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# Title: Leibniz-Handschriften zur Mathematik LH 35, 12, 2
# Folio 135v, page id 00068195:0270
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068195&page=270
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 y -, 1 yt, v.1
1
q -, 36uI 100 -) 196+1
li 7A 2. bqd. 16 etc.
en
Momentum hujus serici exet est:
1
y-  2-1 6-1 10-1 is etc
seu L
Momentum ejsdem seriei ex B est
erc.
.. = = n. Ergo
Y -1
7 N 3 +  + d   + 1 etc.
et1
3n + 1 - 1   etc.
v yH HC
19-1
+
y + b y +β +b
2y + L 2y+ 2B+
Unde Eb β + dB
L.y + 2cdy + d
+E. + .dB
Quaeratur ergo:
2 + day +d. Ergo conseondo cum  fiet:
+ B. + = d 2d a + BC,70 sive d = βC
et jam d + B1  ergo de B et d p B
C
quando ergo differentia ipstm y et 2 summa
omium L habetur hoc amodo
V+b.  Ergo sa+ba  EyX +da Unde:
C9+d a
y  da - 1a
A S a sBy+ ca + dy ea
de
atsgit hy + la  atf ) +h
asby+ ca,  Fy+s inda tsy B sy+ 
ahis by+ ca , 
CL
la
cur explicatio nnt mutet quia ineeroallum hassbus +bB (+dh 1) ACbb vlarbus abs
+ lad).
Unde Trah y Ybyica  hav Nby +62
kb a
l’a
+ la
Unde quadrandi causa ordinando.
+. ha by +ca + coa - Za V , + haY Yby + bB
atii
e
rab
etirs
la
C ec
+ ca
sive
loaca 12a1
ca
a lar 
by + ca + 2 (a coa dt coa arca
+ Elartiba
harato
+h ba
+ 2 hbaahque
ah
etiba- ZaB - (FZ a Y
rahiy
ha y by +b(3
+rhales ica
Calculus fit nimis prolixus
+
 1 vivy1
si tollationis causi loco  fei:
y +2yf+f
confernio fiet 
ergo fr fiet: da + da+
Unde pet luisus (37 +. et patet
determinatum mutari explicando
non potest.
1
1
 2. rdy . de
+ la dβ
ea)
+ eahB.
etc
+ladB