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vol. I pars III

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SolutTomitani «7<br />

A ftratkmis tantum , quae dicitur li,adde vel ab efte&us coniectux t><br />

caufae,cxemplum cfle poteft, fi ra. tuc concludas dcmonftratio<br />

dicas,ignis eft, ergo lumen eft : netn a caufa propinqua, 6C prix<br />

Bon enim reciprocal ratio}lum€ ma effe propter quid,quae vero<br />

eft,ergoignis eft:namftellaelu- eftacaufaretnota,velnon ptv<br />

minofz funt,nonautem igneg, ma_,item, quae ab effectu quaK'<br />

&. hoc exem plum eft Auerr * in cunque fie,vel etiatn ab effeclus<br />

EpithJogicis,cap,de demoftra coniectura, haze eft demonftra"<br />

tione. Si vero efTeclus inferat<br />

caufam ,& inferatur viciflim a<br />

caufa.duae eflicientur demoftra<br />

tionis fpecies, akera quod,& al<br />

tera propter quid , vtinexem/<br />

tio quia, fiuefignu Sic enim me<br />

thodica ratione colligcs, quatn<br />

breuiflime demonftrationu fpe<br />

cies,8d differentias« Si vero vis<br />

diuideredemonftradonem pro<br />

plis4iuiustex«30.deluna,6Cpla pterquid,vtinfuperioribusdi^<br />

netis.Nam dicit Anfto.inhis al cebamus,dices aliam fieri acau<br />

terum per alterum cocludi poC' fa,quz dat folum propter quid,<br />

le,hoc eft caufam ex effectu, QC aliam fieri a caufa dante, .ppter<br />

«ffecl:um ex caufa:

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