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# Title: Leibniz-Handschriften zur Mathematik LH 35, 10, 11
# Folio 26r, page id 00068164:0051
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# Lines: 47 recognised, mean confidence 0.79
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ubifuerit in loco A. per templis ML SV. transferri
n in locum D. memento
Cd
tempore  S. quo finito mirpus momentos
videtur
transsiliat in C. unde ceanitarino momento
2mobile
B
. puinctum ofse esse simul in toto locod D quem-
7
admodum idem puinctum Cvrissim toto tempore Mt
sive 
e
est muno onnoto d. Sed videsan non
aundum sit idem coppris simut in pluribus locis
quisactum hunc admitlent, non illud nolent
esse a: proremosum assecutus es sententiam me
am sartum nonnimi de torssti. Nam nonillud vole
2 utriusque
corpus
momento utm. q. temporis Communi  esse n
c
+ C
phiribui locisireciderent enim in diffucustares
a
a
uperiocis, si anquod momentium communtra
2 2 statuum
orum sennguietis sccelicet n, et qui-
s
dicent
ultimums
etis in D extra assignarent. Sed arbitror d.
et.
MN. temporis, momentum extienda inAt. imediate
l
excipi ab C pnimo momento ipsius 
non
temporis existendi in A sed in iatuum P. tempom
autem M. N et OCP immediata a esse atque hibere
sua extrema, N. O indistantia sine contigua habea
C
.
sa
Ga. Obscecroti hacidi jocarisne au schinobis haec narras
Pacidio
senteniom tnam ediss etts. Char: divis, prinetum mobile