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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2a
# Folio 138v, page id 00068197:0276
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y = +10 (Xtm + u YXtn F 1 XEp + 1 (XEm. pta + 2X1 m. Xp +18 (arn. xep. CG
15X
F 1gX  +1g
261x
 e
x
 = 20 Sx+m + 21 SRt + a Yx 1 et 23 Sxe et 24. Sum Xoptas saen ip ra
fit vp = 2.21. 23 plrim t2. 20. BM Sxen +2. 2024m Spep +2. 20. 25 Lxem. xtn xrp cru sr 
2. 21. 14. 8
12a 20
2. 2225
2a 21
2. 21. 25 n
2a22
un
21224
2. 22. 23
s0d video hii ascendi ad factum ex tibus sub vincuto contentis
et liaet tolli possit prostat tamen hoc vilari. Sic ergo melius  sumplit
litera 5. V =
DZ = 30
2p = 40
16X
2. 25. 25M Spt mex ip
2. 2424 sxtn. xF
2a23 tampty
24. 24. lxrm. x+p
Ext. +p
+23+ 24X Etsliter  et Y
10 sxam, ran + 1 Sx+ m xep + B2 Xtn, Xtp + 13
ctX
20
f
er
zao
120. 27
9= aGXtm, en +D (Xim XAn AE SxIn, XIp + 1B+14X L15 XX
 y =
cit
22
ta
+ 14 XD liteuc q con prntiti)
+ 18 xr
23 + 24X. Et similiter Z, et 2 per 30
33
Literae in summa 4+ 3. 5+8
34Comparatiti
43 44
aequaliones 3. 9. utrobis
Aant 27.
B=22.  sed videter bienior fore calculus si xR a + byy +CH deteamus aquare v0
2. 20423 quarati
r
et in gy ex labit 1. 4. x 4. . X + a . X s. .. + a. + . X su  . 4+ n +. R S  + A.-. +. .X.....
et quadibet et est = - - d. K +.. X +. X 4+ . x + _+ X + ,x 4. x S. .. .. +. xF . pF .  ... 4. + uxr. pr. X ....
speu sit v=
yy .n + 
ComnaBmX L1CX
lmprrchiax i 
1 ersinx 10x
32X
pA +2IX D +Epn +2YuX 8
21b 12, +2. 1012X 
210. 111 =210. 1IX
Revera videtur catculus fieri
Paculo implicatior
Et ideo omnia ista quadrando assurgetur ad X, X X. X. 1
Et, postea pervenietur ad X, X. X. X. sed revem camen puict culculus
videtur commodior licet cretrioribus incognitis sit opus.
ieo 29 trqux.6
~H2 p, EII IX.