Gassendi, Pierre
,
De proportione qua gravia decidentia accelerantur
,
1646
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rem foret. </
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<
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">An verò poſſes iam vrgere dilemm
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e eo
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dem, quo ego in te vſus ſum? </
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<
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">Vt poſſis, obſtat pri
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mùm, quòd ego ſecundum membrum manifeſtò reſ
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puam, cui tamen inhærere te ex ijs, quæ heic habes, in
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telligi poteſt: quódque circa primum videas admitte
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re me, & manere primum gradum toto tempore DE;
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& manendo non eſſe otioſum, ſed agere aliquid; &
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agere duplum illius, qui interim acquiritur; & ex dupla
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vnius, & ſimplici alteriùs actione ſuperari tria ſpatia:
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ac tu non poſſis ex admiſſo à me triplo ſpatio per tem
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pus DE percurrendo, deducere incommodum vllum,
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vt ego deduxi ex triente temporis, quo tu debes admit
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tere DE pro ſpatio ſumptum percurri. </
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<
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">Obſtat ſe
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cundò, quòd vt facias, mutare duntaxat terminos
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oporteat: hoc eſt, vbi ego tempus tu ſpatium; vbi
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ego ſpatium tu tempus debeas dicere, vt factitatum
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ſuperiùs eſt, cùm retorquere conatus es, quod ego
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obieceram, vt defenderem nullum fuiſſe in Galileo
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Paralogiſmum. </
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<
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">Scilicet confuſio inde ſequitur, è
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qua extricari non liceat, neque rem iam ten
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to, vt tempori parcam; tametſi ſaltem videretur circa
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ea, quæ ſequuntur, tentanda. </
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<
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">Adnoto ergo potius,
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quod heic infers
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fore velocitates, vt ſpatia, & ſpatium tem
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pore
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DE
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decur ſum fore duplum, non triplum:
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negari tibi
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conſequutionem; eò quòd aſſumas, vt rem conceſſam
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duos gradus velocitatis, qui reperiuntur in tempore
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DE, acquiri ambo per illud tempus: cùm tamen ego
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velim vnum tantum acquiri, & alium eſſe permanen
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tem, præſtantemque duplum illius, qui acquiritur:
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adeò vt, coniuncta vtriuſque actione acquiratur ſpatij </
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