$ \frac{1}{6} $

← Træk
     her

$ \frac{1}{6} $

A = (-0.02, -1.46)
B = (3.96, -1.6)
c = Circle(A, B)
B' = Rotate(B, 60*°, A)
α = Angle(B, A, B')
e = CircleSector(A, B, B')
C = Point(c)
D = Point(c)
E = Point(c)
F = Point(c)
G = Point(c)
C' = Rotate(C, 60*°, A)
β = Angle(C, A, C')
d = CircleSector(A, C, C')
D' = Rotate(D, 60*°, A)
γ = Angle(D, A, D')
f = CircleSector(A, D, D')
E' = Rotate(E, 60*°, A)
δ = Angle(E, A, E')
F' = Rotate(F, 60*°, A)
ε = Angle(F, A, F')
g = CircleSector(A, E, E')
h = CircleSector(A, F, F')
G' = Rotate(G, 60*°, A)
ζ = Angle(G, A, G')
k = CircleSector(A, G, G')
H = (-4.06, 2.54)
I = (13.32, -2.14)
J = (14.76, -1.66)
K = (17.48, -5.12)
L = (16.12, -5.74)
polygon1, i, j, k_1, l = Polygon(I, J, K, L)
I_1 = (13.54, -1.9)
J_1 = (15.22, -1.24)
K_1 = (17.88, -5.02)
L_1 = (16.06, -5.76)
polygon1_1, i_1, j_1, k_2, l_1 = Polygon(I_1, J_1, K_1, L_1)
I_2 = (13.6, -2.02)
J_2 = (14.96, -1.5)
K_2 = (17.84, -5.14)
L_2 = (16.2, -5.86)
polygon1_2, i_2, j_2, k_3, l_2 = Polygon(I_2, J_2, K_2, L_2)
I_3 = (13.42, -1.94)
J_3 = (14.9, -1.4)
K_3 = (17.66, -5.08)
L_3 = (16.06, -5.74)
polygon1_3, i_3, j_3, k_4, l_3 = Polygon(I_3, J_3, K_3, L_3)
I_6 = (13.46, -1.9)
J_5 = (14.54, -1.46)
K_5 = (17.56, -4.78)
L_5 = (16.26, -5.4)
polygon1_5, i_5, j_5, k_6, l_5 = Polygon(I_6, J_5, K_5, L_5)
N = (17.84, -5.12)
M = (13.58, -2.1)
O = (15.06, -1.56)
P = (16.46, -5.78)
polygon2, m, o, n, p = Polygon(M, O, N, P)