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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)
# Folio 41, page id 851385079:0053
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Cap. 0.
Onantitate.
ctum (Trianculum nt sic) spectentur, nullam obrinebimus
coincidenciam exaquatirami, h. c. COnGruenCIA enTITatiram
eanquam perfectissimum quancicaris in demonstranda pro-
policione gradum.
5. 15. Idem sentiendum eAt. E praedicatum deticiatd
Tubiecto, ut cum dico, sicura habet duos rectos, linea trium pe-
dum coincidit lineae novem pedum: auc curricare quactam ad 12-
cus dirersat, relcum subjecto Calcem parallelces aut conrer-
Beneer ad extra CurraL, ut Corisens aut Ausiens adificat, Diaco.
nius cum cest â coincidit, nempe quatenus urraque lincaspe-
ctatur in quadracotanquam communi subiecto. Inhiso.
mnibus perfectanon est quancicas demonstrarira nisi quod.
libeticarestrinsatur, extendatur, limitetur, proucrermino.
TUM exXgNatIDrEGMITIE.
5. 26. Acqueira alter quancicatis gradusquasiperfecti-
vusest, quo superaddiro omnimoda consticuitur subjecti
cum praedicato coincidentia seu exaeguacio, quem gradum
aristoteles delisnat verbis nab avro. Dicieur aurem prae-
dicatum inesse lubiectonal aur rel quod perinde est, n avro. Cui oppo-
quando ipsi comperir per se e gnarenus sele Cubiectumest, nicurna)
huc quacenus ipsum subjectum per se e vroschabercamna: ado
curam jurca quam hoc ipAcompecir praedicatum non vero
quacenus camnacuram alii deber. ur ipssribuatur praedica
cum nonxas auxe sedna) àm o.
5. 17. Tribus aure modisfieri porest utna aMo he secun-
dum aliud, tribnatur prxdicara Cubiecto, nimiru (1) partici
Pasive quanda predicacu Cuhictainest. per auriuxra Forma.
Litacem aliqua connacuram qua ipla parricipat a Cuperiore.
venerotu quo ipsum est. Sicuci scaleno insunt duo recti jnxra
Triancularitatem, tanquam Formalicarem genericam, quam
2 criansulo ut sic participat: (2) concessive, quando eidem
imputatur ob inferiorem cui speciem quam lub se comple
citur Beuci Reura insunt 2 recti juxca Triansularitatem
eanquam Formalitarem parcis sen speciei, hoc est, juxra Pri-
anguli (r8 WWXorrOS gnuaros) naturam peculiarem, quam
tigura secum. rase saltem e indererminace, vel eriam
COn.