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vol. I pars III

vol. I pars III

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Contradictionum<br />

SOLVT1O.<br />

SOLVITVR , hsec contradb<br />

compe<br />

tit : -.eftvnam in fpecie,fiue vniuocc;<br />

poteft tn ea ee generica^cV. ana^<br />

loga. Scio tarn en nonnullos dubitaredeveritate<br />

propofitionis<br />

dicentJSjinter maius,6d rnin^eft<br />

dare aequale,turn inftantia aper<br />

tilTimadefphacralibus angulis^<br />

turn etiam in naturali philofo*<br />

phia,dum dicuntdan fpharram<br />

maiorem,cl^minorem fphaera<br />

folis,non tn dari illi f qualemrin<br />

quo yideretur Arifta* defeciflfei<br />

alrjs pluribus ,ac praefertim 'dumeam veram,«9C commune<br />

numens , qui cum fintdifcreta efle teitarur,fed nos dieere foliti<br />

quantitaSjiiullomodo cuconti<br />

nuaconueniunt. Ettidicasadx<br />

fumuSjArifto.eam veram acce-<<br />

pifle^qm earn tnagnitudini, 8£<br />

hue eecoeillud principiu,quod<br />

folum .quadrato, QC circulo con<br />

ueniet,idnegandum olno erit^<br />

qfh prmcipiu det efife ecfuale,^<br />

-^>portionatuquaefito,li itaq? de<br />

numero tm vult eflfe coem: non<br />

aut rebus naturalibus, qm in il><br />

lis fallere poteft,neqj item angti<br />

lis,ciimdehis dubiiifitnuquid<br />

fint, vel non fint magnitudines»<br />

monftratur proportio asqualita<br />

tis inter circulu, &C quadratum<br />

d(. hgc e caufa,cur dixcrit Auer,<br />

in commen.citato,q> hgc propo<br />

neceflfe eft.,vt principium fit, dC<br />

huiufmodi^hoc eft vt vtriqj c6x<br />

ueniat. Cum vero dicitur, non<br />

poflfe couenire idem circulo, 6>C<br />

fitioeft communis,quoniam co<br />

petit magnitudinib<br />

quadrato, qm hsec fpe non funt<br />

idem re

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