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# Title: [Renati Des Cartes Principiorum Philosophiae Pars I, & II, More Geometrico demonstratae] Renati Des Cartes Principiorum Philosophiæ Pars I, & II, More Geometrico demonstratæ (shelfmark Leibn. Marg. 31)
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84 PRIHOIPIA PHTLOSOPHIA AC.
ac hoc est contra hypothelin: ereo aequali ri celeritatis rer-
TUSOMEeS DAFEeS MIOVEBUNEUE, G. Cr. Certium.
Denique, Sicorpora non equali cum manu vi celeritatis
movereneur, aue manus cardius, vel minori ri celeritatis, aue
celerius, vel majoriri celeritaris morebitur, quam corpo.
ra: Si prius, manus relittet corporibus iplam versus can-
dem partem sequentibus (per propol. 3T. hujus): Si polterius,
corpora, quae manus sequitur, ex quibulcum rersus candem
parcem moretur, ipsi relittene (per candem): quod utrum.
que eA contra hypothelin. Ergo cum neque cardius, neque
celerius moveri potest manus, aequali riceleritatis, aC COF-
Pora, morebitur, 9. c. d.
Si quaris, cur aequali vi celeritatis, non vero ab solute aequali cele
ritate dico: lese Scholium coroll. prop. 27. hujus: Si deinde quaris,
an manus, dum ex. er. ab A. versus B movetur, non resistat corpori
bus eodem tempore a B versus  aequali vi motis: L ese propos. 33.
hujus, ex qua intellices, eorum vimcompensari vi corporum (haec enim
vis per. 3. part. hujus prop. illi aequalis est,) quae ab A versus B cum
manu eodem tempore moventur.
e ute a a
d. aitu  V a.
Si corpus aliquod, puta A, à quacumque parva vi versus quameum-
que partem moveri potest, illud necessario cingitur à corporibus,
quae aequali inter se celeritate moventur.
D E M O N S Y R A X F D.
Orpus a undequaquea corpelbuscnelcebet pet PIo.
DOI. 6. hujus) jque vertus suaeunge Palte aesla.
liter motis: Si enim quiescerent, non à quacumque parra vi
Corpus A vertus quamcunsc Palce uc supponteurs 
veriporet; sed adminimum a cantari, qua corpotd, spcu
Aimmediate tansentia, secum morere posser (per aX. 20. hu-
jus). Deinde si corpora, a quibus Acingitur, majori ri vertus
Umamd.