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vol. I pars III

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DC fyllogifino conditional!. 5<br />

Cpts oppofitoru in eisiunt affirma- q? i lanohtmaior,<br />

ti63tnegano>*cpriuauo)&; habit* * . ,tl , it minor. Ampli* 4 repe-*<br />

& contraria>& relati uajftaru aut6 trfjift«?<br />

fed? cptradi&rbn is. Perfeda: eotra fit fy IPs dSpofitus ex fylfis pluribus<br />

didionii fuftt,q'u3ru fu$ contradi* condonaiibus ftn numerfi praermif<br />

dionesfunt*c6teht?. Etiftaruqu^ farrtrcpctitaru.EtpfOprie deccrni^S;<br />

damfunt,q*oppbnun? duobusfb* fyllogifmuscodirionalis difiund':<br />

lum,&qufdafu<br />

quia antccedens in eo non eft ante<br />

plunbus ^ du_ob untcum cedensfecundumnaturaxn,&con-<br />

(equens.confcquens fm naturam> natuti fe<br />

9 , & ip|at ft<br />

hoc cotentx. Species a&ify<br />

ifiiusgeneris fcqueftrantur iii trc? fed aliquSdo couertetur antetedCs<br />

fpecies fecund u diuifionem iftoru confcquc"s, & cofequens anteeedes.<br />

cotradidorum in iftas tres partes. Qui vero copontfntur exoppofi- ^*<br />

Etquatopponuturinduobus tm . i , - L . permucafunt<br />

amrniatio & negatio, 5f priua nis,cft fpes tcttia ipfius fpccl'ci fylfi, n pof&ac.<br />

tio,& habitus,& cotraria,inter qu* illi vt plununu coponunt' ex cotra-^<br />

noeftmedifi Siccj;fpesfylrbruc5 jrijsjinterqugeftmcdiuiadetermipofitoruexiftistrib',quifuntfpei<br />

nati numeri,aut ex determinatij<br />

prima?huius fyllri, repctetur in cis, ftn fc^fcd fylfi non expiebut ilia. EC<br />

ejuoduis contigcrit cor u anteeedes eonfUctudo ii cxtefa eft in if la fpe*<br />

~.i vel cofequens, .^/L —i-___/?..-:!)._- vcl oppofitu illoru, -[,CXpjimat"expre'ffionc contradi-<br />

Acconcludent. Exempla aUteiftotioniscois,vtn dixerim' ^ fi no fie<br />

rum funt jpxima. Verfitn relatiua Sortcs in Aegypto,e Hicro(blyme><br />

poPe eft,q? accipiantur ftn modum fed cf tin Acgyptosergo no eft Hie<br />

, coiundionis&difiundionis, rtfi rofolymac.Et Antiquiillainfcribc I<br />

' dixcfimusin coiundionc fiAierit bat,g>eflerf|>ccici,quaci»rfpitanchicpater,<br />

fcieftfilius,&iftevel eft gatiuo,&definitinnegatiuum. Et<br />

J)f,vel eft filiusdifiundiue,Illiaute hiecxpkrifuntfylPi condidonales.<br />

Iunt,qui copOnunfex parubus oh- Sermo defyllogifino contrarietatisje*<br />

ijcientib 9 pluribusgduabus,nifiq> ducenttaelt»nfoj?ibi!t. Cap.?*<br />

cotradidio illarum eft imperfeda. T-< Icimus autf de fylfo impofi%<br />

£t ilia eft fc^a fpecies,in- qua com J^ Jcp illc fit copofitus ex condiponunf"<br />

cotraria, inter qu^ eft me- tionali & categorico, ficq; ttemur<br />

dium determinati numeri, vtfi di- eo hocmodb:quonia,quai>do nos<br />

jcerisifta linca 6 maior, vcl minor, <strong>vol</strong>uerimusoftedere verificationc<br />

Tel squalis, & I iftafpecierepetct'et alicuius enunciationis,actipiemu«<br />

quodcuq; eoru contigentyfiuean-<br />

ilUusc6tradidoria,&c6nedcmus<br />

tccedes,vcl oppofitu ipfius,fiuc co- ei pmiflam vera, de cuius veritate<br />

/equens,aut eius oppofitu,& coclu- xio dubitaif)& componcf'cxilia alidetur.Sed<br />

no fufficitin illisrcpetc- qua par tin" combinationu in qua-r<br />

re Tnum,fcd erit repctiiio illi us fm uis figura,qu9 contigerit ex,figurif<br />

g i; cate

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