C: (0, 0)
A1 = (5, -1)
A3 = (-2, 6)
A2 = (4, 3)
A4 = (-5.86, 4.36)
A5 = (-4, -3)
A6 = (-2, -4)
poly1, a1, a2, a3, a4, a5, a6 = Polygon(A1, A2, A3, A4, A5, A6)
poly2, f, g, h, i, j, k = Polygon(A1, A2, A3, A4, A5, A6)
n1: (4 / sqrt(17), 1 / sqrt(17))
d1: (4 * x / sqrt(17)) + y / sqrt(17) = 0
d12: (4 * x / sqrt(17)) + y / sqrt(17) = 19 / sqrt(17)
d45: (4 * x / sqrt(17)) + y / sqrt(17) = -19 / sqrt(17)
M = (-1, -1)
l = OrthogonalLine(M, a1)
I = Intersect(d12, l)
J = Intersect(d45, l)
mi = Segment(M, I)
nj = Segment(M, J)
ij: mi + nj
eq1: abs((4 * x) + y - 19) + abs((4 * x) + y + 19) = 38
n2: (1, 2) / sqrt(5)
n3: (-3, 7) / sqrt(58)
d2: x / sqrt(5) + (2 * y / sqrt(5)) = 0
d3: (-3 * x / sqrt(58)) + (7 * y / sqrt(58)) = 0
d23: x / sqrt(5) + (2 * y / sqrt(5)) = 10 / sqrt(5)
d56: x / sqrt(5) + (2 * y / sqrt(5)) = -10 / sqrt(5)
d34: (-3 * x / sqrt(58)) + (7 * y / sqrt(58)) = 22 / sqrt(58)
d61: (-3 * x / sqrt(58)) + (7 * y / sqrt(58)) = -22 / sqrt(58)
eq2: abs(x + (2 * y) - 10) + abs(x + (2 * y) + 10) = 20
eq3: abs((-3 * x) + (7 * y) - 22) + abs((-3 * x) + (7 * y) + 22) = 44
eq4: abs((4 * x) + y - 19) + abs((4 * x) + y + 19) + abs(x + (2 * y) - 10) + abs(x + (2 * y) + 10) + abs((-3 * x) + (7 * y) - 22) + abs((-3 * x) + (7 * y) + 22) = 38 + 20 + 44
d'34 = Line(A3, d3)
d'3: (-3 * x) + (7 * y) = 13
eq5: abs((4 * x) + y - 19) + abs((4 * x) + y + 19) + abs(x + (2 * y) - 10) + abs(x + (2 * y) + 10) + abs((-3 * x) + (7 * y) - 48) + abs((-3 * x) + (7 * y) + 22) = 38 + 20 + 70