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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18B
# Folio 85, page id 00068192:0085
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dur
e simpliciter
. defin. 3
Mobusns implex est corpentien
Mos autem CO NSes
VItAS est inquo puncta mobitis easdem intet
se distantias servant, seu moventur.
ad modum RiG IDORVM.
Magis enim convenient motus.
si casdem serrent distantias e
possupt servare, ibag (perdef.
Simplicitet
motus simplicisscas servabunt
p
simpliciter s. A..
Motus simplea est aequinistributus
Sint mobilispuncta duo quaecunque
A8 B, quae eodem tempore descri-
bant Lineas 1A 2 A P 1B2 B erprit
simplicitor
Linea aequa Les (ex defin. motussimpli
cis) jam mobile cujus duo puncta
quaevis eodem tempore aequales
describunt Lineas (seu aequ’ali ve
Locibate moventur) id utiqe (per
defin. 1. cap. de relocitate motus
ae quidistributi) movetur motu aequi
distributo.
s
p
Compliciter  p. G. Defin. A
Motus, Simpaex est aequidirectus
AWVIDIReCSVS autem MOSi
est
SIMPLICITER
De MOSVSMOSive
SimpLieITER
NOSVd, SIMFL CX est cum
motus punctorum inuum mobilis dati
prorsus conveniunt, sibi & interse; itau
u, ut non possint magis.
Loc est cum nec unus punctista
tus ab aliopriore aut posteriore, necunum
punctum ab alio discerni potest, quatenus
tantum motus eorum spectatur. otibu
quippe semper existentibus simisibus
similiter positis interse  si fortasse
dis cernipuncta possint respectu-
corporum, per situm scilicet quem
habent in corporibus, quod evitarinon
potest. dbaceam qualitates quibus
corporis partes variantur, quorum
hic non habetur ratio. sufficit ergo
metus punctorum
ser se spectatos quantum
possunt convenire
simelliciter
Motus implex est uniformis.
motusimplicite, mplice moti
Sit punctum mobilis quod cunqe
A ajo motum ejus esse uniformem,
adeoque (per defin. 1. Capitis de motu
uniformi) etiam motum mobilis
 esse uniformem. Ponamus
punctum a tempore T’e de scribere
Lineum
nuscum
est ese ipsis discernendi princt
prum.
1.