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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 3 (shelfmark LH 13, 3)
# Folio 242v, page id 00068200:0486
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Res vene sucedit in casu illo sperali, sed rescio an generaliter pro incunsu corporis in duo-
lobus
Ex pincipiis rostiis, si vera est Regula Hugeniana, ut copus A in cuirent in B, langent plures C, d, E
quiescat cum B; sequetur idem esse si B incuriat it
CrdE, quia peinde est ac B non tangat, sed pam a tangente absit,
eo autem casu quesct A, hanstat, notu im erco  prodeant, quae ante, detiet B incuprens in C. d, E, quietem accipere
Et hoc de duobus verum reperi si sint siti in se anvice in Mrangulo rectangulo doscele. id secut in apriendum de
ribus certe, an v set fugenianae regulae obstant ratiocinatio firua neae regulae de esirentiis seu reu
desinentiarum. Nempe A incurrat in simmil in globos B et d. Et propemodum tangat globum C, dieo  eventus qui frant
esse debere tales ut si tandem status hic desurat in statum perfecti otactus tiam ipsius C, etiam eventus in hunc desinant. quod veum
ub est, si vera regula Hngeniana, n bG si lantillum absit, Quiescet A, prodibunt B procedent B, et d, quaescente manente in quie
te ipso C, ergo non desinitur in statia regulo Angeniane eventum, quam vat esse si A tres B, C, d simul tangt supuitur
ino contra regulam Angenianm per se smmutam aliter (sine consequentia) sic m pugnat regita desi
ex ejus iegula, ut sciliture quiescat A, procurrant B, C,d.
nentiarum seu Regnta contamitatis. Nam sisemper verum manet, ut A incurrente in B langertam C et d, quiant
A et B, transtato notu in C et d, sequitur et hoc fuluu si angulus CBd sit infinite acntus, quo et e,du tantalum quo u
calsum est B quiescere omni motu in C et d translato quods quis vellet hoc, casu quo scil CBd sunt in eadem recta a B
ab A atqua inpulsum quiescere, sequetur  non progredi centium gravitatis totale, nam ipsis A et B quiescentibus, et
ipsis cesc notum recipienlibus et quidem in recta ipsu Cd, patet non nihil utta hanc rectam prodiie, aque adeo cantum graci
tatis sisti.
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