus calculi in-
cundi. Scilicet in gnoris calupropolico circulpiciendae prius
unc proportionesmaonicudinum inter se mucuo, nec minus
catundem celeritatis: deindepro ratione molis unius, corgra-
dus lubducendi lunt ex altero corpore, quor exceltus magni.
cudinis cum excelu celeritatis comparatus requirit: ubita
menledulo carendum; ne plures debiro Tuberahantur gra.
dus: alias enim xequalicarem morus scu celeriratis post mu-
tuum concurlum collent. Res exemplis eradet clarioi.
In primo catu B cA ad C uc 4 2d r, gradus aurem relocira-
tis in B concipimus 20, in C Talcem 2. Iraqueob excellum
magnicudinis, quatuor sxadus morus in B a quipollene uni
oradui in corpore C. Subducamus ex corporeB gradus 12,
Qui aequipollent z in C, delic remancbunt 8 in corporeB. NIon
aurem plures gradus suberahere licet ex corpore B, oradui
iniin corpore C aequiralentes: quia sic tantum relinqueren.
cux gradus quatuor in C, quodpuona cum motuum aequa
lITaTE,