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In libros Aristotelis de caelo paraphrasis hebraice et latine

In libros Aristotelis de caelo paraphrasis hebraice et latine

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220 TllHMlSTll I)K OAKLO A L' [Arist. p. 3O'Jt'20-31Oa4]cur ipsi (le levi <strong>et</strong> gravi disseraut, quae omniuo <strong>et</strong> absolute f. 59^ita 8uut, <strong>et</strong> quociinque modo extiterint, eonmi autem, quae hisiuteriecta suut, iiempe cot'um, quae ex gravi, levi graviore, existunt,uou diamt mtionem, pvopter quam dijferant, lic<strong>et</strong> dicere possent5 hacc <strong>et</strong>iam terminari multitudinis inanitatis vel gravitatis confusioue.cum ita(iue ad huuc locum disputatiouem suam in respou<strong>de</strong>udoad illos reposuiss<strong>et</strong>, prosequitur hoc <strong>et</strong> iu(piit: similiter contiiKjit<strong>et</strong> sequitur, si quis <strong>et</strong>iam leve <strong>et</strong> grave aliter termiuaverit,quatenus hae duae iucliuationes ad magnitudiuem <strong>et</strong> parvi-10 tatem, hoc est teuuitatem <strong>et</strong> crassitiem referuutur, aut quo visalio modo, ut si haec duo duritie <strong>et</strong> moUitie distinguer<strong>et</strong> ac separar<strong>et</strong>,modo uua illis tribuatur materia, uuum subiectum,vel duae naturae, sed duae coutrariae. quod autem similitei' sequiturvel omuino efficitur, est, ut vel <strong>de</strong> gravi <strong>et</strong> levi, ([uae|f. r)!)v15 absolute talia sunt, nou disserant, vel <strong>de</strong> iis (pii<strong>de</strong>m, ((uae illisinteriecta sunt <strong>et</strong> comparatione ad aliud, sermouem nou faciant.iis euim, qui ean<strong>de</strong>m materiam his duabus inclinatiouibus omninotribuuut partiumque magnitudine <strong>et</strong> parvitate eas distiuxerunt acsepararuut, uec non mollitie <strong>et</strong> duritie tantura, necessario efficitur,20 ut <strong>de</strong> gravi qui<strong>de</strong>m <strong>et</strong> levi tantum loquantur, [([uae comparationead aliud dicuutur, non] quae talia absolute existunt, [(piemadmodumiis usu venit, (|ui leve <strong>et</strong> grave ex eis<strong>de</strong>m triangulis coutlant,] aciis, ((ui grave <strong>et</strong> leve ex iusectilibus partibus constituuut. ii autem,qui duas his tribuuut naturas invicem contrarias, (piemadmodum'25 illi, qui plenum <strong>et</strong> inane pouuut ac horum duoruni coutrari<strong>et</strong>aleduarum inclinationum contrari<strong>et</strong>atem termiuaruut, fateri qui<strong>de</strong>mcoguntur se <strong>de</strong> gravi <strong>et</strong> levi absolute verba facere, <strong>de</strong> his autem,quae his duobus iuteriecta sunt quaeque gravia <strong>et</strong> levia comparationead aliud dicuntur, non terminare; neque <strong>et</strong>iam cur haec duo30 (aqua uempe <strong>et</strong> aer) gravitate levitateque cum se inter se, tumambas extremitates superent, dicuut, quemadmodum cur aer aquam ct^erram, levitate, <strong>et</strong> ignem gravitate super<strong>et</strong>, ac similiter <strong>et</strong>iam aqua.Multitudine autem <strong>et</strong> parvitate, hoc est partium crassitie<strong>et</strong> tenuitate vel mollitie <strong>et</strong> duritie, leve <strong>et</strong> grave termiuare35 falsum ac commenticium quoddam vi<strong>de</strong>tur; uon enim hisduobus grave <strong>et</strong> leve distinguuntur. atqui propterea quod hie certusex ea dubitatione evadit, quae illi occurrit, {nempe) consouum esse,ut quae interiecta sunt quaeque comparatione ad aliud dicuntur,termiuentur, — hoc enim modo quaesitum eius explicavit, qui grave40 <strong>et</strong> leve plenitudine inauitate(iue terminavit — ratio quaedam ei in-3 c-.r graviore suspecta 12 amun suhicLtum emeiidavi : unus tovu.^ codd. Al15 vel ui disserant AI IG non supplevi '20 quae—non (21) om. codd.21 quemadmodum— conjiant (^2'2) addidit Al: om. codd.

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