Gassendi, Pierre
,
De proportione qua gravia decidentia accelerantur
,
1646
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tatem per totum tempus
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DE
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acquiſitam totius velocitatis per
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totum primum tempus
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AD
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acquiſitæ non eſſe duplam, ſed
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eius potiùs veiocitatis, quæ vltima primi illius temporis medie
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tate, ſcu tempore
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SD
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acquiſita ſit; tum inſtabo acriùs, teque
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pugnantia loqui conteſtabor.
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<
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debebas impetere, non ſpuriam aſſingens (vocem con
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donabis, quandò tua eſt) euidenter
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λογιζ
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verò ſaltem cur non
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inſtas acrius?
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Cur non
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me pugnan
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tia loqui contestaris?
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Cur intentaſſe minas ſat eſt? </
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Et, ſi demonſtrare contendas velocitatem tempore
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ac
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quiſitam velocitatis toto primo tempore
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acquiſitæ non eſſe
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præcisè duplam, ſed dupla maiorem: tantò euidentiorem inde
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concludam principiorum tuorum, ac decretorum abſurditatem,
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ex quibus tam apertè pugnantia concludantur: cùm fieri non
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poßit, vt velocitas acquiſita in
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E,
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velocitatis acquiſitæ in
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D
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ſit dupla, quin velocitas quoque toto tempore
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acquiſita
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velocitatis toto tempore
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AD
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acquiſitæ ſit dupla.
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tuam vmbram. </
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Quodque amplius eſt, hac tota in re babeo te confitentem
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cùm tu rem ita eſſe, ac neceſſariò admittendam eſſe contendas.
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Tuo igitur, opinor, Exemplo admonitus, agnoſces tandem,
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ſeu velocitas æqualibus temporibus, ſeu ſpatiis æqualibus æqua
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biliter augeri ſupponatur, non modò non abſurdum, aut à recta
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ratione abhorrens, ſed prorsùs neceßarium eße, vt velocitas
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tota ſecunda parte temporis, aut spatii acquiſita, nunquam
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ſit totius velocitatis tota prima parte acquiſitæ præcisè dupla,
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ſed potiùs, vt totius velocitatis ſola poſtrema medietate eiuſ-
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