Gassendi, Pierre, De proportione qua gravia decidentia accelerantur, 1646

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              <s id="s.001092">
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              omninò ſit, v
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              velocitatibus, ac ſpati
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              s eadem ſe ratio­
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              ne habentibus, vbicumque aſſumpto æquali ſpatio
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              v
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              itas
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              ſt dupla, ibi ſit præc sè temporis dimidium;
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              & plan
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              proinde ſequatur, vt aſſumpta linea BC æqua­
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              pſi A
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              cum velocitate decurſus dupla, ſi AB qui­
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              dem depu
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              certo tempore, vt quadrante horæ, ipſa
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              BC percurratur octante, ſeu dimidio quadrantis. </s>
              <s id="s.001093">Po­
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              ſtremò, quod conqueteris
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              me ex hac falſa ſuppoſitione
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              deducere numero ſequente vnum Incommodum
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              (vt putà da­
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              to tempore, quo decurſa ſemel fuerit pars AB, tempus
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              aliud ipſi æquale attingi nulla ratione poſſe, niſi ſu­
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              perato ſpatio infinito)
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              ac deinde ad finem Responſionis alia
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              plura longè abſurdißima, quæ tanquam conſectaria ex tuis
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              principiis, ac decretis neceſſariò illata tibi obiectem:
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              verum
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              quidem eſt; ſed neſcio quamobrem tanti momenti
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              Incommodum cenſueris ita præteruolandum, præter­
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              labendo ſcilicet, prætextu retractandi ipſum, ſeu attin­
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              gendi vel deuiter, ob examen propoſitionis reſerua­
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              tum in commodiorem locum. </s>
              <s id="s.001094">Sed vtcumque ſit, re­
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              putare: non potes, abunde eſſe, quòd propoſitionem,
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              ex qua illud deducitur, falſam iam, ac impoſſibilem
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              habeas; cùm & obſtent quæ mox obieci de impugna­
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              to Paralogiſmo, & comperiaris non ſatisfeciſſe, cùm
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              idem Incommodum iteratò obieci articulo xlij. </s>
              <s id="s.001095"/>
              <s id="s.001096">tan­
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              quam conſequens ex tuo decreto cum hac propoſi­
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              tione congruo, de ſpatiis emenſis, temporibus æqua­
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              libus, in ratione continuò dupla. </s>
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            <p type="main">
              <s id="s.001097">Priuſquam hæc de Paralogiſmo, quem Galileo ob­
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              ieciſti, dimittam, meminiſſe iuuat obieciſſe me tibi arti­
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              culis XXXVI, & XXXVIII. fuiſſe te non ſecus ratiocina-</s>
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