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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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Cap. 6.
Onantitare.
naco formari posse de subjecto singutari ConcepEuM CON- natis at
cessire genericum nemo facite inficiasiturus est; ita utrum butis abso-
prxdicarum determinatum, h. c. quod dacum locum in in
diriduo, dacumque cemporis articulum respicie, cundem
admictas, non immerico dubitare quis penet. Pclane si Ln-
nam hodie nocta, hora 12. hic Zenae, in determinata Zenensis hori
zontis parre oriruram vel Eclipsin passuram esse certo praedici-
mus, non de Lund indecerminate, led de hac Puna tale quic
incelligi posseridetur.
dit
S. FI. An isitur conceptus hic concessirus ordinarium ia in de
naturx curtum non supponit, et sic cum exeraordinarie Des terminatis
ns aliudnumero corpus, hoc annihitaco, Facile substieuero cum grano
salis acci-
Poset hoc etiam renire deberer in considerationem: AN, _C piendum.
roluntas est etiam impossibilium, ira incellectus de de-
terminato conceptum indeterminatum Formare potest: An
Potiustale quid certo coenoscimus non tam perveram de
monstrationem, quam per nudam subsumtionem indiridui
Tubestaco generali, quod exunirersali motus lunaris obser-
racione consticucum e calculorum exphris per eabulas in
cerra tempora jam distributum est, ex quibus Lunx licushic
e nunc ad quemris locum obserrationis in indiriduo ex-
cerpi e ita praecise dererminari possici
5: 22. Scilicetue supposico ordinario Tabellariorunt
redicus senensem huncnostrum futuro dic Mareis huC aCces-
Furum, non cam ex causis, quam ex praescripes lege accesses
e discessus tanquam ex generali obserratione per sublum.
eionem (Faciliore quidem, sed non ica certo calculo) cogno-
Scimus; ita hic supposico ordinario naturae cursu HancnO-
Aram Lnnam hic et nanc nobis apparicuram ex definica le-
Bemotus, per experientiam nobis jam perfecte innotescen-
eis, Facta per calculum subsumtione salcem intelligimus.
5. 13. Incerim, cum ad hanc incellisenciam cabulis arti-
Ficialirer constructis utamur, e inter subsumendum per plu-
researum classes Caepe prosrediamur, uc qua sicum hoc par-
ticulare indubirato cogno scamus, non acquiescimus, doncc
AEFI
latc prOc