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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 B 5
# Folio 90r, page id 00068255:0179
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Secundum Logisticam, bimalem:
significat 1000000 erc. potentiam a binario.
Aa
A
+ 00 10101010101010101010101010101010101010101
prr 3 001 0101010101010101010101010101010101010101
Ergo L aqu. v x  1 6000700101010101 etc.
001010101010101010101010101010101010101010
n 910101010101010101010101010101010101 010
00101010101010101010101010101010101010
010101010101010101o1dIVIOIVIOIO
0101010
901 01 101010161
v1 01
B
o
1
0
qn
g+01010
 1
010
0
110000010001000
aequo6 00 1, 11000 1 111 1 10,1 100011 1 1110, 11000 e
periodus
periodus.
periodus
sed deberet prodire: 0000111900011I, etc quod valet. priodstat
G
Cur id non succedat nondum rationem deprehendere spotui
Gy 0,000111, 000111800 111000111000111 eu
000011100OTH OQVTE OVOIOVO
aequ.
1- X
er
Dato numo semper quari et
inveniri potest vellipsituan
numerm progrissionis se
Vaceticae duplae dis
s
simile tedrum
quod est morum, fit enim duplum prooris
0000or100010001110001110001
per Gry. 1 00
Ergo  aqu. O 11IIIII IIe. quod desiderabatur pudit 000DBO 1I 1000111600111000
Qeorirb
fracti extalibus componatu
0, 000111 0001IIOIDII[IDOII er aequ = qu. 000610VDOO10VVDD10000DC qX+ X +X X et
01 2 3+56289con 12 11(4
10000
aquXIX +X+X.
1-X B 1900
40000010000010000010000
+ 60000010VVVD10000910000D aqu X +XLX +X
posito xaequ ioseu
Hinc modus habetur datam periodum evocandi at seriem
perioducam revocandi ad suam fractionem forte et
000 blistu peoan havitei a srdo priens devetuo percatous
sil
000 sun nbad: 10000- 11c. Videndum quomodo hinsperiodus derivetur
Et 11 significat 3
.
11
010
10
sl divloi viocoioco
010 10191010
b
i
0
610
0101010ivi
on v1 divi0i
1
D
00
000
11
10
10
1 101001
10000
11000161
11000111 0d1
1100011 1 10010
1100011 1 110100010
1000111 1116000010
100108C
101 100010
Hinc praect
rum inbentur
datonumero
terminotm
pro a progs