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# Title: Erhardi Weigelii Sacrae Caesar. Maiest. ut & Com. Pal. Sultzb. Consiliarii, Supr. Artium Archit. Directoris Saxo Ien. Mathemat. PP. totius Academiae Senioris, Philosophia Mathematica (shelfmarks Leibn. Marg. 65; ZEN Leibn. Marg. 65)
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SFCT I. DEFINIT. II.
ecrina finitarum rerum accurata, qula inde o.
mmnis aestimatio progreditur:) vel pure dicitur,
_ ect id iplum infinicum (infinicus terminus, id
intinicenesans) quod directe cositamus, quando
Olane non cositamus, quando mihil COSITaMUS:
Ica enim senuina facies ejus quo d plane nihil est
expre(sa Aistieur in mente, quando plane nibil cosi-
tatur; vel restexe dicitur, et eAt id, de quo, tan-
quam de objecto, cosicamus, id quod tamen
extra cosicacionem nolcram nihil ett.
connocando finibilitatem seu potentiam fini-
tionis, dici solet spacium; circumstitire, ut sic
Loquar, cogitacum Nihil connocans determina
cionis actum, Finis appellatur. Infinitum enim
eAt ro TTihil pure cositatum, l. e. Cine tine, Cine
re guacunque, cogitatum, quando Nil omnino
cogicatum pro objecto cositationis PONIMIS.
e
Hoc ipso enim infinite nihil, i. c. Plane nihil, c0-
ricamus: Tolum carmen Nihil hoc finiri porelt
etiam in intinicum, quia infinite nihil est, de in-
finite nihil (seu nec quicquam) potest, adeoque
non relistie, nec repusnat, quin ejusdem locof.
nes de tinitae res quaecunque qualescunque co.
Sitari, et reipsd extiberi queant. Diciturgre
haec potentia (imo haec impocentia) Non re-
puenancia, ee delienatur inter erphras. Nulla
seu circello, charactere Vacui, quod Numero
inchoamencum, (non principium) larsitur.
ici
Iente
Me.
MC
ner
A