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vol. I pars III

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Liber<br />

no ens, ntilta res eft; ergd ens e vnu,<br />

harccnim concludit,cpquicquidcft<br />

praetcr cns,nul!a res fit,non qp ens (it<br />

vnum .Tertiusauteft, qjfylficonftructio<br />

complcatur per praemifTas,<br />

quasex.feipfo addiderit,aut imtninuent,&cumhocfinrnefand£,aut<br />

falfa: & nefandae. Quart 9 eft,q> pr$<br />

irnflzfintminusdiuulgat? c£ con O6feuus x 3 3<br />

*<br />

clufio, & cum hoc fitit nefanda:. Et<br />

quintuseft,qj £rnifla:,ex quibuscon<br />

itruitur fylFs,fint verae,& paru probabiles.Imo<br />

indigeantlongiori tpe<br />

proipfarum comonftratione,5fit<br />

tempuscomonftrationis ipfiusque<br />

fiti,hocauteeftqii huius fyirifint<br />

pracmiflarootioreseo. Hi aut g.nq;<br />

modi repnlfuseuemfitinterroganti,qn<br />

ipfe fuerit illoifl caufa. Vcrax<br />

aut o ratio i n hac artc, ^pu t dici r,ef t<br />

iriufpecierumrquarfi prima&prai<br />

itantitfima eft, (p fit copofita ex pr$<br />

tniinsrnaximcdiuulgatis,quas refpondensiaadmi{erit,&eius<br />

figura<br />

fit,qux p (e primo concludat propo<br />

fltumconcludendunr.fecundusaut<br />

eft, q> (it copofita ex pmifllsmedijs<br />

fm diuulgatione & probabilitate,<br />

quasrefpondensadmittat, &coclu-<br />

Etdifcrimen hard duarum fpccie- O<br />

rum,&illarfl,quxdinumerat£sut,<br />

in mcreparionecft, quiairi iIHsadie<br />

ftaeftconditiocu hoc q> fint nefaa<br />

dae & falfa: fimul. Tettiaefl q? cocltt<br />

dat ipfum quaEfiturn j? fe primo, fed<br />

ipfiuspraJmifDe non fine fmconditionem<br />

, quaexpofcitilia ars,prouc<br />

eflet comonfltatiode re agrariag<br />

prajmiflas,qu3:nonfintagrari^,fed<br />

alteriusartis. vt qui comonftraretq?<br />

vulneracirculana fintdifficilisfana<br />

tionis.quiacirculuselatiffima omnium<br />

figurarum recTiilinearu^qua<br />

lisambitusei.Qjuartaeft q? conclu^dat]qua»fiturr.<br />

perfeprimo,fedeius B<br />

praimiflajfintfalfas fcilicetofs,auc<br />

quasdam ipfaru.Et hccquidem fpe"s<br />

no eft dc fylRs qui fint corrupt! fertt<br />

per, &omnimode fm hancartem,<br />

quianliqn rescogcrethic vti prnifus<br />

falfis, qn contigiflet, qiad hanc<br />

remqua£fit5,none(lcntpra'mifl^di<br />

uulgata^nifi falfa?. Et aliqn inipfa<br />

demfone fir fyll's, ctuus vnapraemif<br />

farumfitfa!fa,&hocquidem fitia<br />

fylPoimpoffibi!is,proutc6monftra<br />

turn eft. Siauthocitaiueri:,cofide<br />

rationes,quibusconfideranturfyl!i<br />

dat quajfitfi pri m u per fe: & terti us<br />

eft, fitc6pofitaexprzmiflis,qua<br />

rum qiiafda receperit ab ipfo refpo<br />

dcntej&ahquaSjptuIerit exfeipfo,<br />

fed illx quas ex feipfb jpfert,fint ma<br />

xitne]audandq.Falfasautorationes<br />

in hacartedico nefandas, &easdici<br />

museflequatuorfpecierum. Quaif<br />

prima eft,q3 oratio cockidat fm opi<br />

nionem,non q? ita vere fit,prout eC-<br />

(etex duabusaffirmatiuis in fecuda<br />

figura: prout dicebat Plato, fapiens<br />

eurobuftus,& fortiseft robuftusTfa<br />

picnsitaqjedfortis. Secnndaeftq?<br />

concludat, fed non ipfurn quxdtu.<br />

intopica,&infcientijsfunt trium<br />

/pecieru.Primaquidcconuderatio F<br />

eft an concludat,'-a ut no concludat,<br />

& hxc confideratio diflert ab alia di<br />

uifione,an concludat vel non coclu<br />

dat,illa cnim eft an cocludat vel no<br />

concludat quasfitum pfeautpaccidens,h;rc<br />

aut,an primo,autfeciido.<br />

Etnotiielt o^in fingulishisfpeciebusveraxf<br />

ahquo mododicere,cj><br />

non concludat, fed non conc'udens<br />

quarfitu hiceftconcludere perfeiSc<br />

concludendo. In quaconfiderandae<br />

fHnttresconditiones.CqjconcIudac<br />

quarfttu,& cj? ipfum concludat pno,

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