A = (9.252301144052172, 2.8250402263501013)
B_1 = (10.572777463402634, 1.2760199286505092)
c = Circle(A, B_1)
B = (11.690103579776109, -2.5584401525402916)
D = (12.883611022265944, -3.0663156599827905)
d = Circle(B, D)
C = (18.41945405338908, -3.7773413704022625)
F = (20.425562307786997, -3.345647189076148)
e = Circle(C, F)
G = Point(c)
H = Point(d)
I = Point(e)
GA = Distance(G, A)
Văn bảnGA: "\overline{" + (Name[G]) + (Name[A]) + "} \, = \, " + GA
HC = Distance(H, B)
Văn bảnHC: "\overline{" + (Name[H]) + (Name[B]) + "} \, = \, " + HC
EI = Distance(C, I)
Văn bảnEI: "\overline{" + (Name[C]) + (Name[I]) + "} \, = \, " + EI
a = Segment(A, B)
b = Segment(B, C)
k: GA / HC
a1: a * k / (1.0 + k)
f = Circle(A, a1)
J = Intersect(f, a, 1.0)
K = Midpoint(A, J)
L = Midpoint(J, B)
g = Circle(K, A)
h = Circle(L, J)
M = Intersect(c, g, 1.0)
N = Intersect(d, h, 1.0)
i = Segment(M, N)
k2: HC / EI
b2: b * k2 / (1.0 + k2)
p = Circle(B, b2)
O = Intersect(p, b, 1.0)
P = Midpoint(B, O)
Q = Midpoint(O, C)
q = Circle(Q, C)
r = Circle(P, O)
R = Intersect(d, r, 2.0)
S = Intersect(e, q, 2.0)
j = Segment(R, S)
T = (1.5325934309263134, 4.653392053143066)
U = Midpoint(T, A)
s = Circle(U, A)
V = Intersect(c, s, 2.0)
l = Segment(T, V)
W = (17.276734161643493, -9.110034198548405)
Z = Midpoint(C, W)
t = Circle(Z, C)
A_1 = Intersect(e, t, 1.0)
m = Segment(W, A_1)