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# Title: Leibniz-Handschriften zur Mathematik LH 35, 9, 2
# Folio 67r, page id 00068126:0133
# Scan: One image of two folio pages side by side, registered by the library under both labels (also fol. 66v); this page is its right half.
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# Lines: 112 recognised, mean confidence 0.81
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XX = 9+e X + gFC: 4 A yy = XX) + q. ex - q e: 4 (yy) -(Vr-1+ Ep ppfinet 2a  = q+e quod
e seu ut bb ad 2erseu ntb
X = 9: 28 C- p y= seC. pp b: 2C
blad sec pp. scunt b
FR = C:29 9- P FZ-y C. b. Sqp
rada sunt dabsissa perta quaoit ase auctae
oe micuam itaque difercunae radionum
aX - a XX = yV
 seu AO, et y, OW
2a9 + =aC- 499+ 29 er ee
2a9F2aC4- 294- 2a9e) a e
et y = Yabb, ia ea a 49.D
lrgugno
44 jam bb: q= a. et fiet y = 1 a
ax 2 px =yy 1t
sit y  O at X∞LqC
sit 9,9 et e3, fiet X, 6. sit a, B
48- 8 36 48- X 16
in ellips:  alterum in axo
it quidem ambo aequam
assignari poseriit luc A13. 1312
proportio motystalis
vocdiitatum
verte 
2M. 1D = dr.
2b3M = Ba: Y
at sibisonpe A
12. BE, 12
distaatia eorum sit ipsu ordinga
XW est latus rectum
(3
LCA. Ergoplaneta ra
dis tantia media
seu orce medium arithme
mri  BA et est distanlian 
pro exemplo 
dF3 45
A. FE, CA  F 2, P0:2
b BE∞6b-9y. Ce, 
o  B a latus rectam est 72:9 =
BE, 9 latue rectum a,. O3M,Y
O = 9.2- e.2
a = bb: 9
pondeant.
BG axis minor
suts prestoctionalis meremendis abscitsqrum ita q pncta du eratur vuum 
u proptortionalis inerementis ubscitrumta
OA = F9: + P: 2
b = 199- ec
M- qur
F3M qur
P= OD = C3M - F
FR: OR:: F3M; C3M P= 2r -9
Ob angulix. 2MZM H rectum sunt
 rarac 
MR = b: 29 (94. pP
yy
2D3H 1M2MO = 2M3MO SCK= ba
dx dar dee pp: p CoMcur- VF
F3M = q
hianguli similia 2M2D3a, FQ3M, OH 3M
2DEF conatus centrifugns = aa DD. 2Y3
ROM, 5 FM, 4
GH G.C
f L 15. 110
BHG Ma
M912: 110
QR 4: 3510
5: 3510
OH 5: Hio
Fa) 4: siO
FZ ME. MF
2M G vis ut conatus descendendi
dr seu 2M2d: 2D3M (Ba:Y: 2M3M, .. See-pp : b: 2Trqur
d semper ddr aequatur summae lin casu levitatis enus orculatione
Harmonica concurrentis) vel Rifferentiae (in casus gravitatis)
solicitationis paracentricae a gravilite eut levitare
in Ellipsi est gcavitas
et dupli conatus centrifugi
2D2F conatus centrifugus = aaDB: 27t
2m G eonatius descendendi in Ellipsi . = 2466.
24+ e: = a .: +9.
nam aq- 99- ee
sit tparaden
ax  yy
inhae casu ynt a
aqu- +xx = qu
suu ∞AXX; D
se quod vide nus
4+29c40
29+2e-a
sit a =5 a. 
fity = Za
Generaliter ergo insectionecomea
Calus rectum est ordinatin apperenta
qau
ad axem per in folo
Aga +299- a4 =q0
na9 99- ee.
Duneetipseos pnctum plus
quarta parte lateris recti
distat a foco nad vertex propiar
ploquarta parte lateris recti dista
nam ejus distentia a foco est a
utque autem rectum est 4+ e04- e
et que: 2p 9te. que. 49
seu 29p 1+e. sin qpe
si essit que: = 9+ e. 9:+G
parobola verum ubi ambet sunt
incinitae gere,  dissrimen
ipsis incompammbili
 Hyparholuns