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# Title: [Danielis Lipstorpii Lubecensis, Specimina Philosophiae Cartesianae] Danielis Lipstorpii Lubecensis, Specimina Philosophiæ Cartesianæ (shelfmarks Leibn. Marg. 14; ZEN Leibn. Marg. 14)
# Folio 208, page id 746572255:0232
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# Lines: 32 recognised, mean confidence 0.90
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O
A P P F N D I C IS
EOC0 A D i I C FO
Xamen Guaeltionis;
um ex falsos possit directe verum elici?
IIIC examini anlam dedcrune cheles
riumphales Claristimi Viri. Dn. Andrex
 lacquet, Societaris Jelu alumni, e N 2-
o
chematici non vulgaris, (urpore cui de-
bemus eleganrem tractatum Annulariu
 Cylindricorum, anno L1. ad Sereniss.
TTollacix Principem perscriptum) L0-
vanii anre semestre ab TIlustris. Comice de Bouchour in
Collegio Socieratis ad disputandum propolita, e Scrc-
nissimo Austrix Archiduci Lcopoldo corona triumphalis
Locooblaex: quarum illa, quae Gcometrica cA, huc app0-
nenda venie, cum mulca in le contincat scicu non injucun-
da, mihique Forlan alibi accingenda lic. Sic aurem lesitur:
Geometriae objectum est maenitudo terminata. FX figuris regu-
laribus sola Triancula, Duadrata Flexacona replere supersi-
ciem, sola Trianzula, Quadrata, Pentazona aequalia corpus con-
tinere possunt. Anculi contingentie paradoxa omnia desinitio
VEET. lib. I. Elem. dissolvit. Impossibile est, ut anculus curvilinens
aequalis sit recrilineo. Methodus indivisibilium non est Ceome-
trica. Fx Talls polse verum directe elici novis exemplis
Creometricis contirmabius. Datur locus seu satium qua-
drilaterum finitum e parvum, cujus anguli ab oculo ubicunque
intra ipsum posito videri nequeant. Datur fieura, cuius perime-
ter major est circumscriptae sibi fieurae perimetro, ee minor peri-
metroinscripta. Inter anzulum contaltus, es spatium ab hyper-
boba