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# Title: Leibniz-Handschriften zur Mathematik LH 35, 2, 1
# Folio 176r, page id 00067993:0353
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A +B. 4. F dd, rq. = A A + DD rq AY  A139 +dd , 1. 15 911y + A + B,4. +0d, r9 - A, + DD, (qu. D A1B td 4u  
2
somme Busim H +HE seu H8
D-1.
dif Altif. Rq do = AH, + HE
2t5 2 1t
+
 sit
Fiat nunc: Basium summa HfE, (A + H2) a dat basin.
M.
N - NM.
M N = NN
M - V, C N
dto 7
Hrpe
DtE
CE - G9 = MM + Q, A1B+C. - M,
EE -GG = MM + q N- M
MM + NN = NM
E5+ GZ MM = XM
EE = NN - GG = MM = NM.
EE pGG- M ~ N.
EE- N- 55+ Nn = MM
Em NapGomtamn=mmm
Basium summa
Cp. naa. G s C mmaariam
EEM NM GM = Mam = mM
u
eEF G9 = Mm -Vm + NN.
Et EC - GG = mm - M - N N
12 - GG = A
NN
A
N
par
N(X V1.1
Aomuli lsosalis idi terti cus  os D =FZG batis DE L FCL GC. seu EF FEL GE B.ti, hio norum dem  odatur quodratum sectiun puts issis,  pro prtion lit summa adium erit liusignenti dilu
Hsemibusis.  
HE qdae 
cd
senibasi, B.
3ti
erbu, A28 p. r0d a bi) qbo) Ba (1) Cs) FFrdD, r9, - AtB, q. + dd. rq st rBt Cms Ae r odr,. (6) 2C1) +Ex , dd ,9 - 118 q d 9 . d, EF, ld guih u2.
HC + HF u HE4 F seu C+
E
19 sic
+ HF
R95. D
 quid d
t
Dissaltit. 9 2 - un,
H
HE
i
Et
tes
1e
opal
den su 
aredlu Apii f oll.) oue nnem distae
Fidem  D
NorC a Eps
siso
D+ CD pous
2t
Et=E
Y 12)
cis
oros
+.
 datbusu)
HIF+ HG 3ut
quid dat diffra
H9
e95d.
Difs. alt. HE
HF
295. D = R9r.
quid dabit distalt HF +
D +
A95d
onim Eq.
dabio  H
dabit
HE+ HF
HF
HE + HF
FnG
(incy.
Hpse
AFB1C