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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18C
# Folio 28r, page id 00068193:0057
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eum
tide
 LeGe NATu A circa Corporum
Potentium.
Demonstrationum, Specimen.
uno invenerim Potentiam corporum non, ut vulgo
creditur in quantitate motus seu facto ex magnitudine
ponderis in belocitatem consittere, neque adeo ho transferon-
da de corpore in corpus potentia eandem motus summam
conservari, ut Carterianis mexime persvasum ett; sed hanc
potius Natura Legem ete, ut effectus integer caur sux
plenae aequivalcat, ne vrolato rerum ondne per eacessum
effectus supra causam ad motum perpetuum (quem ab-
surdum este, pro certo sumo, et ad hoc absurdum adver-
sam sententiam redigi ostendo) perviniatur; deo vim
iatrocinationis mex evidentinimis demonitaationibus complecti
opere pretium judicavi, ut paulatim vera novae de Potentra
et Actione Scientia, quam Dynamicen appellare possis,
s
Elementa condantur, quorum initia quadam peculiari tra-
ctatione sum compleans, un de nune presens speumen excerpere
C.
volui, ut eacitentur ingenia ad inquisitionem veritatis, et pro ima-
ginaris Natura Legibus genuinae recipiantur. Apparebit
hinc, quam intutum sit in Mathematicis caverisimilibus argu–
mentis aliquid affirmare, cum vires duorum aequalium ponde-
rum naqualibus velocitatibus, praditorum non sint ut velocita
tes, sed ut altitudines, ea quibus descendendo velocitates illas ac
quirere potuerunt. Constat autem velocitates non eteo in ratio-
ne altitudinum, sed in ratione earum subduplicata. Unde jam
aliud paradoaum sequitur; facilius etse gradum velocitatis corpori
orescenti imprimere, quam eidem jam in motum concitato eun-
dem gradum dare adhuo semet, sie ut velocitas ejusdem directi-
omis
rum