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# Title: [Joh. Henrici Bisterfeldii, In Illustri, Schola Albensi, Theol. & Philos. Professoris, Philosophiae Primae Seminarium] Joh. Henrici Bisterfeldii, In Illustri, Scholâ Albensi, Theol. & Philos. Professoris, Philosophiæ Primæ Seminarium (shelfmarks Leibn. Marg. 1, Stück 1; ZEN Leibn. Marg. 1)
# Folio 129, page id 797899227:0253
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 P. VIII.
T29
2T. 35. Fx ipso, per ipsum,  In
ipsum sunt omnia.
V. Fx ordine oriuntur utilissima
axiomata.
T. Ratione entis. I. Omne ens.
est ordinatum.  vicissim. 2. PT on
ens non est ordinarum, e vicissim.
3. Duale  quanium est ens, talis
e tanius est ejus ordo, e7 vicissim.
IX. Ratione principiorum en-
EIS. L. Omicgnid habet essentiam es
consistentiam, illud est ordinatum: es
vicissim. 2. Duod non habet essen-
tiam es consistentiam, id nec ordinenz
habet, e vicissim. Dualis e quan-
ta est entis essentia e consistentia, talis
etantus est ejus ordo, e vicissim.
TLE. Racione Cxterorum aErI
bIEOrUM L. Omne ordinaium est
unum, verum, bonum, (5C. C7 Vi-
cissim. 2. Quod non est ordinaium.
nec est unum, verum; CCC.  Vi-
eissim.3. Dualis es quanius est re
Ordo, talis es tanta est ejus umtaS, ve-
at CC, 5 vcssM
V. L. r