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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18C
# Folio 73r, page id 00068193:0147
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tione
in
risi
quod
M,
ea Mo
ma
mere
cribu
egro
eet
at1
3 et
tre
Ut
para
no
en
stis
equa
e
1s sit
net
elr: 111. Cap. 1. De Effectu et Act. form.
mquam, id ett nisc accrdat aliunde supervenire rationemmu
fationis. Jam motus quo manet omnino qualis est (seu ita
sircpliciter
ut non possit magia, et implea. (per def. 1. huc:
0At
s
DeCsio
R51 A.
pe
LAP. 1.
Frs
s
d 
s
SEXTIA.
NE MosS F0RMALL eISeVE
feCFV
Def. 1. LVt NsisAs est numerus partium posito
mensuram esse unitatem.
sta decempedae quantitas est denarius pedum; seu dena-
pus, enjus unitas ett pes.
O
jes
Def. 2. Qraxsias Ess CesFoRMA LIS 1X
MosY est, cajus mensura ett materiam certae quantitatis
motu aequidistrituto) motam esse per certam longitudimem.
Ut (Fig. 1. Insect.) quantitatem materiae contentam m
Aso translatam ette ex 1A, B in 2 A2B per centam longitu-
um, nempe lineae 1A2 A, a quaecunque corporis puncto, ut A,
C
descriptre, quae schiet est longitudo motus aequidistrbuti
def. 1. Cap. de velocitate motus aequidictr.) ubi nempe linea a
s
quocunque mobilis puncto descripta ett aequalis (def. 1. dut. cap.)
Id.
taqe si haec menoura effectus in motu aliquoties repetatur
ob
etiam toties repetetur seu multiplicabitur quantitas effectus.
Mosque
Ecf. 3. QVANT17AS AesoNis F0RMAL IS IX
est, enins monsura est materium certa quantitatis
motam
DE ACs1ONE E.