Aristoteles
,
Physicorvm Aristotelis, sev, de natvrali auscultatione, libri octo
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ARIST. PHYSICORVM
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rarum autem, & </
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<
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oportere contraria principia rerum eſſe.</
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<
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xml:space
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">De numero principiorum naturalium iuxta veritatem,
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quòd non ſit vnum folum, neque plura duobus aut
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tribus.</
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">_D_Einceps uerò cõſyderandum eſt, utrum duo, an tria,
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an plura principia ſint: </
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<
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">unum enim principium eſſe
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non poteſt. </
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">quia non ſunt ipſa contraria, unum. </
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<
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">Nec etiam
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">Vna contrarie,
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tas, hoc eſt duo
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ad inuicẽ con-
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traria.</
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infinita, quia id quod eſt, ſub ſcientiã ſanè non cadet. </
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quoq; </
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genus eſt quoddam unum. </
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">Et quia generatio ex finitis fie-
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ripoteſt, atque præstabilius eſt ex finitis, ut opinatur Em-
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pedocles, quàm ex infinitis fieri generationem existimare:
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</
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<
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">cuncta enim, quæ ad generandas res pertinent, ex finitis,
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perinde atq; </
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ra ſunt ſubſtan
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tialia: poſterio,
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ra, accideralia.</
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terea alijs alia priora, contraria ſunt: </
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<
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">ex alijs alia fiunt,
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ceu dulce, & </
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">principia ue-
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rò manere ſemper oportet. </
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">Ex his igitur neq; </
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infinita principia eſſe constat. </
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<
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">Cùm autem ſint finita, nõ
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facere duo ſolum, rationem aliquam habet. </
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enim nõ incongruè quiſpiam, quonam pacto denſitas apta
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eſt facere raritatem, aut raritas denſitatem. </
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<
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">Et alia quæuis
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contrarietas, ſimili modo non enim concordia diſcordiam,
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neque econtra diſcordia concordiam congregat, & </
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quid facit ex ipſa, ſed aliud quid tertium, ambæ. </
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qui plura etiam ſumunt, ex quibus eorum, quæ ſunt, na-
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turam conficiunt. </
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niſi quiſpiam aliam quandam contrarijs natur am ſubie-
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cerit, nullius enim eorum, quæ ſunt, ſubstantiam, contra-
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riam eſſe uidemus. </
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dicatur oportet, alio quin principij principium erit: </
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