Aristoteles
,
Quæstiones Mechanicæ
,
1585
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Ariſt. Quæſtiones
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Vnum quidem igitur iſtuc abſurdum ineſt circti
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lo. </
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<
s
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xml:space
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">Alterum autem,
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ſimul contrarijs mouetur
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motionibus: </
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<
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locum, & </
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iorem. </
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<
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xml:space
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de-
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ſcribit, linea eodem ſe habet modo: </
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<
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<
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cipit loco illius extremum, ad eundem rurlus re
<
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dit:</
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>
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illa. </
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<
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xml:space
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">n. </
s
>
<
s
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xml:space
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">continuò commota, extremum rurſus
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efficitur primum. </
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">quamobrem manifeſtum,
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in
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de mutatnm eſt. </
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non eſt
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ipſ
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u
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m miracolorum
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type
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<
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eſſe principlum. </
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,
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ad circulum referuntur: </
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>
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xml:space
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">quæ vero circa vectem,
<
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ad ipſam
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libram
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: </
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<
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">alia autem ferè omn
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ia, quæ circa
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męchanicas ſunt motiones, ad vectern
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. </
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type
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, quoniam vnica exiſtente, quæ ex cehtro eſt,
<
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linea, nullum aliud alij, quæ in illa ſunt puncto-
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rum æqua velocitate feratur; </
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quod à manente termino eſt remo ius, pleraque
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miraculorum
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type
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in circuli motionibus: </
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quibus in ijs, quæ poſthac addacentur, quęſtioni
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bus erit manifeſtum. </
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reg
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contrarias fimul motiones mouetur circulus: </
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xml:space
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">& </
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<
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type
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quidem diametri extremum vbi A, in an-
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tè mouetur, alterum verò vbi B. </
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">ad retro; </
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ciunt nonnulli, vt ab vnica motione multi
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type
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rio ſimul moueantur circuli: </
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">quemadmodum,
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ſunt illi, quos in locis
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ſacris, æneos, & </
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<
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ferreos, fabricantes orbiculos. </
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lum alter contigerit circulus in quo CD. </
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circuli in quo A B, diametro in antè, mouebitur
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C D ad retro, diametro circuli vbi eſt A, circa
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mota. </
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<
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xml:space
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">In contrarium igitur mouebitur circulus
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vbi CD, ad illum ubi AB. </
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<
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">rurſus ipſe conti-
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guum ubi EF, in contrarium ſibijpſi mouebitur
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/>
propter eandem cauſam. </
s
>
<
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xml:id
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xml:space
="
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">Eodem
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modo ſi </
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