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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 14
# Folio 31v, page id 00068187:0064
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# Lines: 68 recognised, mean confidence 0.75
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Ominscancursus est ve
lede recta
exe ind
a
ctus
vel simpler vel compoositus. Simplex cau essama
s
tantun oprichis pegaccut se si unum sit corpus incur
ua si unus tantum sit contactus. Cochposi
quod sit sive unum sit tantum sit punctum contactus sive
s si
aut una superficies. Compositus sive plura sint
corpora quam duo, side duorum corporum plure
ada lined
e
e
sint contactus
t vel directus ve
Contactum transit per centra travitatis duorum
hs es
Co
rporum Con
eu cum lin
2
curgentium. d potest etiam definim ab olan n
directionis punctorum in coriioribus coniciot
 quo prat ante concursum, concuriu non santatu
e
indiree
cum linea ant perpendicularis ad
discontinuati. Contactus sim
contactum Direc
quam
quam hoc continuare possit etiam in curs concursu compuosi
ta
montus anen
non ugt
inde
d.
es
im
secto sed compo
t
Iu
C Piecct
15
t
i ivit
b tamen inter
s
st
requiat
no
simplicest soli comp
vel cinu oblic
et
scentricus
nut ut sit simul et perp
tus e
esi no perpendicurns
r sive non sit perpendiculatis, sed obliqua
dicularis, et centricus
sive ubu sit ceutrica
 eccentricus. taque est vel obliquus tantum, velledutricts tantum
vel simul et
ecceritricus et obliquus.
v
e