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# Title: Leibniz-Handschriften zur Mathematik LH 35, 1, 5
# Folio 6v, page id 00067964:0012
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Ogonis superficies in finite productu
vel in se rediens spatium dividit in duas
ut abnua porta ut a puncto unius partus est simplicissimum. itaque omne punctum
partes, unam extra aliam intiasc, ita
ad punctum alterius partis non possit
duci recta qui superfarem secet
dumis linea infruile producta vel
in se rediens dividit patium in duas
ptes superficiem in qua ducitur
in duas partes, ita ut sabu uno apunct
partis lnius ad punctum alterius non
possit duci linea nisi per quae linem
eante non secet. Eodem moda
priores
 linea vel superficies, sit in se
adiens, pars im concavitatem
obvertitur dicitur intra, illera extra
superficrem inio et foin ut ali quando
mchuso converutatem obvertat minum
habit flexum collarium. itaque in casu reditimi
in se, pars minor dicitur extrae ielia
maja extra. quaeritur cum rculcirm
ferentia circuli minoris sphaeriere super.
ficrem diuider in 2 partes, Gd dictud
it esse extra, quid intin.