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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18B
# Folio 135, page id 00068192:0135
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brium pedum, tripsa est actionistras
triplo
trarsferendi unam Libram dujs Lo Tempore
seu intra Tria minuta pereandem
Longitudinem nempebrium peaum
Luod demonsoravimus prop. 7. capitis
de Actionibus assumbo iomale
axiomate, quod major actio sit idemefficere
minore tempore quanquam haec
ipsa conclusio pro axiomate assumi possit,
dupLum(res triptum esse idem effice
re dimidio tempore (aut bertiuejus
parte adeoque briplam eose actie
nem bransferendi idempondus por
eandem Longibudinem intratem
poristrientem.
(∞M)
Rursus actio transferendi
unam Libram triphotempore. seu
bribusminutis per Longibudinem
briplam seu per bres pedes bripsa
est actionis NBransferendi unam
Libram simplo tempore seu une
minubo, per Longibudinem sim
IdPam unius pedis. Hoc genera
Lius demonstravimus prop. 13
capibis de Actionibus. Sed idem
perse ita manifestum redditur:
Actio M transferendi unam 
Libram
5
Utaque habetur proposibum
sed adtius ordiendoidem sio consi
ciemus. Sint aequalia mobitia
lintequalla moi
BB, e velocitates eorum sint
graduum C (1) et D (2) ajo esse
potentiam ipsius A ad poten
tiam ipsius B, ut quadrabum
ipsius C(seuut 1) ad quadra
bumipsius D (seu 4). Donamus
mobile A tempore aequasia
SE motu uniformi bransferri
per Longibudinem 1A 2A es
mobile B tempore aequalis
gnifor.
10c26.4
mi per Longitudinem LB ZB eru
Longitudines ut velocitabespet
prop. 4. Cap. de veloc. in mobu
aequidistributo unifor.) seu
1B283BB,
1A2A ad 1B L ut C2) ad D (2),
assumatur Longibudinis 1B2B3B
pars iB2B (p ercursa parbe tem-
poris SM)8 ob mobum unifor-
mem (extoypothesi) eadem qua
bota Longitudo relocitate jam ob
mobilia A8B aequa Lia  aequa
Les Longibudines iA 2 AB 1B2
c