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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 109, page id 79876922X:0429
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illo
e
1- 1B
l. 8
d. 8
st
ASAPTENETA DNVINA
1
Figuralis Ovanciratum Rvolutio reguirit fsu
ralis Involutionis praecoenitionem, ejus qui
dem ut praecipua, qua quavis Onanticas in se
simpliciter aut mulcipliciter didueta, hi. C. IIIFOF
serres sui valoris ducta, quantus volor ejus ett,
velut in suiplicas mulcas, ulera se expolita, (mii-
ciplicata) qualr in sui proxeniem producta, cer-
10s reluti effectus Agurales edic, Porestaces vul-
60 dici solent, qua diversam quidem lonee
quantitacem conslant de constituunt, ab ea qua
progenerantur, tanquam d radice, Ccirpe, sipi-
ce; ita tamen, uc contrario proeressu cogitatio-
num Radixhac erolri hinc d extrahi, vel utre-
mota scacuriso Ruminis protundi, recro sapien-
ter commeando deteri de inveniri possit. Id
quod luare est praeindium illius inguisitionis.
in qua SummaSapientia consiltit, scilicet C au
sarum ex effectibus, Essenitiarum ex earum ope-
racionibus: ut non immerico dicatur: Folix, qui
rerum poruit coenoscere causas. Licet autem
in discrecis unicaribus Diductio haec figuralis
nil sic aliud quam nuda (ordinata tamen) com-
politio, seu smut sumptio, tor serierum sinsu-
larium, quot in umverlali species numerica de
Signac, quae radicis loco datur; in continuis
excensis _ intensis rebus tamen figuralis haec
Diductios praeter coordinatione, etiam formali.
catis situalis aliquid subintere, cum monthi
Ouancitaris mocu in cransvertum; dum A recta
in se ducitur, id est, ad suiquancitatem usquein
36
TTaHS.
li
D. 3
pecio
F
109