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# Title: Leibniz-Handschriften zur Philosophie LH 4, 3, 5
# Folio 24r, page id 00068579:0063
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A Lineam non componi ex punctis
demonstratur per lineas transversas
 eaque ratione ostenditur si secus
11 1
sentias totum parti aequale fore
tempus vero ce videtur necessario
comgoni
siu
ex instantibus quia nullum
nihil aliadq existere potest quam msens
quam instans praesens duo instantia
simul existere non possunt; itaque
n existit tantum tempus praesenst
praeterit instans praesens; futurum
extitit, futurum existet.
sed linea videtur secari posse
ut tempus et cuilibet quod ponitur
in linea respondere quod ponitur tn
tempore. Ut Exempli causa in motu
uniformi per rectam quo vis momento
occupatoexissit moile in puncto spati
punctum mobile
novo. video tamen nondum hinc
sequi quod pun linea concomponatur
sed tantum quol
ex infinitis punctis
infinita puncta sint in linea t vec
rerum occe difficultatem. In si tempus
compontur ex instantibus, determinata est
in tempore instantium mustitudo. Ergo et
Ergo et totidema Ergone et aequalis instam
punctorum in linea maltitudo 2
 3
se