Gassendi, Pierre
,
De proportione qua gravia decidentia accelerantur
,
1646
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runt,
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Qui æqualibus ſpatijs æqualia celeritatis augmenta
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acquirit.
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<
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"> Circa conſenſionem autem ſolùm, bucis,
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nouum non eſſe, ſi falſa falſis aptè quandó que, & con
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cinnè cohæreant;
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ac poſtremò in eo inſiltis, vt probes
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eſſe paralogiſmum, quo ille vulgarem, moxque re
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latam definitionem abſurditatis apertæ damna
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uit. </
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<
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">VII Ego intereà, optime Vir, neque video De
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ſinitionem a Galileo inſtitutam à te directè impu
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gnari, falſitatiſve vllius conuinci; neque agnoſco quî
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magis vera, congruaque potuerit inſtitui. </
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<
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id
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">Quippe
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meminiſſe, aut potiùs adnotaſſe diligenter oportet
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agi heic de motu æquabiliter accelerato, ſiue cuius
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celeritas continenter, vniformiterque increſcat, ne
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que vllum ſit momentum conſequentis temporis, in
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quo motus non ſit velocior, quàm in quovis antece
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dente, & in quo non eadem ratione ipſa velocitas
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augeatur. </
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<
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id
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">Fieri id porrò eſt manifeſtum ex ijs, quæ
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deducta iam ſunt; ſi æqualibus temporibus æqualia
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celeritatis momenta, ſeu incrementa acquirantur.
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<
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">Nam vt repetamus ſuperiorem figuram, nemo dicat
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celeritatem vniformiter increſcentem poſſe meliùs
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repræſentari, quàm diductione crurum anguli, linea
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rumve AB, AC, quatenus complectuntur ſpa
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tium, quod à puncto A magis continenter, vni
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formiterque creſcere non poſſit: ac aliunde angu
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lus BAC apertior, aut conductior (prout finge
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tur maior, aut minor velocitas) valet vſurpari.
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<
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">Vt autem rem magis ob oculos ponam; duco ec
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ce lineam VX, per ipſum apicem A, quæ cum li-</
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