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# Title: [Physica Demonstratio Qua Ratio, Mensura, Modus, Ac Potentia, Accelerationis Motus In Naturali Descensu Gravium Determinantur] Physica Demonstratio Qva Ratio, Mensvra, Modvs, Ac Potentia, Accelerationis Motvs In Natvrali Descensv Gravivm Determinantvr (shelfmark Leibn. Marg. 126)
# Folio 34, page id 1016733151:0038
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DR ACCELERATIOHE MOEVS
Ccendentetranscurri; d ita decareris.
Ec quidem de lecunda parte CD, Cam 37.
non longiore tempore decuiri, quam
quoprimeparris polterior dimidia pars
cranlmistatuerie, iam pauloanre osten-
lum elt, nec maiorinegorioidem dece-
ceris quoquepartibus cocludetur. Sum-
peaenim C. N, aequaliipliCI, CriE FOTa
AD, diuilaintres partes xquales AI, IN
e ND; ericque velocitas in D, ad veloci-
carem in L, veroca AD; ad iplam AI, hoC
eltrripla: cumque ob eandem caulam,
relocicas quoq: in E, cripla eriam lic ve-
locitatis in C; crie velocitas per toram
DE, cripla relocicatisper coram IC, (I-
curtota DE, cripla est ipsiusIC: ac prO-
inde percurrentur IC, e DF, aequali
tempore.
Similiter dinisa bitariam C D in O. 38.
Cumpeoque quadrante DP, aequali ipsI
KCi toca AE, dinila erit in parres qua-
EUOFXqualeS, AIL; KO, OP, _ PF: id.
eoq; velocitasin E, eric quadrupla velo-
cicatis in R, ve eora AE, quadrupla cst
ip(IUS AK. Atvelocitas quoqueinF, ob
candem rationem quadrupla criam estrelocita-
eis in C: velocitas ioitur per Eoram FF, quadrupla
eltrelociratis perrotam KLC, SicurroraFF, qua-
drupla cst iphusKC: percurrencurisitur HC, e
EF, xqualirempore. Eadem aurem etiam ratio