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vol. I pars III

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InPodRefol.<br />

T « x* xr.<br />

a Petitionibus,aut fupponib*,<br />

JArg.<br />

ipoftulationibus,fuppofitionix<br />

busve, aut propofitionibus 4 J<br />

Ali) [poftulatis aut hypothefix<br />

bus, aut proponibus.] vel etia<br />

fpeti tis,aut fuppofiris,aut enux<br />

ciatis.] Nam cum oledemratio<br />

txhis conftare posfit, iure quox<br />

dam eacolligit vniuerfa, ne rexx<br />

prehendi posfit, ea ratio qu£ ait<br />

potiorem effe demfonem arfirx<br />

mantem ea qug negat.Hinc etia<br />

caue ne decipiare CK particula<br />

»,que vel,latinis fignificat,qua<br />

fijquod ita dixerit,vt petitio etx<br />

fuppofitio minus videanturefx<br />

fe propofitioes.Nam quod hec<br />

lint propofitiones docuerat ab<br />

initiohuiuslib.Atperpropofix<br />

tiones, eas intellige, q non funt<br />

de genereprincipioriijVtifunt<br />

peti tiones dC fuppofita. Hacc.n.<br />

principia funt: uerum extant et<br />

propofitiones in omni genere<br />

Artium,acdoclrinarum, quas<br />

nee poft ulam us, neq? item fupxx<br />

ponimus, ut in Geometria, trix<br />

anguli conftitutio fuper datalix<br />

nea«

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