Gassendi, Pierre
,
De proportione qua gravia decidentia accelerantur
,
1646
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ſeparatam, qualis eſt
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DE,
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ſemper velocitas deſcenſus per
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AC,
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quandiù percurritur prior eius pars
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AB,
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nec ſui-ipſius,
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nec velocitatis per
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DE
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dupla eſt, vt falsò aſſumis, ſed planè
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eadem aut æqualis omninò eſt.
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<
s
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">Hui tamen! ſiccine exactius, magiſque
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ſufficienter mihi Paralogiſmum iam de
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tegis, & proptereáne ægrè fers te mihi
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(
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intelligentem putares) indicaſſe bre
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uiùs ratiocinationis Galileanæ vitium?
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Semper,
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inquis,
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velocitas deſcenſus per
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AC,
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quandò percurritur prima eius pars
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AB,
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nec
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ſui ipſius, nec velocitatis per
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DE
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dupla eſt.
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Enimverò, non quæritur, vtrum reipsâ dupla ſit, ſed
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an duplam eſſe tuo ex principio conſequatur. </
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<
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id
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">Nam
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noui quidem ego falſum eſſe Conſequens; ſed verè ta
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men conſequi ex Antecedente, admiſſo oſtendo. </
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<
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">Dicis
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me id falsò aſſumere;
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ego verò non falsò aſſumo, qui
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ne aſſumo quidem, ſed ſolum conſequi demonſtro, vt
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cumque poſtquàm id demonſtraui, ſubſumere deinde
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poſſim, vt oſtendam te tibi repugnare, quòd
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fatea
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ris AC, & AB inæqualibus percurri temporibus, prin
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cipium tamen id defendas, ex quo fateri ſimul cogaris
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eodem, aut æquali tempore percurri. </
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<
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">Itaque cùm
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heic non agatur de veritate Conſequentis, ſed de ne
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ceſſitate, qua conſequitur, ac tu deberes oſtendere
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neceſſariò non conſequi, & declarare in quo peceá
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rim, inferendo fore velocitatem per totam AC du
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plam velocitatis per totam AB, nihil aliud habes,
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quã
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,
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non eſſe duplam.
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<
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"> Quod perinde eſt, ac ſi te ponen
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te illud Antecedens,
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Plato eſt lapis,
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ego inferam iſtud </
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