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

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              <s id="s.000023">
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              temporis vnum, in fine duorum quatuor; in fine trium nouem;
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              in fine quatuor ſexdecim, &c. </s>
              <s id="s.000024">Quæ omnia liceat repræſentare
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              in maiuſculo quodam Triangulo, cuius lateribus, ac baſi in par­
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              teis æqualeis diuiſis, interductiſque lineis aream diſpeſcentibus
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              in minores, mutuò æqualeis, ſimileiſque triangulos, partes
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              vtriuſvis lateris (incipiendo ab apice) habeantur pro tempori­
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              bus; baſes triangulorum ipſis respondentium pro gradibus ce­
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              leritatis; & intercepta triangula, ipſorumve areæ pro spatiis.
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              </s>
              <s id="s.000025">Vide & totius Epiſtolæ ſiue Diſſertationis ſeriem.
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              A p. </s>
              <s id="s.000026">3. in 9. </s>
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              <s id="s.000027">ART. VI. VII. VIII. </s>
              <s id="s.000028">De Motus æquabiliter
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              accelerati definitione. </s>
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              Definit
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              G
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              alileus Motum æquabiliter acceleratum (qua­
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              lis grauibus decidentibus competit) illum,
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              qui à quiete rece­
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              dens, temporibus æqualibus æqualia celeritatis mo­
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              menta acquirit.
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              Jd autem improbans R. P. contendit po­
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              tiùs definiendum cum vulgari ſententia illum,
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              qui æquali­
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              bus ſpatiis æqualia celeritatis augmenta acquirit.
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              Quan­
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              quam ex Galilei definitione præclarè intelligitur accelerationis
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              æquabilitas: prout increſcens celeritas ſe habet vt linea inter
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              latera memorati Trianguli ab apice vſque in baſim increſcens
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              & hæc linea ideò increſcit æquabiliter, quòd ſecundum parteis­
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              laterum æqualeis (per quas dictum eſt repræſentari tempora)
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              additamenta continuò æqualia acquirat.
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              E
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              x definitione au­
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              tem R. </s>
              <s id="s.000030">Patri probata, nihil tale potest intelligi: cùm nulla
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              facta temporis mentione, & ſumptis partibus lateris trianguli
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              pro spatiis, & interceptis triangulis pro celeritatis gradibus,
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              conſtet, ſi totidem ſemper addantur triangula, quot lateris par­
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              tes, creatum iri triangulum totalem, cuius area inæquabiliſ­
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              ſimè ab apice in baſim increſcat.
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              A p. </s>
              <s id="s.000031">9. in 14. </s>
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