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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 2, page id 79876922X:0046
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# Lines: 60 recognised, mean confidence 0.79
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Prodromus.
cerius determinate coonolcen
di casimitandi, a ad nova qua
visalia nobisconcellanobispol.
libilia, constituenda Capienter ap-
plicandi.
d. F-
Num inquam rerrm, L. C. Cet
Onancitatem, seu vim certis A
nibus restrictam, intus de ab extra
orotitentium, (de lic non nili per
Machelinisicime coenoscibilium.) Nam infini.
rum Ens (quod unum solum semper est, lo-
lumqueproprieper se subsiltic, nec est loco ni.
hilisalcem Cacutum) uti numero non constat;
ita formam finibus restrictam respuie, et sic na-
curam rationibus constantem in se computaboi
lem, abhorret; potius Fsentiam indirilibilem,
interminabilem, nulsi fini adstrictam; sed liber-
rimeasentem de aternam, habet, uno semper
ec eodem satu, mero actu, sinemotu, sine omni
impocentia, saudentem, una semper, et ca
demratione (intinitâ nempe) se habentem. C.I1-
IusFxictentia ex eo demonstrata Sole clarius e.
lucet, quod hoc universum (loco nihili catu-
tum; atque penitus, ex omni parce, finibus re.
Arictum) sinsulis momentis in essendo denuo
cepraelentetur, nonnisiper Vices sic, de non nili
secundum prius de posterius (illa vice pra-
teri.
Canda
 ()
II. 91.
est cet
bils.
Pro
dlos
les, G
res I
COnED
teni (
nihilo
eler ACI
Mul de
Muneo
sens est
culdeat
Pilat, Vd
DenIIS.
reiil et
pnit
pulialiu
MmIS,
quot
3CM.
itblil
Ent
essrest
Peteu
Uil PI