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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18B
# Folio 65, page id 00068192:0065
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H, etiam CD et FF, moventur.
CMumquod que motu aequaliter
distributo
c
ex 1A, B in 2A 2B et puncta C H F Lineas
DeSCribere IC ZC , F 2F. jam quia AB mo-
retur motu aequasiter distributo (per prop. 1)
ergolper defin. 2) refocitas ipsius CD est
ad reLocitatem ipsius EF, ut IC ZC adIF
2E; sed LC 2C et 1F. 2L sunt Lineae aequaies
(per defin+) ergo s relocitas ipsius C Dve
Locitan ipsius F. aequalis est. Vicissim,
Si velocitates ipsorum CD FF sunt aqua
Les erunt Y LineaC 2C 8 i P. 2 F. aequa
Les (per Defin. 2) quod cum de quibusvis
ipsius mobisis AB punctis dici possit; utique
B.
(per definI) motus erit aequa liter distributus,
Drop. 3
SE quasis est relocitas mobilis Bpuncti
mobilii
in eo sumati, si motus sit aequa siter distribu
Nam Spunctum,  ipsum mobile AB,
mobidi AB insunt. Ergo (per prop. 2) aequa
Lis est eorum velocitas
Prop. 4.
In motibus aequaditer distributis, si
duorum mobitium quaecunque eodem tem=
pore descriptae Pongitudines motus, seu
viae punctorum sint proportionales, etiam
vendelcates simul snu existentes erunt
ead
proportionates. et viciosim.