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# Title: Leibniz-Handschriften zur Mathematik LH 35, 2, 1
# Folio 279r, page id 00067993:0559
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ad quas semper accedit curva, nunquam
vero eas atfingit: quae hoc habent,
peculiare, ut ex earum punctis nulla
quo
ad curvam duci possit tangens seu maxima
talis enim enim maxima est ipsa asymptotos
infinita. Ex his ergo punctis fixis
atque axibus nunc haec nunc illa utilius eliguntur.
spectandum est enim quem considerandi
modum ordinatae atque abscissae quam simplicissimam
et maxime ad dimensiones inveniendas aptam
relationem habeant. Ita longe facilior
est Hyperbolae dimensio si secundum
asymplotop, quam si secundum axem
 consideretur. Et si descriptio curvae
atque altitudinis descendisset; iterum ascendit, adhiberi, sed si de dimensione quaestio es
seu eidem vertici appropinquat, vel contra sit, centrum et vertices potius adhibentur.
per punctum transeans
scilicet curva cum respectu alicujus vertias spectetur utilius sane est Ellipsis focos
Considerantur.