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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. 4.
De Definitione Logica.
dum proponebatur, in conclusione redeacettatum, adhibits
eandem definitione nominali dicimus: h. C. Trianculum sic
constirum est aequilaterum, O. F. D.
5. 20. Exquibus quousque se Detinitionum Nociona Summa.
lium ris in demonstracionibus extendac facile copnosci po-
celt. Nempe quodreram e accuraram demonstrationem
Subratione caula principalisnon consticuane, sed terminos
Colummodo custodiant. _ Caccencuriacam, quories opus est.
APES CauLSPExHenE Operam, esto quod in sublumcionibus
e idencicis collectionibus causas demonstratiras aemulari
rideantur, uc pueripralium, quod adulti bombardis com-
miccune, arundinibuS imITaNEUE.
5. 21. Cxrera quae restane Definitionum genera adhanc Dixresse
Principiorum, nempe suppolicirorum, clasem non spC.
aane: interim cum ab aristocele Detinicionisnomine (Olc-
ancindisicari (quod quidem interprecibus ue opinor omni
um contusionum _ perversitacum analycicarum an sam prae-
buir) uemens Philosophirectius inspiciatur, ee inderalidis.
simum apudnoshoctemporerericaris pacrocinium obrine.
acur, opera preciumfore pucari, peculiaricapice (dandum
enim aliquidest amicis) realium uc dicuntur definitionum
generactarim Cubjicere.
CADUT V.
De Denuione Real
D. Eales Definitiones sunt quae praver notiones indemon. IL. Kcatu
LLArabiles, quibus dicta Nocionales acquiescune, etiam ubi. Dosi-
reale quippiam h. c. objectum aliquod imme diarum vera e nitio con-
realis scientia cemplectuntur. Suntque dupliciseriam gene
ris, alix enim affectiones cancum e propriecates auc quae
cunquo accributa rei definica demonstrabilia vel jam de-
monstraca concinenes quas Ariltoreles ovunce gouara ns
drodei Zeus. Qua (i Conclusivas definiciones ap Dellac. uc Begrrn Vo
Doserrepeo quales quidem sunc, quasmulciAutores exha-
B
bi
clasibajgam