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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2b
# Folio 183v, page id 00068198:0366
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068198&page=366
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=ffgsa th  5g4 ft B 2gh = ab fiit figth = tab addatur a + L Yf1 : 991 Z sih F
L = dg + Lhh f9  ft + gh = XX fiet x = ti, 5 + g + h
 S + 3g + st) Af9 + _ fh. + _gh) = +X
B(H + gg + hh) + uts(B G s Y(H + gg+ hk) + 2t (esus f  ghi) = ab
r(, gg th_) 2Y C
ris =  P, 22 +1
rtC qis + gg + hh) 129( r+S = P
213 + 113 = - 2p 23+123 -- 26
r = p- 5 212 = (2p - 112 213 = - 2p - 113 223 = - 2p - 123
2n+ 12 = 2p
5(8 +99 + sihi) + 112 f9 + 113 fh + 123gh = XY
rl, +5 = p
r(5+ 199 + hh) + 212+ 213 fh + 223gh = ab
Rursus g(8rgg+hh) +312f9 + 313 fh + 323gh = aC 9+5 = n 312+12 = 2n 313 + 113 = 2n 3231m,
u g = n - 5 312 = - 2n - 112 313 = 2a -113 329,- 1
Ergo (Xx + ab) = sp, +f + gh
videndum an possit praeterea valor ipsius ab reddi extrahibilis, fiat 212 =  213 = 223 =21
et fiet 2r + 112 = 2p 2r + 113 = -2p 2+ 123 = =2p ergo 113 = 123 = C -2p -2Y 0t 112 = 2p - 2Y
fii ((XX + aC) = In,
et f +9 + h = rab. 1) jam supro  ffigg +hh + 312Fg + 313f h + 323 gh = ac: q
22
x
(+ H 799 +ht Z + 312 f9 + 312 sh + 322gh = ac - ab = d.
et firt - f -gG - hh) - 2f9 - 2fh - 2 ghr
= (313  - (312 - 2)5f = (307 - 2) hit A (12 - 2) fih = -c - ab
. β323- 2) Th
Hat (n+p+ r-9) Sh (p In+p rG) H
Ganipertus
In - p - r+9)
(n- P Y+th
I Ontp- rtq) s
(n- P+ r. q) Yab f
(-n + p + Y- 9) sab h
- 111 + Y C1I. 11 - 4. 120. 102) v b
4 = c - ab4
ir
-
fh
+ (212- 2)f 7 9(- lab f -h
+ (323 - 2) h
312 = - 2n - 2p + 2
313 = 2n +2p + 2Y 323 = - 2n + 2p + 2Y
Et  notsriortht nh + 11c.t 
101hi + 100 aa =
10ritogoff +2. 102. 10. 1af + 102. I. nau
h = 10f + 1a, fet 1020f
120ff
O Ate tetM
10. 10 + 11l 10 4
2
11. ioff + III. naf
110 a
utm. - 4. n0. v2 + 101. 10 25 + 10  i aa
4102
avostaa
B1. 11 + 101 n +
4.12 4. 102. 102
4 fil 2 (U1 = L CuI. M - 4. 120. 102)) (= 101 + 1 (v1 101 - 4. 10010) + 111 (10 1t (o1. 1.) + 10t (= 191+ 1(11... . ) + 2110. 102
101 + f (1o1. 101 - 4. 1002027 0b
102
seu 10 =
=
ris-  2r1t =P
ftgh fah