Guevara, Giovanni di, In Aristotelis mechanicas commentarii, 1627

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        <body>
          <chap id="N10019">
            <p id="N10C2B" type="main">
              <s id="N10C58">
                <pb pagenum="22" xlink:href="005/01/030.jpg"/>
              ſubiecta materialia non minus ſunt phyſica, conſideratio ve­
                <lb/>
              rò mathematica. </s>
              <s id="N10C65">Ac tandem apertiſſimè conſtare poteſt in­
                <lb/>
              ductione partium eiuſdem facultatis Mechanicæ. </s>
              <s id="N10C6B">Nam licet
                <lb/>
              Centrobarica verbi gratia, vel Machinaria, non agat niſi de
                <lb/>
              ſubiectis phyſicis, tota tamen eorum conſideratio eſt mathe­
                <lb/>
              matica, geometricè procedendo ad
                <expan abbr="demonſtrãdas">demonſtrandas</expan>
              dimenſio­
                <lb/>
              nes, ſiguras, diſtantias, ponderoſitatem, vires, ac motum ip­
                <lb/>
              ſorum. </s>
              <s id="N10C7C">Similites ſpiritalis tractatio quamuis agat de aere, ac
                <lb/>
              de coniunctione aeris cum alijs elementis ad multos vitæ no­
                <lb/>
              ſtræ vſus, quæ res phyſicæ in ſe ſunt, nihilominus ad mathe­
                <lb/>
              maticam contemplationem pertinet, & ab Herone mathe­
                <lb/>
              maticè cum ſuis demonſtrationibus traditur, contemplando
                <lb/>
              proportionem, numerum, magnitudinem, diſtantiam, ordi­
                <lb/>
              nem, figuram, & cauſas effectuum, qui ex incluſo aere profi­
                <lb/>
              ciſcuntur. </s>
              <s id="N10C8D">Quorum omnium ratio eſt, quia in his non atten­
                <lb/>
              ditur ſubiectum materialiter ſumptum in eſſe rei, ſed formali­
                <lb/>
              tas qua cadit ſub ſcientiam, ſeu ratio ſub que agitur de ille,
                <lb/>
              quæ dicitur ſubiectum, vel obiectum formale;
                <expan abbr="cumq.">cumque</expan>
              , hoc in
                <lb/>
              propoſito pertineat ad Mathematicum, ſequitur, facultatem
                <lb/>
              ipſam ſiue ſcientiam mechanicam, eſſe verè mathematicam. </s>
            </p>
            <p id="N10C9A" type="main">
              <s id="N10C9C">Ad ſecundum Reſpondetur, motionem & quietem
                <expan abbr="grauiũ">grauium</expan>
                <lb/>
              & leuium, ſiue ex natura ſua, ſiue ex aliqua violentia vtraque
                <lb/>
              proficiſcatur, eſſe quidem paſſiones phyſicas eorum prout
                <lb/>
              corpora naturalia ſunt, non tamen conſiderari à Mechanicis
                <lb/>
              vt tales paſſiones ſunt, ſed prout obtineri poſſum ab illis tan­
                <lb/>
              quam finis intentus, mediante aliquo artificio. </s>
              <s id="N10CAD">Vnde ratio
                <lb/>
              formalis ſub qua grauia & leuia conſtituuntur obiecta huius
                <lb/>
              ſcientiæ, non eſt prout mobilia ſunt ſecundum locum, aut
                <lb/>
              quieſcere poſſunt, abſolutè loquendo; ſed prout artificiosè
                <lb/>
              moueri aut quieſcere poſſunt, loquendo modum quo mo­
                <lb/>
              uenda ſunt, vel detinenda, & circa quem formaliter ors ipſa
                <lb/>
              verſatur ad finem intentum. </s>
            </p>
            <p id="N10CBE" type="main">
              <s id="N10CC0">Ad tertium Reſpondetur, nec omnia, nec ſatis demonſtra­
                <lb/>
              ri poſſe ex principijs phyſicis in hac ſcientia. </s>
              <s id="N10CC5">Porrò licet non­
                <lb/>
              nulla de graui & leui ſupponantur, vel etiam probentur ex
                <lb/>
                <gap/>
              is, cætera tamen vt plurimum & exactè non
                <expan abbr="demonſtrãtus">demonſtratus</expan>
              </s>
            </p>
          </chap>
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