A_1 = (3.2800000000000002, -2.54)
O = Point(Circle[A_1, 10.0])
a = Segment(A_1, O)
b = OrthogonalLine(A_1, a)
c = Circle(A_1, O)
A_0 = Intersect(c, b, 2.0)
d = Segment(A_0, O)
α = Angle(O, A_1, A_0)
Triangle1, a_0, a_1, o = Polygon(A_1, O, A_0)
e = Semicircle(O, A_1)
f = LineBisector(a_0)
A_2 = Intersect(e, f, 1.0)
Triangle2, o_1, a_2, a_3 = Polygon(A_1, A_2, O)
g = Semicircle(O, A_2)
h = LineBisector(a_2)
A_3 = Intersect(g, h, 1.0)
Triangle3, o_2, a_4, a_5 = Polygon(A_2, A_3, O)
k = Semicircle(O, A_3)
i = LineBisector(a_4)
A_4 = Intersect(k, i, 1.0)
Tri4, o_3, a_6, a_7 = Polygon(A_3, A_4, O)
p = Semicircle(O, A_4)
j = LineBisector(a_6)
A_5 = Intersect(p, j, 1.0)
Tri5, a_8, o_4, a_9 = Polygon(O, A_5, A_4)
q = Semicircle(O, A_5)
l = LineBisector(a_8)
A_6 = Intersect(q, l, 1.0)
Tri6, a_{10}, o_5, a_{11} = Polygon(O, A_5, A_6)
r = Semicircle(O, A_6)
m = LineBisector(a_{11})
A_7 = Intersect(r, m, 1.0)
Tri7, a_{12}, o_6, a_{13} = Polygon(O, A_6, A_7)
s = Semicircle(O, A_7)
n = LineBisector(a_{13})
A_8 = Intersect(s, n)
Tri8, a_{14}, o_7, a_{15} = Polygon(O, A_7, A_8)
t = LineBisector(a_{15})
A_9 = Intersect(a_3, t)
Tri9, o_8, a_{16}, a_{17} = Polygon(A_8, A_9, O)