Καλώς 
ήλθατε
Ν. Φούκα

ε = 0.12217304763960307 rad (slider from 0*° to 90*°, step 1*°)
Ο = (4.965717946479596, 0.5665706971680767)
Ξ = (6.686529388719478, 0.8758897487740271)
Γ = (10.215884587213793, -0.8581017506480437)
Β = (1.4958845872137942, -0.8581017506480437)
b = Segment(Β, Γ)
Α = (1.5358845872137943, 4.141898249351956)
c = Line(Α, b)
a = Segment(Α, Β)
q = Line(Ο, a)
Τ = Intersect(q, b)
d = Line(Γ, a)
Δ = Intersect(c, d)
πολύγ1, α, β, γ, δ = Polygon(Α, Β, Γ, Δ)
p = Line(Ξ, γ)
Φ = Intersect(p, b)
e = LineBisector(δ)
Ε = Point(e)
πολύγ2, δ_1, α_1, ε_1 = Polygon(Α, Ε, Δ)
Η = (2.02, 2.38)
Θ = (2, 0.7797746102477356)
f = Segment(Η, Θ)
Ι = (3.389593590369597, 0.788213184746045)
g = Segment(Θ, Ι)
h = Line(Ι, f)
i = Line(Η, g)
Κ = Intersect(h, i)
πολύγ3, η, θ, ι, κ = Polygon(Η, Θ, Ι, Κ)
Ζ = (8.12, 2.34)
Λ = (8.11537305693578, 0.765968910972501)
j = Segment(Ζ, Λ)
Μ = (9.47537305693578, 0.765968910972501)
k = Segment(Λ, Μ)
l = Line(Ζ, k)
m = Line(Μ, j)
Ν = Intersect(l, m)
πολύγ4, ζ, λ, μ, ν = Polygon(Ζ, Λ, Μ, Ν)
n = Segment(Κ, Ζ)
Π = Intersect(q, n)
Ρ = Intersect(p, n)
Σ = Intersect(b, β)
Υ = Intersect(b, β)
πολύγ5, π, ρ, φ, τ = Polygon(Π, Ρ, Φ, Τ)
r = Line(Β, Γ)
Χ = Point(r)
Ψ = (-16.734282976871675, -10.218881725621452)
Ω = (37.98050573608502, -10.363538674373846)
Α_1 = Point(r)
πολύγ6, χ, ψ, ω, α_2 = Polygon(Χ, Ψ, Ω, Α_1)
Π' = Rotate(Π, ε, Ρ)
Τ' = Rotate(Τ, ε, Φ)
πολύγ7, π', τ', φ_1, ρ_1 = Polygon(Π', Τ', Φ, Ρ)