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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18B
# Folio 133, page id 00068192:0133
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dupla est potentiue transferendi
unam Libramperunum pedem,
intra unumminutum. Bis enim
continet potentiam transferendi
unam Libram per unum pedem
intra unum minutum. Quemad-
modum et actio bransferendi duas
Libras per unum pedem intra-
unum minutum dupla est ac-
tionis transferendi unam Libran
perpedem unum intra unum.
minutum per prop. 2. cap. de.
Actionibus.
DrOP. Z
A. quates potentiae possunt
movere
avansferre aequades materia
quantibabes, per Longitudines
diversas, modo Longitudines
moturum,
eniaum sint temporibus
proportionates.
Namsiduo mobilia ASB
sint ejusdem velocitatis DE a
tempore F transferatur per
Longituainem 1A 2A, B Btem
pore C perLongituainem 1B
e B erunt Lorgituaines tempo
temporibus
temporibus proportionales,
Seu 1A2A ad 1B2, B ut T aaE.
(p er prop. cap. de velo. motus
aquidisbributit uniformis)
jam mobilia sunt aequalia-
(ex hypothesi) e mobilia aequa
Lea ejusdem velocitatis sunt
aequatis potentiae (per prop.
1. B ic) ergo aequates potentia
possunt eandem materiae quan
titatem bransferre per Long
tudines diversas diversis tem
poribus quae sint Longibudi
nibusproportionaLia.
laem sequitur ex prop. 1. de
Action.) item ex prop. 13. nam
cum in praesenti casu actiones
sint ut tempora per dictam
prop. 13. ergo aequalibustem
poribus erunt aequales actio-
nes, itaqe (per defin pobenbia
praecedentem) crunt ae quales
potentia.
Nimirum ejusdem poten
tiae est transferre unam Lit
libram per un um pedem intra
unum.