Gassendi, Pierre
,
De proportione qua gravia decidentia accelerantur
,
1646
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æqualibus temporibus spatia increſcant, ſicut numeri ab vni
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tate impares,
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dicis me,
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Si illud quidem decretum in examen
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adduxiſſem, perſpecturum fuiſſe & falſum, & Paralogiſmo
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euidente confirmatum.
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<
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"> Ego verò neque inficior hallu
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cinari potuiſſe me; neque me habeo adeò ſolertem, vt
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Paralogiſmum à te inſinuatum etiamnùm pervideam.
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<
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id
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">Peruelle proinde ipſum oſtendiſſes, atque adeò ſubin
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dicaſſes, qua ergo alia proportione accelerationem de
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cidentium fieri, aut experiundo notaueris, aut deduxe
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ris demonſtrando. </
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<
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id
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">Certè non ſatis intelligo quam
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obrem cenſueris,
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ſiue hæc proportio, ſiue alia ſit, eam nihil
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referre ad meum inſtitutum:
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quippe ſi alia fuerit, quàm
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quæ ſuppoſita à me eſt, fruſtrà eſt tota ratiocinatio.
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<
s
id
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">Quod ad experientiam porrò attinet, obſeruationes à
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Galileo recitatas prætereo: ad meas quod ſpectat, quot
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quot mihi licuit, & quantum licuit peragere, illam pro
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portionem ſemper exhibuerunt. </
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<
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">Potiſſimæ fuere, cùm
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rem præſtiti, adnotatis ſpatiis, tam in prolixiore ſex
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decim orgyis pariete, quàm in tubo vitreo inclinato
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prolixiore duabus; ac ſociis ſimul adhibitis, quorum
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ſinguli ad ſingula ſpatia, eorumque notas attenderent,
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vt tam decidente globo
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ſecundũ
">ſecundum</
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parietem, quàm dela
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bente per tubum, dicere poſſent, ecquo momento ex
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numeratis (& alta voce pronunciatis) æqualibus, glo
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bus pertranſiret vnamquamque notam. </
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<
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id
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">Nempe ex
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inde conſtitit, quale ſpatium fuiſſet primo momento
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ſuperatum vnum, talia deinceps ſuperata fuiſſe ſecundo
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momento tria, tertio quinque, quarto ſeptem: adeò vt
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illa aggregando reperirentur ſuperata in fine primi
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momenti vnum, in fine ſecundi quatuor, in fine tertij </
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