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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18C
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Sect. 11. Cap. 5. De Motu simpl.
dine temporis, linea descriptae et hujus specie et directione
ipse motus puncti dati est datus; Quae vero conveniunt m
sus quibus datis dantur, non magis convenire possunt, nisi
c.
prorsus coincidant; quod fieri, est contra hypothesin.
Simplicites.
Horum quatuor motus simpluis requisitorum unum quodu
sne reliquis stare potest, et velocitatem quidem unifonmem,
aut non uniformem fieri posse constat eadem manente linea mo
fus. Et linea motus a diversis punctis simul descriptae ma
at
gnitudo manere potest, mutata licet directione et fleau linere
Ut cum mobile aliquod concipitur velut compositum ea pluribus
12
globis disjunctis im liquore natantibus, aut ad instar gregro
s
1.
 SC.
vel exercitus ea militibus compositi, quorum alibi m dver-
sam ab aliis plagam tendunt. Potert etiam mobile dari
b
rigidum seu ad rigidi instar sive consentienter motun, et
quidem motu rectilineo ita ut quodvis punctum deseribat re-
ctam, motus tamen non sit simplea; fieri enim potest, ut
non sit aequidirectus, nec rectre a punctis des criptae sint paral
elae.
rap. y.
simplicites.
vicquid est in moto motu simphier, id ipuum mo-
simpliuus.
vetur motu simplici
inen
Quicquid enim verum ent de omnibus punctis contrattis,
id etiam verum est de omnibus punctis contenti, quopoqua
sub illorum numero continentur. Motus autem simpleae
on def. 1.) ex illis cognoscitur, quae de omnibus mobilis put
etis vera sunt.
Prrap. 8.
simplicites
Omnis motus per se est amplea.
Omnia enim per se omnino manent qualia sunt; per 
ns
14
N1
det
po
etia