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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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pas sit ad parte
separa
Lt PRINCTPLA PHILLOSOPMLE aC.
TII. In duritionihil aliud sensus nobis indicat, nec aliud
de ipla clare e distincte intelligimus, quam quod partes du-
rorum corporum motui manuum noltrarum resiscunt.
TV. Si duo corpora ad invicem accedane, vel ab invicem
recedane, non ideomajus aut minus spatium occupabune.
V. Pars materiae, sive cedat, Civeresiltat, non ideo natu-
nam corporisamittie
VI. Mocus, quies, figura, et similia non porsunt concipi
SINC exTenSiIOnC.
VTI. Olera sensiles qualicates nihil remanet in corpore pre-
ter extensionem ex ejus affectiones, in Part. 1. Principior. me-
MOraLE
VTTI. Unum spatium. sive extensio aliqua non potesces
seuna vicemaior, quam alia.
TX. Omnis extentio diridi porele, Paltem cogitatione.
De veritate hujus axiomatis nemo, qui elementa Matheseos tan-
tum didicit, dubitat. Spatium enim datum inter tanzentem et C ir-
culum infinitis aliis circulis majoribus dividi semper potest. Quod
idem etiam ex FCyperbolae A(imptotis patet.
X. Nemo fines alicujus extensionis sire spacii concipere po-
relt, nili simul ulera ipsos alia spatias hoc immediate lequen-
tia, concipiat.
XI. Simateria (iE mulciplex, neque una aliam immediate
tangit, unaquae que neceltario sub tinibus, ultra quos non
datur materia, comprehenditur.
XII. Minutistima corpora facile mocui manuum nolera-
rum cedunt.
=III. Unum spacium aliud spacium non penetrat, nec
una vice majus cst, quam alia.
XIV. Si canalis A Cic ejuldem longicudinis, ac C; aFC
A 
N
M
trmmum duplolatior, quam A: EF aliqua ma-
teria Auida duplo celerius transcat
MIIII) per canalem A, quam que Cran (IEPeF
canalem C; tantundem materia co.
dem
ee
+ et 5.
dentur recte 
e
stend
Zac