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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)
# Folio 89, page id 789395444:0111
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P A R S TTI.
F.A deinde haec bypochelis simplicistima, quia nullam sup-
Ponit ina qualitarem, neque dissimilicudinem in particulis, in
quas materia in initio fuerit dirita, neque etiam in carum mo.
tu; ex quo sequitur hanc hypochelinetiam esse coenitu facil.
limam: Duod idem etiam patet ex eo, quod nihil per hanc
hypochelin in materia suxponitur fuisse, prxeter id, quod cui-
libet sponte ex solo materiae conceptu innorescit, dirisibili
tas nimirum, ac motus localis.
Duodautem ex ipia omnia, quae in natura oblerrantur.
deduci queant, reip (a, quoad heripotest, oltendere conabi-
mur, idque sequenti ordine. Primo Auidicatem Caelorum
ex ipla deducemus, e, quomodo ca causa hc lucis, explicabi-
mus. Deinde ad nacuram Solis pergemus, ex Cimul ad ca, qua
in Scellisfixis obserrantur. Postea de Cometis, e tandem de
Planetis, eorumque Plxnomenis dicemUS.
INITTONES.
I. Per Lcuphcam intelligimus illam partem vorticis, qua,
dum orrat circa axem, maximum circulum describit.
II. Per Polos incellisimus partesvorticis, quae ab P clipti
ca lune remotissimae, sive qua minimos delcribunt circulos.
III. Per Conatum ad morum non incellisimus aliquam cogi-
cationem; Sedeantum, quod parsmateria ita eAt lIta, ex ad
mocum incitata, ue rerera esset aliquoitura, li à nullâ caula
impediretur.
IV. Per Angulum incellisimus. Quicquid in aliquo cor
pore ultra fixuram lphaericam prominet.
X IOM A T A.
1. Pluresxlobu limul juneti spatium continuum occupa
re nequeunt.
II. Materiae portio in partes angulolas divilae. I Partes
ipsuS