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# Title: Leibniz-Handschriften zur Mathematik LH 35, 7, 1
# Folio 5v, page id 00068073:0010
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Ilaue generariter Portio
puncala tam in Hyperboloide
Quam in
Parabolvide erit
ferentia inter ordinatas
respondentes)
paraboloidum proxime majorum
vel Antiparabuloidum proxime
minorum.
rec
unica regula
Omnia contines:
 aequ
erit
y aequ
X
p
pone
enim 7 esse numerum integrum Unitate
majorem, sed negativum, ut in Antiparabolvid
rationali, fiety aequ. X
2
3 4
ubi duo praeclara notanda sunt, unum
+1
2
0
hic
significare, 1-
+ 1
jaream mbale infiatiam
X esse loguu.
∞
alterum
ierum quia haec ex ista
expressione non solum sed acunde
Cimonstranda sunt, hins malim
imposterum hoc servare.
pro regula
Portio trumta inter duas erdinatas para
Quadrilineum An paraboloides vel antiparabolii
des CX (X) (C) C.
inter duas ordinatas
sum erit:
logarichinus erit
X
ita exprimatur
et (X) comprehen
X
posito XB
X  L. (X) X). sed hoc unicum
aliunde.