Mehhanism

A = (7, 1)
c = Circle(A, 2)
B = Point(c)
f = Segment(B, A)
C_{1} = (-3, 1)
g = Line(A, C_{1})
D_{1} = Point(g)
E_{1} = (1.6901719562620678, 5.080781289017183)
h = Line(D_{1}, E_{1})
α = Angle(A, D_{1}, E_{1})
d = Circle(B, 11)
D, G = Intersect(d, h)
i = Segment(B, D)
C = Point(i)
F = (2, -2)
H = (2, -4)
j = Line(F, H)
e = Circle(C, 5)
I, E = Intersect(e, j)
k = Segment(C, E)
p = Circle(D, 1)
q = Circle(E, 1)
J = Point(p)
K = Point(p)
L = Point(p)
M = Point(p)
q1, j_1, k_1, l, m = Polygon(J, K, L, M)
N = Point(q)
O = Point(q)
P = Point(q)
Q = Point(q)
q2, n, o, p_1, q_1 = Polygon(N, O, P, Q)