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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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2
Beer. II. MIenBEVM III.
glus ex minus medio conlihu loco. Datis erso
cerminis sisficientibus iisqre omnibus expres
lis, ue in Speciebus vulso dictis (in Addicione
dSuberactione de Mulciolicarione, dt Divisione
inque Resula de Tri quacunqre) si erracum tu
erie secundum plus; ponendumminus est. de vice
verla, ip laq; huctendens operatio reastumenda.
d. EI. Licet aurem. termini non omnes sint.
expresi modo Rationes, quibus involuts ett
ienocus terminus, in promtu sint, de sic res lalra
elt. Fcenim, loco cermimisnoti, led selide.
raLI (1) Sisuum. ponitur quodcunqre, mrale
cunque, mecaphysicum (nimutum nomen ens
Ut (C, Ceu Res,  Csa, ItalIS. Cosa COrrIPCS
Coss, (hinc altimatio lxc Cossica vocatur ab
Autore, metaphysico arabica realii Cebro, dici
cur Alcebra) Rndix, Charactere (i) aut licerali
Symtolo. (a) quod speciem nonnulli dicunt,
hiinc alsebra Specio (a) (2) Siono huic applican-
cur datae Raciones involventes terminum qua
licum, eo modo. ex reali. ordine, quo. dantur,
donec prodeat Productum: quoddam. in Ided
hac signance, quod reali e cum termins. ex-
prestis.una: dato simile. producto est; tanquam (
enato, diciturque. haec. relatio AiON AFIO.
Ilxec. (3.) reducicur ad. cerminos, quam heri pot
elt, minimos, donec. ab una parte. Cola Radix ((0.
lum V. vel 2.) ex altera determinatus. V alor e.
us, quem quaesivimus; appareat. Id quod Lx-
emplis, alsebraieis intra distinctuus incestiset..
D. 120.
OSINI.
12 II III
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