vol. I pars III
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vol. I pars III

vol. I pars III vol. I pars III

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mfatumfuerat,nonquoadcer titudine rci demf ate,fed quoad complements et abfolutionem difputationis; &C eft id,qct Grg» t\ authores dicunt confolari. Id aut voluit apertisfimc Auerr.t. Cce. iz. vbi rone logicam vocat fufficiente fermonem, &C ilium vu!t efife complementu.ConfTrx mant igiturrones logicae, ideft confolantur veritatem iam per demf one explicatam dC quoda modofermone perficifitjno aut adduntconfirmatione autccrti tudinemaiorereidemonftrat£. Ite non addit opinio fcf ae, quox nia opinio e, cu rone logica tin fcimus, nonvbi ilia adducimus poft demronem 4 Nam cu feorx fum accipitur fcia ab opinione, non easfubordinanteSjOppofid fun t habitus,^ alter u no copax tit alteru, qcf Arif.docet.i,Poft» 44.& Plato in Gorgia: cum vex ro fubordinant inuicem,cocurx runt in confirmationcveritatis, fm magis &C minus. Sed aliatn hie excitant nonnulli dubiiatio nem hoc modo : fi ratio Logica anteceditordineexcitationisin genrj, demonftratiuam, cur !ix bri topici, qui de dialectica rox tie trac5lant,n6 prg cedunt libros de demrone j" N a Auer. in Prox logo primi Poft, non audit To-pica eile legenda ante libru Pttx fter. Huic diceret Auerr.facillix me, libros ordme habere no ex faciliori mo tradendi,fed ex. na tura &C perfeAione rei interdu« Nam lib.Phyficorum primus Contradictiontim eft ordine do&rins in natural? C Philofophia,nectn fequiturvt fit cgteris facilior. Itaq? liber To picorUjlicetfaciliorerem decla ret, cp lib. Pofte. non tfi necefTe erat vt antecederet,qrn ordoli>« broru non eft facilioris habitus: at in tradenda cognitione rcru difficilium, ordo docendi Vult, vt a facilioribus procedamus, q3 Arift,docet.i.Ph.i.Eft ita ficitur,vt demro particularis fit longe melior ac potior « s o L v T i o, DICES, Arift.i pifTe cognitionem vFem earn q dicitur prgexiftens cognitio po

Solut. Tomitani 9 8 A t*ntialis, qua? omnino tern pore ablata ois diffTcuTtas** Si enim gnteceditcogriitionem Omplici ter, quae actu de re determinata habef. Verbi caufa,pofrum co« gnofcere, omnem magnete tra vult demronem vFem potiore efle particulari,dicet quifpiam, igiturparticularium erit demo ftratio et fcta, faltem in fecundo here ferrum,et ignorare hanc ee ordine. At hoc vf efle falfum,cii magnetem^ tfahereferru. EC t.Pofter.2t.& **. dixeritnulh* ce c£ vFiscognitio n3 eft hoc in pacfto e^tare demronem de re> loco demro , fed ordo quidatn bus particularibus. Itcm.i* Po> tncognofcedo abvniuerfali ad fte.iz.agens Anft. de erroribu§ particularia , £>C hacc cognitio vniuerfalis, dicit primfi ee crro^ vfis , eft ea quae communi nox re cum demonftramus aliquid tninediciturconfufa dC imper^ dere fingulari: quod exponent fepticularia nee dex inquit,vFem cognitioneee inix monftrantur, ne»"pfciunt. Tolx biaudienda, notitiaTheorema lit hanc difficultatem opporrtrx turn, q in coi prius condifcutur ne Auerra.Pofter.com.i5o.vbi deinde his vtimurexercendoin ait quod Arifto.diidiflerit vtra particularibus rebus, vt in Geo melior fit demonftratio vniuer i metria,prius difcimus, omne falis,an particularis,nonintelx ' triangulii hre tres, poftea id apx ligit particularem earn qux no P plicamus eitrianguloqct in mineautfigno particular! con^ micirculo velalio quouismo, tinetur, fed particular?, 6>L pofx defcribitunVerum cum hie anx fumus intclligere minus vlerrr teponit demronem vlem partix f m vna expofitionemthoc eft q culari,non loquitur de cognitio certam aliquam fpeciem demo nis ordine, fed de pff ftantia dex ftrat.Verbi gratia, fi demonftra mronum,comparata ad earii ueris habere tres de Ifocele, dex obie

Solut. Tomitani 9 8<br />

A t*ntialis, qua? omnino tern pore ablata ois diffTcuTtas** Si enim<br />

gnteceditcogriitionem Omplici<br />

ter, quae actu de re determinata<br />

habef. Verbi caufa,pofrum co«<br />

gnofcere, omnem magnete tra<br />

vult demronem vFem potiore<br />

efle particulari,dicet quifpiam,<br />

igiturparticularium erit demo<br />

ftratio et fcta, faltem in fecundo<br />

here ferrum,et ignorare hanc ee ordine. At hoc vf efle falfum,cii<br />

magnetem^ tfahereferru. EC t.Pofter.2t.& **. dixeritnulh*<br />

ce c£ vFiscognitio n3 eft hoc in pacfto e^tare demronem de re><br />

loco demro , fed ordo quidatn bus particularibus. Itcm.i* Po><br />

tncognofcedo abvniuerfali ad fte.iz.agens Anft. de erroribu§<br />

particularia , £>C hacc cognitio vniuerfalis, dicit primfi ee crro^<br />

vfis , eft ea quae communi nox re cum demonftramus aliquid<br />

tninediciturconfufa dC imper^ dere fingulari: quod exponent<br />

fepticularia nee dex<br />

inquit,vFem cognitioneee inix monftrantur, ne»"pfciunt. Tolx<br />

biaudienda, notitiaTheorema lit hanc difficultatem opporrtrx<br />

turn, q in coi prius condifcutur ne Auerra.Pofter.com.i5o.vbi<br />

deinde his vtimurexercendoin ait quod Arifto.diidiflerit vtra<br />

particularibus rebus, vt in Geo melior fit demonftratio vniuer<br />

i metria,prius difcimus, omne falis,an particularis,nonintelx<br />

' triangulii hre tres, poftea id apx ligit particularem earn qux no P<br />

plicamus eitrianguloqct in mineautfigno particular! con^<br />

micirculo velalio quouismo, tinetur, fed particular?, 6>L pofx<br />

defcribitunVerum cum hie anx fumus intclligere minus vlerrr<br />

teponit demronem vlem partix f m vna expofitionemthoc eft q<br />

culari,non loquitur de cognitio certam aliquam fpeciem demo<br />

nis ordine, fed de pff ftantia dex ftrat.Verbi gratia, fi demonftra<br />

mronum,comparata ad earii ueris habere tres de Ifocele, dex<br />

obie

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