Gassendi, Pierre
,
De proportione qua gravia decidentia accelerantur
,
1646
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audacter etiam affirmet ſe item eadem methodo expertum
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eſſe spatia ęqualibus temporibus emenſa eam inter ſe ratio
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nem obſeruare, quæ inter numeros omneis impareis ab vni
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tate continua ſerie procedenteis inuenitur; & in hac tamen
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poſteriore obſeruatione vehementer errauerit, magnoperè
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verendum eſſe, ne in priore quoque non minùs hallucinatus
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ſit.
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<
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Satis non eſſe, ſi tempus habeatur, quo
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prima quælibet pars deſignati spatij tranſmittitur, niſi tem
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pus quoque cognoſcatur, quo pars ſequens priori æqualis, vel
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duæ medietates primę ſeorſim decurruntur; quod tamen
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exactè determinare,
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inquis,
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per quam difficile arbitror, ob
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cauſſas iam ſæpiùs adductas.
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<
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"> Et quænam quidem fue
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rint huiuſmodi cauſſæ non commemini; ſed interim
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tamen candorem commendo, quo dicis Tertiò,
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te qua
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cúmque diligentia adhibita nihil habere potuiſſe, in quo in
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tellectus conquieſceret:
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ac author es; vt ſi aliquis ſe id
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fœliciùs aſſequi poſſe confidat,
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turrim ſatis excelſam
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eligat, puta
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200
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pedum; ac deinde aliam altitudinem duplò
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præcisè minorem, pedum videlicet centum; & ex vtraque
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altitudine, tempus deſcenſus exactißimè inquirat; tum mino
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re tempore, ex maiore ſubducto, reſiduum daturum tempus
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deſcenſus per turris maioris centum pedes infimos: tempus
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verò illud minus, quo idem corpus ex ſola centum pedum al
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titudine deſcendet, ęquale tempori futurum, quo ex maiori
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quoque altitudine, per centum pedes ſuperiores deſcenderit.
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<
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ſanè non ſatis idonea refutatio experimenti, quod
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ille teſtatur ſe ſæpiùs, ac diligenter peregiſſe, niſi teſte
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ris temetipſum idem tentaſſe, peregiſſeque, ac fuiſſe
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rem ſecùs à te obſeruatam, falſitatiſque adeò con-</
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