A = (4, -3)
C: (x(A) + 100, y(A))
h_1 = Ray(A, C)
J = Point(h_1)
K: (6.98, 0.96)
E: (x(K) - 100, y(K))
g_1 = Ray(K, E)
D = Point(g_1)
k = Segment(D, K)
b = Segment(A, J)
K' = Mirror(K, b)
f_1 = OrthogonalLine(K', b)
f = Circle(K', k)
L, M = Intersect(f, f_1)
p = Segment(A, K')
n = Segment(A, M)
r = Ray(A, M)
s = Ray(A, K')
h = Segment(A, K)
e = Circle(K, 1.5)
N, O = Intersect(f, s)
t = Segment(K', O)
q = Segment(M, K')
c_1 = Circle(M, k)
H, P = Intersect(c_1, r)
a = Segment(M, P)
γ = Angle(P, M, K')
g = Segment(A, D)
l = Segment(J, M)
m = Segment(J, K')
β = Angle(J, M, P)
j = Segment(K, J)
α = Angle(A, K, J)
i = Segment(D, J)
θ = Angle(J, D, A)
ζ = Angle(M, K', J)
η = Angle(J, K', O)
δ = Angle(A, K, D)
ε = Angle(K, D, J)
B = (1.96, -7.86)