C:\Users\hogig\Downloads\bpp_rovnobezky_bod_mezi_primkami

Číslo kroku

A: (-14.14, 5.22)
B = (-16, 6.46)
C = (-1.5, 8.2)
p_2 = Line(B, C)
D = (-2.92, 0.04)
p_1 = Line(D, p_2)
h = OrthogonalLine(D, p_1)
E = Intersect(p_2, h)
F = Midpoint(D, E)
m = Circle(A, Segment[F, D])
l = OrthogonalLine(F, h)
S_1 = Intersect(m, l, 2)
S_2 = Intersect(m, l, 1)
k_2 = Circle(S_2, Segment[F, D])
k_1 = Circle(S_1, Segment[F, D])
a = 0 (slider from 0 to 5, step 1)
B_{1} = (-16, 6.46)
C_{1} = (-1.5, 8.2)
p_{3} = Line(B_{1}, C_{1})
D_{1} = (-2.92, 0.04)
p_{4} = Line(D_{1}, p_{3})
h_{1} = OrthogonalLine(D_{1}, p_{4})
E_{1} = Intersect(p_{3}, h_{1})
F_{1} = Midpoint(D_{1}, E_{1})
l_{1} = OrthogonalLine(F_{1}, h_{1})
B_{2} = (-16, 6.46)
C_{2} = (-1.5, 8.2)
p_{5} = Line(B_{2}, C_{2})
D_{2} = (-2.92, 0.04)
p_{6} = Line(D_{2}, p_{5})
h_{2} = OrthogonalLine(D_{2}, p_{6})
E_{2} = Intersect(p_{5}, h_{2})
F_{2} = Midpoint(D_{2}, E_{2})
l_{2} = OrthogonalLine(F_{2}, h_{2})
B_{3} = (-16, 6.46)
C_{3} = (-1.5, 8.2)
p_{7} = Line(B_{3}, C_{3})
D_{3} = (-2.92, 0.04)
p_{8} = Line(D_{3}, p_{7})
h_{3} = OrthogonalLine(D_{3}, p_{8})
E_{3} = Intersect(p_{7}, h_{3})
F_{3} = Midpoint(D_{3}, E_{3})
l_{3} = OrthogonalLine(F_{3}, h_{3})
B_{4} = (-16, 6.46)
C_{4} = (-1.5, 8.2)
p_{9} = Line(B_{4}, C_{4})
D_{4} = (-2.92, 0.04)
p_{10} = Line(D_{4}, p_{9})
h_{4} = OrthogonalLine(D_{4}, p_{10})
E_{4} = Intersect(p_{9}, h_{4})
F_{4} = Midpoint(D_{4}, E_{4})
l_{4} = OrthogonalLine(F_{4}, h_{4})