C_1 = (3.7233236637190195, -7.492278350173511)
B = (6.1553250532593555, -1.7196157112645796)
C = (11.714185372208696, -1.773066291254477)
đa giác1, a, a_1, b, A = Polygon(B, C, 3.0)
c = LineBisector(a)
d = LineBisector(a_1)
e = LineBisector(b)
D = (7.518314843001743, -7.064673710254331)
E = (10.80552551238044, -7.171574870234126)
O = (17.353221561142885, 0.20460516837173098)
kcDE = Distance(D, E)
f = Circle(O, Segment[D, E])
G = Point(f)
H = Point(f)
I = Point(f)
g = Line(H, O)
h = Line(I, O)
i = Line(G, O)
F = (-2.450218325114145, 2.984035327846402)
J = (-4.882219714654482, -2.4946491211180937)
j = Segment(F, J)
K = (-2.2898665851444524, -7.225025450224024)
k = Line(F, K)
L = Point(k)
l = Line(L, j)
m = OrthogonalLine(J, k)
M = Intersect(l, m)
N = Point(l)
P = Point(l)
n = Segment(J, M)
p = Segment(M, P)
q = Segment(N, L)
N'_1 = Mirror(N, k)
P'_1 = Mirror(P, k)
M'_1 = Mirror(M, k)
J'_1 = Mirror(J, k)
F' = Mirror(F, k)
J' = Mirror(J, k)
j' = Segment(F', J')
M' = Mirror(M, k)
P' = Mirror(P, k)
p' = Segment(M', P')
N' = Mirror(N, k)
L' = Mirror(L, k)
q' = Segment(N', L')
r = Segment(N, N')
s = Segment(P, P')
t = Segment(M', J')