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

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              partem, non eſſe dimidium temporis per primam, aſ­
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              ſenſi conſtanter te facere rectè; at ſemper quoque ad­
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              monui te id diſputare aduerſus teipſum: neque tu ocu­
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              los ad hoc ſuſtinuiſti aduertere, & attendere, an aliquis
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              foret, quo id monſtraſſem, paralogiſmus.
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              Sextò
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              ex­
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              inde fit manifeſtum, multa me tibi obieciſſe ex falſa
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              hac ſuppoſitione, non quia falſa, ſed quia tua: neque
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              ſatis eſſe, vt eam neges, quò quicquid obieci,
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              tanquam
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              euerſo fundamento corruat,
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              niſi negando tuam eſſe, oſten­
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              das ſimùl tuam non eſſe (ſeu non eſſe ex tuis principiis
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              qua neceſſitate viſum eſt, deductam) ac ideò non eſſe,
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              cur quovſque illud
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              à te fuerit, inſultes me id,
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              quod aſſumo, affingere, imponeréque. </s>
              <s id="s.001489">Addo
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              Poſtremò,
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              quod caput eſt, fuiſſe perinde mihi futurum, ſeu hanc
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              ſeu aliam diſtributionem minutorum ſex, aut cuiuſli­
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              bet temporis alterius, in ea dimidia aſſeruiſſes: ſi modò
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              ſemper rationem ſpatiorum, ac velocitatum ſuppone­
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              ret eandem: quippe fac iam aliam qualemcumque
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              voles, quæ ſemper hanc tuam rationem ſupponat; &
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              ego recipio me eadem abſurda, ac fortè etiam alia lon­
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              gè abſurdiora eſſe obiecturum. </s>
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              IN ARTICVLOS XXXIX. XL. XLI. XLII. </s>
              <s id="s.001491">De Ra­
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              tione continuò dupla, qua ſpatia decurri temporibus
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              æqualibus R. P. concludit.
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              Quæris autem numero xxxv. </s>
              <s id="s.001493">& numero item xl. </s>
              <s id="s.001494">Quid­
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              nam cauſſæ eſſe poßit, cur Progreßionem accelerationis in
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              deſcenſu grauium non à primo ſpatij decurrendi puncto
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              A,
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              ſed
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              à puncto primi spatii medio
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              S,
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              incipiam; cùm ratio velocitatis
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