C_1 = (9.8, -2.56)
D_1 = (11.74, -1.42)
d = Circle(C_1, D_1)
D = Point(d)
C = Center(d)
r = Segment(C, D)
A_1 = (0.9400000000000001, -2.4)
B_1 = (-1.18, 0.4)
c = Circle(A_1, B_1)
B = Point(c)
A = Center(c)
R = Segment(A, B)
m = Min(R, r)
e' = If(m ≟ r, c, d)
e = If(m ≟ r, Circle[A, R - r], Circle[C, r - R])
T = If(m ≟ r, C, A)
a, b = Tangent(T, e)
P = Intersect(e, b)
Z = If(m ≟ r, A, C)
g = Ray(Z, P)
k = Line(A_1, C_1)
Q = Intersect(e, a)
f = Ray(Z, Q)
I = Intersect(e', f, 1.0)
E = Intersect(e', g)
h = OrthogonalLine(E, g)
i = OrthogonalLine(I, f)