1. AB = 6cm

2. k_1 (A, r = 10cm)

3. k_2 (B, r = 6cm)

4. k_1 ∩ k_2 → Ecke C (mehrere Lösungen)

5. Ecke D konstruieren

= Z

A = (9.4, -1)
B = Point(Circle[A, 6])
f = Segment(A, B)
k_1 = Circle(A, 10)
k_2 = Circle(B, 6)
C_1 = (29.78, -2.78)
D_1 = (26.02, -0.5)
E, C = Intersect(k_2, k_1)
g = Segment(B, C)
h = Line(C, f)
i = Line(A, g)
D = Intersect(h, i)
v1, a, b, c, d = Polygon(A, B, C, D)
M_{BC} = Midpoint(g)
j = Ray(M_{BC}, C)
k = Ray(M_{BC}, B)
l = Ray(M_{BC}, A)
m = Ray(M_{BC}, D)
C' = Dilate(C, 0.5, M_{BC})
B' = Dilate(B, 0.5, M_{BC})
A' = Dilate(M_{BC}, 0.5, A)
D' = Dilate(M_{BC}, 0.5, D)
v2, c', g_1, f_1, b' = Polygon(C', D', A', B')