Gassendi, Pierre, De motu impresso a motore translato epistulae duae, 1642

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      <text>
        <body>
          <chap>
            <p type="main">
              <s id="id.000687">
                <pb pagenum="97" xlink:href="027/01/096.jpg"/>
              ſpatium quod proinde manet immotum, quicquid
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              in ipſo collocetur, quicquid per ipſum tranſeat:
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              imô non ſit domus, non ſit Terra, non ſit Mundus;
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              illud ſpatium nihilominùs immobile, inalterabile.
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              </s>
              <s id="id.000688">idem omninó perſeuerabit. </s>
              <s id="id.000689">Eodem modo, loco mu­
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              ſæi, intelligito cœli fornicem; & loco tui, tuarum­
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              que veſtium intellige Terram cum aëre circumve­
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              ſtiente: capis profectò Terram intra hunc fornicem
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              certum aliquod ſpatium occupare. </s>
              <s id="id.000690">Finge Terram
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              ex eo moueri, non illud proptereà emouebitur, ſed
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              conſtabit planè immotum, Terraque intereà occu­
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              pabit aliud. </s>
              <s id="id.000691">Finge non moueri Terram ex ſpatio,
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              ſed conuolui tamen intra ſpatium, veluti globus,
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              dum tornatur; concipies parteis quidem Terræ mu­
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              tare ſucceſſiue parteis ſpatij; ſed non proptereà par­
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              teis ſpatij vlla ratione aut moueri, aut mutationem
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              accipere. </s>
              <s id="id.000692">Dico igitur, ſi in Telluris circumvolutio­
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              ne ſupponamus AB turrim moúeri in CL; ſpatium,
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              quod illeic occupabatur, remanſiſſe illeic im­
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              motum, vt etiam totum illud per quod tranſijt, A
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              BLC, in quo qui erat aer tranſiit intereà in CL
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              ND, ſuccedente interim alio, qui erat ponè locum
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              AB.
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              t moueatur conſequenter turris à CL, in
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              in DN, ſpatium ad CL remanebit immotum, vt
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              etiam illud, per quod turris tranſiit, & in quo qui priùs
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              continebatur aer, tranſijt intereà in ſpatium DN
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              PE Imaginare idem ex ordine, quovſque turris erit
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              in K
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              ; capies profectò pedem turris ex parte ſpatij
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              immota A, tranſijſſe in partem ſpatij immotam K;
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              & deſcripſiſſe in ſpatio intermedio, immoto manen-</s>
            </p>
          </chap>
        </body>
      </text>
    </archimedes>