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

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              <s id="s.001167">
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              tione contingit. </s>
              <s id="s.001168">Nam ſiſolus quidem eſſet cylindiulus
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              aquæ reſpondens ipſi foramini, manifeſtum eſt ipſum
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              perinde effluxurum, ac totum cylindrum baſi tota
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              aperta. </s>
              <s id="s.001169">Quoniam verò talis cylindrulus copioſiore
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              aqua ambitur, non ideò quidem minùs effluit, ſed
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              efficitur, vt dum pars ſuprema antecedenteis conſequi­
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              tur, circumſtantes aquæ ſupremæ partes in ipſius lo­
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              cum propter fluxilitatem ſubeant, ac pari modo, con­
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              tinente
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              que ſequantur, deſcendant, ac effluant; aliis
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              nimirum, aliiſque indeſinenter ſubſtitutis, ab ipſa vſque
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              ſuperficie, quæ idcircò ſemper complanata appareat,
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              quovſque ſub effluxus finem excauetur, dum quæ ſu­
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              pereſt aqua parcior eſt, quàm vt perinde facilè, abun­
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              deque confluere poſſit. </s>
              <s id="s.001170">Itáque etiam foramine aper­
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              to, aqua ſumma in locum baſeos, ipſumve foramen
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              tanta velocitate cadit, quanta per aërem caderet; ac
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              licet proinde de eiusimpetu ex effluxu non ſecus iudi­
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              care, quàm ex ipſo caſu; vt pote cùm effluendo cadat,
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              & cadendo effluat; ac pari ſemper tempore ex ſummo
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              ad imum perueniat. </s>
              <s id="s.001171">Vide igitur an Exemplum diſſi­
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              mile ſit, & non potiùs Experimentum (ſuppar mini­
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              mùm) illiuſmet rei, de qua agitur: & quia quæritur, an
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              impetus exprimatur duplex ex altitudine dupla, an ex
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              quadrupla, iſtud verò experimentum (ſeu exemplum
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              mavis) duplum probat ex altitudine quadrupla, non
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              dupla; agnoſce quo iure dicas quæ habentur memo­
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              ratis articulis
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              fruſtra eſſe, ac iis etiam vltrò datis, nihil me
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              aduerſus inſinuatam à te experientiam, aut omninò contra
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              te, ob exemplorum, quibus vtor, dißimilitudinem concludere.
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              </s>
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