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# Title: Leibniz-Handschriften zur Mathematik LH 35, 9, 24
# Folio 3v, page id 00068149:0006
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parabiliter majoris, sed magnitudinis quasi-infinities infinite par
vae, ut soilicet impresiones ejus seu solecitationes quasi infinite
parva fiant; id jam quovis tempusculorum equalcumi in mobile
directe impingere, et hoc versus centrum pellere ponatur.
Ita enim mobile etsi in motu pocitum, ingruentis inconparabiliter
celerioris respectu pro quiestenti haberi poterit. Jan vero a ne
demonstratum est in dynanicis, velocitates quas mobile durum qui
escens à corporibus duns directe ingruentibus ac cipita, esse
ut velocitates ingruentium, si ingruentia sunt aequalia; vel
esse eut ingruentia si velocitates sint aequales. vel denique in
ratione utraque composita, si utrumque variet. Nimirum sit
corpus a, ingruens celeritate M, et corpus excipiens qui-
escens sit b; sit post ictam exoipientis velocitas per
ictum impressa n; his positis denonstravi olim fore
seu n ad m, ut 2a ad a+b
n = ram: a +b, ergo si a sit inconparabiliter minus quam
b, erit n = ram: b Manerte sergo eodem excipiente b et
habito pro quiescente; veloritates ei ab incurreate inpressa
erunt ut am, id. est in ratione composita incurrentium et velo
citatum incursus. (unque gravia vel alia solicitatianibus
immensa celeritate praeditorum.
centripetis accelerata respectu ingrientium pro quiescentibas
habeantur, crunt velocitates quovis tempasculo aequali inpresse
in ratione composita matoriarum incurrentium, et velochtatum
quibus incurrunt. Quodsi tempuscula assunantur inaequalia, numer
ipsis tem pusculis
ictuum qui fiant quovis tempusculo intelligentur proportionales
crantus velocitates quovis tempusculo acquisitae seu de in ra-
tione ex tribus composita, corpusculorua incurrentium velo
itatum incursus, et tempusoulorum; seu erunt du ut amat
itaque ferant ut am, seu vires acceleratrices vel retardatrices
ut vos vocatis, ut cgo mallem, momenta erunt in ratione con
posita vonti ingruentis et celeritatis qua ancarrit, seu orit
ut quantitates motus seu monenta incurrentium
Jam loco Hypotheseos physica interruptae assumanus
Mathenatioam continuam, qua Augenius usus est, ad explicandam
naturam gravitatis, nempe conatum centrifugum flaidi subtilissini
geldea