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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 3 (shelfmark LH 13, 3)
# Folio 63r, page id 00068200:0127
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Martii 25 1679
superficies cylindri obliqui
superficies cylindri obliqui aequatur
superficiei cyliudri recti ejusdem
altitudini baseos; altitudinis vero
quae est distantia planorum
in quibue sunt bases
e
t qual
circulares AD et LD in duobus
planis parallelis 2SF, et GTH
collocatae.
sed ita ut recta quaelibet
minium a puncto unius ut A
respondens
ad pundtum alterius proximuL.
utrumque angulum
ducta sot, ad planum mini
faciat obliquam. Manifestum est antum cylindium
Dobliquam describi recta aliqua AR super
circuli circumferentia ABC et LM.d ita
mota utangulum semper faciat ad planum
eundem obliquimu ergo i Homboides
utrobique in circulum symili polygono
inscripto
in finifangulo
e
habor d
hic LMNPZVH
patet Bomboidem ALMB aequari thomboidi
illic
AMNC et ita poro, adeoque posit
potusquo infinitanglo aequari superficiem
hombui clipolygoni cylindrqu
basibus) ipse rhomboidibus Attenm numerum
potaquno calerum polusquium ducto est
Unaqueuaeq0i
pnumquodcunque Agur 
out
autem
autem phomboides figura aequatur
rectans
ulo
ea
sub MM et latere potis goni et s
perpendiculari ex puncto C(vel B in rectam
an di stantia paralle
MN productam ducta
urum BC. Mps. Haec autem distantia
E