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vol. I pars III

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SolutTomitani<br />

A fed media inter notum,6.£>C ilia caufa<br />

media refpedcu defini tionis con<br />

cludendae eft caufa extrinfeca,<br />

ex 8. quaefito,d£fecundo pofte,<br />

^ commento.jr.cVjS.adextrex<br />

ma vero objectionem,quo mox<br />

do definitio monftretur, cum<br />

haec fit fubftantiarum,quae per<br />

demonftration em non cognox<br />

fcuntur,patet ex diproprium non eft><br />

quafi velit, q> circuli quadratu<br />

ra poflit demonftrarijdum^mox<br />

do per propria principia Geox<br />

metriacconcludatur«quod etia<br />

videtur afferere primo phyfic*<br />

tex,u,vbi damnat demonftrax<br />

tionem Antiphontis, 6i laudat<br />

illam magis Hippocratis, ftC in<br />

praedicamentis, cap, de Relatix<br />

uis, aperte fatetur circuli quax<br />

draturam effe fcibilem, non tax<br />

meneius eflefcientiam.fedopx<br />

pofitum videtur colligi quinto<br />

phy.tex. commenti.ij, vbifcrix<br />

biturcirculare elTealiudin fpex<br />

cie a recl:o.itaqj non videtur pof<br />

fibile , vt circuli quadratura fit<br />

fcibilis per principia propria,<br />

quoniam non poterit demon x<br />

ftrari,nifi per principium comx<br />

mune re&o, 8t circulari, quare<br />

nunquam ex proprfjs fyllogi x<br />

zabitur. Quod vero illud prin<br />

cipium, ex quo demonftratur.<br />

Tetragoni fm us debeat effe com<br />

munere

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