Gassendi, Pierre
,
De proportione qua gravia decidentia accelerantur
,
1646
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iuxta te tamen conſtitutus triangulus ſit; neque pro
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pterea cius ſtructura, quatenus eſt tuis decretis confor
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mis, ſponte corruat. </
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<
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biſecta in S, ductáque lineâ SL contendas ipſe ex
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deductis articulo XXXV, & ſequentibus progreſſionem
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tuam illam duplum incipere ab S, & mobile tam citò
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peruenire ex C in D, quàm ex S in C, ſicque ob
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duplum ſpatium velocitatem acquiſitam in D eſſe du
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plam velocitatis acquiſitæ in C, atque adeò eſſe ad il
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lam vt lineam DN ad lineam CL: addam-ne in
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quam, & triangulum fieri exinde adhuc deformius,
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& comparationem hanc tuam peruerti, cùm adeò
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falſum ſit dicere, vt SC, ad CL, ita SD ad DN? </
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<
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non vel ex hoc capite agnoſcere potes, aſſumptis li
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neis CL, DN, & parallelis cæteris pro incrementis
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velocitatis, non licere vniformitatem, æquabilitatem
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ve accelerationis tueri? </
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IN ARTICVLOS IX. X. XI. XII. </
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Galileo Definitionem ſpuriam impugnanti
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obiicitur.
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Poſtquàm autem
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G
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alilei definitionem confirmare, &
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communem aliorum deſtruere conatus es, aggrederis numero
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x. </
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<
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">eam rationem, qua idem Galileus communiorem motus
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vniformiter accelerati definitionem abſurditatis arguit, à
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paralogiſmo excuſare: ſed fruſtra huius cauſſæ pairocinium
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ſuſcipis, cùm nec eam obtinere, nec ſatis plauſibiliter eam de
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fendere poßis. </
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<
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G
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alilei ratio.
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<
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tio motus in deſcenſu grauium æqualibus ſpatiis,
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æqualia ſumeret velocitatis incrementa, eſſent velo-</
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