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# Title: DIALECTICAE || EMENDATAE || LIBRI DVO || IN QVORVM HOC PRIORE CONTI-||nentur praecepta Dialectica ex optimorum autorum,|| praecipuè Aristotelis, P. Rami, et Ph. Melanchthonis || sententijs, vsu#́[que] rationis eruta ... || PRAETEREA ADIECTVM EST TRI-||plex controuersiarum logicarum iudicium; vnum de || logicis quibusdam P. Rami erratis; aliud de antiramaeo-||rum friuolis quibusdam obiectis; & tertium de demon-||stratione Aristotelaea quae contra P. Rami impe-||tum solidè defenditur & explicatur;|| studio || MED. D:|| et Poetae Caes.|| (shelfmarks Leibn. Marg. 141, Stück 1; Leibn. Marg. 141)
# Folio 489, page id 1045795771:0493
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 47 lines, status machine
# Lines: 47 recognised, mean confidence 0.76
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CONTRA SENTENT. P. RAML. 489
Sedconnexio estplane (ophistica. AF-
sumenta losica generalisimae Cunc rieru-
cis, ee in lua generalitare non lunt propria
rniusspeciei. AECUM CerTO MOdOCCTEX
condicionis adhibentur, iam Auncpropeia
accomodatione. Nec Aristoreles omnem
rim caule. ee omnem rim definitionis de-
monstracioni immilcet; sed eam cantum
quae eAerq d’avro, nara r aevtos ny ra. dons, quX
cacholice ee proprie primumq; ex ellen-
cialicer tacir ad concludendum proprium
adosinesle lubiecto, de sic sciri, quinnon
niliper caulam cacholice lcitur, camqque
ellencialem e perperuo comunccasu, ita
repolicaiplares ponatur secundum sii
Canciam, d ricillim. Ita Cchabec ec de 1y1-
losilmo. Non est hic proprius deimon-
Sracionisniliaccommodarione. Cum vlu
sic generalis; demonstratio quoqueeum
sibirendicar; de sic ob scienciticam mace-
riam ipse euadir lciencikicus, largiens apo-
dixi Formam luam; vnde apodixis ec syIlo-
gismus scientiticus luncpro eodem. FlxC
adeo Colida lune; ve nullus Raimi alsecla
Polsi negare onquam constanter vere-
Le.
que. Pacechinc etiam quomodo apodixis propria
habeat praecepta propria, nempe COIO- pracepra
do quo specialis logica pars ex generali apodseos.
deducta, de specialiter in lua materia ec
Forma explicata, quanquam in ea (InEnO-
FIh
minanda