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# Title: Leibniz-Handschriften zur Mathematik LH 35, 1, 5
# Folio 20v, page id 00067964:0040
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Kortdnobus rectis
simul aerquales
Mirum non est Eucidi et ejus interpretibus aquam haesisse
in demonstrandis Elementis, quia nullam adhibent definitionem rectae.
Nam ea quam Eaclides affert, quod i ex aequo sua interiaceat
puncta non est intelligibilis nec adhibetur in demonstrando. Itaque
concti sunt axiomata quaedam assumere aeque obscura ac id quod
erat demonstrandam Emlides scilicet ad proprietates parallela
ram demonstrandas hoc axiomate e utitur, quod rectae
duae ad quas recta incidens angillos aequale non fecerit
sibi occurrant. et alii quod recta super recta mota perpendicum
larter faciat extremo suo aliam rectam. quod pari jure
assumere poterat etiam de mota obliquae