Guevara, Giovanni di, In Aristotelis mechanicas commentarii, 1627

Table of figures

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              cationem ſecundum lationem rectam ad proportionandum
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              ſe parti minori. </s>
              <s id="N167AB">Atque hæc in re tam ambigua ſi minus
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              demonſtraſſe, ſaltem indicaſſe, vel tentaſſe ſufficiat. </s>
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            <p id="N167B0" type="main">
              <s id="N167B2">Ad exactius denique percipiendam naturam miſtorum
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              motum, non abs re fuerit affinem aliam quæſtionem diluere,
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              quæ fortaſſe non minus admirabilem, ac ferè incredibilem
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              ſupponit experientiam. </s>
              <s id="N167BB">Nimirum cur in prædicta latione
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              duorum circulorum circa idem centrum ſecundùm abſidem
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              circuli maioris, aliqua puncta circumferentiæ maioris, mi­
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              nus progrediantur, quàm correſpondentia ſibi puncta cir­
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              cumferentiæ minoris; aliqua verò magis. </s>
              <s id="N167C6">In maiori enim
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              circulo puncta vnius ſemicirculi minus progrediuntur, quam
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              puncta ſemicirculi correſpondentis in circulo minori. </s>
              <s id="N167CD">Con­
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              tra verò, puncta alterius ſemicirculi magis progrediuntur in
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              circulo maiori, quàm in minori, vt de motu particulari Epi­
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              cyclorum docere ſolent Aſtronomi. </s>
              <s id="N167D7">Quod maximè vide­
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              tur admirandum
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              vterque circulus ſimpliciter, ac ſecun­
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              dum ſe totum ad motum axis progrediendo, æquale ſpa­
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              tium percurrat, vt vidimus, ac probatum eſt in præcedenti­
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              bus. </s>
              <s id="N167E6">Ita tamen rem ſe habere ſic oſtenditur. </s>
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            <figure id="id.005.01.228.1.jpg" xlink:href="005/01/228/1.jpg" number="75"/>
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              <s id="N167F0">Eſto exempli gratia circulus maior ABCD, minor verò
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              EFGH circa commune centrum I ſuper planum KL.
                <expan abbr="Sintq.">Sintque</expan>
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              duo diametri maioris ad angulos rectos ſeſe interſecantes
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              AC, & BD; minoris verò in ipſis contenti EG, & FH; ita </s>
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