\math{Z}

O_\math{Z}(A;δ)= K∩Z

\math{A}

K

δ = 4.36 (slider from 0.01 to 15, step 0.01)
A = (33.03953635971389, 1.9834164392588618)
A_{2} = (12, 18)
D = (-1.0127659951426202, -10.173698265736277)
E = (14.961218271468312, -9.87604638499198)
m, f, g, h, i, j, l, n, F, G, H, I, J = Polygon(D, E, 7)
e = Circle(A, δ)
B = Point(e)
C = Centroid(m)
K = (-2.127745741070885, 2.555103701951003)
L = (6.752202034467485, -0.024545931166286117)
M = (12.655631002562831, 4.390623633207535)
N = (7.04985391521179, 7.515968381022714)
O = (11.31619753921347, 13.022528174792313)
P = (4.7678561628388, 17.189654505212552)
Q = (-1.1851814520472579, 15.800612395072491)
mnohouholník1, k, l_1, m_1, n_1, o, p, q = Polygon(K, L, M, N, O, P, Q)