vol. I pars III
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vol. I pars III

vol. I pars III

vol. I pars III

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Media expo.<br />

6 ftraoonibus,quac confti tuuntur fu<br />

per altero genere. qm, fi co/enritlt,<br />

nihil prohibet,quin fit cofenfusin<br />

*o, q?aliquid ex ipfisfitin (cientia<br />

• vna per fepofitum in /cicntiafc^a,<br />

fiueterminus medi us fit inter duos<br />

-terminosjfiiiefubijciat'' alicui, aut<br />

.prscdicetur dealiquo exeos quod e<br />

-in hoc de{cientia altera,hoc eft aut<br />

cxtrcmitas maior aut minor . &<br />

hoc,fiueconueniat fitusipfius in<br />

duabusfcientijsfimul,fiuediuerfifitour:<br />

quemadmodu,fifitin vna<br />

ipfaru terminus medius>& non extremi<br />

tas,& i n al tera extremitas ma<br />

H ior,aut'e conuerfb. Planum. n. q><br />

ptinclus non erit terminus mcdius<br />

in fyllogifino coputariuo,neq; ex*<br />

tremitasmaior,neq; minor,ncq; j?<br />

modiim con(enfus,neq;permodii<br />

diucrfificarioms. quemadmodiijCjj<br />

fit terminus medi us in fcIaCoputatiua<br />

&Gcometria fimul,aut q? fit<br />

terminus minor in vnaipfarum &<br />

mediusina!tera,fed appropriatur<br />

vni duotumfyllogifinoru tatum.<br />

187 Bthoc,qmq5fequiturppropofitiqnes<br />

appropriatas.fequiturper<br />

fc per propofitiocs vniuerfales,hoc<br />

I eftineoqjfuntaliquopa&odiuer<br />

PoflLrefbl.<br />

sequales ftnmcro vni funt «qaales, D<br />

& Geometra dicit,qj lincx aequalcs<br />

lineae vni funtxquales,& ad nuius<br />

fimilitudinemin reliquisproponibus<br />

vfibus.& hoceft vnum,ex quo<br />

apparet)q?oportet propones exiftc<br />

tes iu fcientijs diuerfis efle ditierfiis,*<br />

SedilapparethocconumiKtcpet? i8t<br />

exeo, qjoportetpropofitioflesefle<br />

propiuquas numero conclufionibus.&<br />

hoc, qiioniam ipCe aug^um<br />

pertermihii'Yjiu, qui eft terminus<br />

medi us,&ipfe eft fubieftu, aut inter<br />

ambas extremitates,aut extra<br />

ipfas,&qm fieri pOteft,vtc6clufionesfintinfimta;,(equittir,vtprdpo<br />

E<br />

fitionesetiafintinhnitas. qrfipro- ^89<br />

pofitibnes(cientiarii eflent vna:& J ?«<br />

ea*dc,fequeretur,vteflentdeter'minata:<br />

numero & finite. Eaenl,in J? 1<br />

quibus coicant multa, oporteteffe<br />

cttmhae difpone determinati numeri.quemadmodil<br />

liters: alphabet!<br />

infcnptura,& in {ummajfi aliquis<br />

diceret,q? pricipia fiint vna&<br />

eadein olbus fcientijs &: figillarim<br />

non vfia,&q)fcientiascognolcnnf<br />

dcentibiiSjfequetur vtiq;q> entia<br />

funtvna-&eadem,quodq; arsde-<br />

monftratiuafitars vna,quodque<br />

fij ex duabus rebus, quarurn vna e, monfhaturquodcunq;qua:/;tum f<br />

qrnpropofirionesvniuerfales per- perquacunq; arte,q(f dt impol'e.<br />

traftantur in vnaquaq; fcienria co neqj pdteit alitj.s dicere, q? hie funt<br />

pofita per propones appropriatas principia vfiaimmediata, qua' co-<br />

nuicfcientie vtinexemplo,propomunicanifgeneri vni, & principia<br />

fitiodices,qu6da:qualia alicui vni appropriata,quaecomponunturm<br />

fi:nt^qualia,pertraetria,q> hqc linea eft equalis huic<br />

lineasrres autefecuda eft, quoniam<br />

culatiua; eflent panes arris vnius:<br />

res ante" non eft i ta, (ed artes diuer-<br />

vnaquasq; ipfarumdefcederefacit fx per genera prima font diuerfe,<br />

ipfam & appropinquatefuBofuo.<br />

Ariihmcticus.n.dicit,

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