α = 1.9547687622336491 rad (slider from 0 to 6.283185307179586, step 0.0017453292519943296)
B = Point(xAxis)
A = (0, 0)
B'_1 = Rotate(B, α, A)
β = Angle(B, A, B'_1)
c = Circle(A, B'_1)
B'_3 = Rotate(B, α + 90.0°, A)
δ = Angle(B, A, B'_3)
B'_4 = Rotate(B, α + 100.0°, A)
ε = Angle(B, A, B'_4)
poli2, a_1, b'_3, b'_2 = Polygon(B'_3, B'_4, A)
B'_5 = Rotate(B, α + 180.0°, A)
ζ = Angle(B, A, B'_5)
B'_6 = Rotate(B, α + 190.0°, A)
η = Angle(B, A, B'_6)
poli3, b'_4, a_2, b'_5 = Polygon(A, B'_5, B'_6)
B'_7 = Rotate(B, α + 270.0°, A)
θ = Angle(B, A, B'_7)
B'_2 = Rotate(B, α + 280.0°, A)
ι = Angle(B, A, B'_2)
poli4, b'_7, b'_6, a_3 = Polygon(B'_2, A, B'_7)
C = (0, 0)
B'_8 = Rotate(B, α + 270.0°, C)
γ = Angle(B, C, B'_8)
B'_9 = Rotate(B, α + 10.0°, C)
κ = Angle(B, C, B'_9)
poli1, b'_1, b', c_1 = Polygon(B'_9, C, B'_1)
B'_{10} = Rotate(B, α + 45.0°, C)
λ = Angle(B, C, B'_{10})
B'_{11} = Rotate(B, α + 55.0°, C)
μ = Angle(B, C, B'_{11})
poli5, b'_{10}, b'_8, c_2 = Polygon(B'_{11}, C, B'_{10})
B'_{12} = Rotate(B, α + 135.0°, C)
ν = Angle(B, C, B'_{12})
B'_{13} = Rotate(B, α + 145.0°, C)
ξ = Angle(B, C, B'_{13})
poli6, c_3, b'_9, b'_{12} = Polygon(B'_{13}, B'_{12}, C)
B'_{14} = Rotate(B, α + 225.0°, C)
ο = Angle(B, C, B'_{14})
B'_{15} = Rotate(B, α + 235.0°, C)
ρ = Angle(B, C, B'_{15})
B'_{16} = Rotate(B, α + 315.0°, C)
σ = Angle(B, C, B'_{16})
B' = Rotate(B, α + 325.0°, C)
τ = Angle(B, C, B')
poli7, c_4, b'_{14}, b'_{15} = Polygon(B'_{14}, B'_{15}, C)
poli8, c_5, b'_{16}, b'_{11} = Polygon(B'_{16}, B', C)