\text{Chalmovianska, rovnoľahlosť, príklad 1

A

Y

X

\mathscr{H}=\left( A,κ=\frac{1}{3}  \right) : \mathscr{H}(X)=Y;  \; \red{\left| AX \right| =3\left| AY \right| }

O = (-2.669166756108902, 1.1638789309863713)
E = (-0.10754105398733493, 3.052899001824621)
d = Circle(O, E)
F = (-0.8803219920575284, -3.5157389717720218)
d' = Dilate(d, 1 / 3, F)
D = Intersect(d, d', 1)
m = Ray(F, D)
G = Intersect(d, m, 2)
u = Vector(G, D)
B_{1} = (9.22, -0.42)