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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2a
# Folio 128r, page id 00068197:0255
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si quadratum ficit ex numero indefinito ot fre + d+ et bta
erit tale.- a
ha qu fa ea da ca ba X aa
t e
9
fb eb db 6
CdC X CC
dd
X bb
S rga rfa rea 2da 2ca 2ba a
2fb 2b 2d 2cb b 
rec 2dc C
Sepemamus jam ee dd ec  ac
51 50 4 40 31 20
ma sla Ra ha ea fa ea da ca
Uo ob leb eb db cb
RC hC ge zc ec 
hd 9d
ge fe
sd ed
ab period. 0001 bc 040e12 cd 0804b4
C = OVIY d = DErI2Y. Erit Cd = O2Y OrIY
orsti6
ac = 04(01)2 bd = 08(0212)2 CC = s (0414)2 generalit OYIY in ~Ar IY
C =OYIY C = 0ArI 4Y Ergo ce = 09r (OrIY) 2
ad = 08(01) 4 be = 016 (O212)_  sit C = orir f Drf
1
sit C = orir erit f- B8rIBY. Ergo CF = O8r (Or 1r) 4
t quaeritur bf, sit b = Ortr. f= D er ler fit bf = O er (OrIr) e
e numerus qui duplicatus  ex numero notarum similium prioris, facit nume muttieum
multiplica
multiplicando numerum notarum similium posterioris
ab= (1 oro1) ac = 04 (01) 2
ea = O. s(O1) 8
db= d8(0212)2
db 61 (1) O112)
da = 68(01) 4 ea - 616(01)8
Cb. 04(0212) db 08(0212)2
6402l2 81)26112
c + b + a
c + b F a
ae ab a
b ba
a est periodus 01
001 1velo212
04 14
0
016 116
632 132
sebude
fa = 32V1) 16
eb = Dib (V2124 dC (0212) O2 12 1222) ed,
ebrCd
cb) ( (O D) (12) 1O11
De = 18 (0+14)1.
OHLILL3