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# Title: [Idea Totius Encyclopaediae Mathematico-Philosoph. hoc est, Analysis Aristotelico-Euclidea] Erhardi Weigelii, Prof. Publ. Idea Totius Encyclopædiæ Mathematico-Philosoph. hoc est, Analysis Aristotelico-Euclidea (shelfmark Leibn. Marg. 106)
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De Subjecti.
CCb. 8.0
terminis alter ex altero rangua centris ad intereapediné ipsius data
recta ductorum, circumferentiae se muruo secant, (ny Suevor, quod
inhocentium genere secundum omnes partes iam est, nec a
nostra depender desienatione, nisi qua distinctam imagina
tionem) constituunt super data recta (A B). Frianculum aequi
laterum (Eroueror) et sic de caereris.
5. 16. Fxquostacim incelligitur, Problema propriito.
quendonon esses mulco minus Propolicionem, quando in
disciptinis nnda Calcem enumeracioni gaarendtam rerum
aur aliisessaris indemonstrabilibus, e in ipsa incimarionis
prariformalicer acguiescentibus praepaniur tirulus infini
ciremodo (uc in Problemacis nos est) conAtruausr. 8. In.
Tulasmajoresrecentere: Aellas seprentrionales perlustrare
_c. Sedur in verbisfaciles lumeis, modoreinulla indena-
scatur praeseripeio; ita adicuum, praeserrim si C antorisrices
un a sustincae, Collexam dicifacile patiemur, cum ipse Pre-
sectus pauperum alibi locorum sibiciculum hunc rendicare
Prxtumat.
Propositio.
5. 27. Ancevero quamhine abeamus, imprimis distin
nis estet uendum esse monemusinter subjoctum demonstrationis; n. C.
Necessariu enunciacionem demonstrandam, quani veram, certam neces
Sstheoreti, Cariam e cheoreticam esse necessum est velmaxime; _ inter
Cum
sujectum proposiionis doosr, quo d, sivC Tua Natur L COn-
Il. 1.3. 5. 1. 38L n genssie, sireprorsus impossibile, sire secundum ordina
necatoper
etum illud: rium nacurae cursum necessario existat, sire absolute non
Aeternotat Possitnon esse. Sire item cheoreticum sic sire practicum, mo-
esse regotum
b siculis do habeat affectionem a se dum est, auc esse ponitur, necessa-
ve comrio dependentem, e aliunde indubicato cognoscibilem, de-
fleci . ncon
elegr, sed
monstracionis omnino particeps est, quod incer FIyporheles
Tasem  Dluribus confirmatumi ibimus. Nesenim arbicrandum est
det ub epo tubjectum enunciacionis demonstrande. siemriptum ellacum
sitio itne domonstraciru est deberelomper ce utrim al dunv. SiCC.
nim in practicis nulleser concinsionii cerriruda nulla de
monstrario, cnins tamen conrrarium rel cola porest Frhica
sedrealis, non rocabularin) docere
s200
Sabjectum
cassaria.