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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)
# Folio 78, page id 79876922X:0564
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ARCMIMETRICA DICLALHEMA
quae ita inter se aequartur, ut carum iummato-
cum exactislime conticiat, nec gmequam quod
vel majus sic vel minus una desit aut siper
CIt:) Minime inquam particule, prouein una
ferie, in unotractu, mucuo se integrineur, 
simul siumuntur, dici lolent Unum, Toium, Va
lor unus, una copia: li series earum ii centi
auum dispolica collincet udl unam eandemque
plasam, Recsp dicitur: de Dirersentia qua simi-
lem concerme eransversalem sibi, ita ut nonma-
Bisu hanc partem quam in alteram proendeat.
ab ea parte Recta Diversentia de Situs perpen-
dicularis dicitur.
5. 2. Sec quando Vnum Focum hoc in
cerras partes detinite parras, ee praecipue in ali-
quotas, leu aequales inter se, exacte torum con-
Cumentes, interstinsuitur; tunc guaevis parS
eiusmodi, (pars detinica quavis) in se conti
nec, ab inera Coli DFO notum numerum parti.
cularum minimarum; nobis tantum permen-
turam aut proxortionem ab extrinseco perspe.
etum. Omnes autem partes tales aliquocae .
mul ee in unâ summa, larsiuntur nobis non so-
lum qua Duocitatem omnium, sed a quâ Can-
citatem Cinsularum cornitam quam mulrieu-
dinem, uc ita loquar, h. c. cerrum numerum;
quem numerum pro lubicu nos ipH, (quot X.
quales partes esse voluerimus) supponere rale
mS S Racvere.
E
5. 3. Si