Gassendi, Pierre
,
De proportione qua gravia decidentia accelerantur
,
1646
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ſatis attendi velocitatis gradum primo momento ac
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quiſitum ita integrum manere in ſecundo, vt ad ſu
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perandum duo ſpatia valeret, ipſumque ita habui, qua
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ſi valeret ſolùm ad ſuperandum vnicum; ideò cùm vi
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derem ſecundo momento tria ſuperari ſpatia, exiſti
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maui facilè ita vnum ſuperari per gradum manentem,
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vt duo alia deberent per duos alios, interim acquiſitos
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ſuperari. </
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<
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ſuperari momento agnoſcens, ſic putaui treis gradus
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ſuperiores manere, vt ſingula per ſingulos ſuperaren
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tur ſpatia, ac interim acquirerentur duo alij, quibus
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duo alia ſuperarentur: non ſatis attendens duos tan
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tum gradus prius acquiſitos, manenteiſque eſſe, quo
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rum vtrique deberentur duo ſpatia; ſicque ambobus
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quatuor; ac neceſſarium rursùs eſſe vnicum duntaxat
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acquiri, cui ſpatium quintum deberetur. </
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<
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">Pari etiam
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ex ſpatiis ſeptem quarto momento ſuperatis, quin que
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retuli ad gradus quinque, quos habui iam acquiſitos,
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ac manenteis, & duo ad duos, qui acquirerentur in
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tereà: non attendens ipſos eſſe treis duntaxat, quorum
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tamen ſingulis deberentur duo ſpatia; vnde & per illos
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ſuperarentur ſex, ac ideò eſſe ſolùm neceſſe, vt tum ite
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rùm acquireretur vnicus, quo ſeptimum ſuperaretur;
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atque ita de cæteris. </
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<
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">Itaque, quam primùm animum
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aduerti, diſplicuit rem ſic expoſuiſſe, vt velocitates ita
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ſe habere viderentur, quemadmodum ſpatia, & non
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modò ſpatiorum, ſed etiam velocitatum aggregata
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perinde ſe habere, vt quadrata temporum: quod mi
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hi quidem viſum eſt ipſi naturæ repugnare; ſecundum
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quam potiùs doberent velocitates eſſe quemadmo-</
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