0

\frac{π}{2}

\frac{π}{6}

\frac{π}{4}

\frac{π}{3}

\vec{u}

\vec{v}

O = Intersect(xAxis, yAxis)
B_2: (5; (-2 * π / 3))
c = Circle(O, B_2)
C_2 = Point(xAxis)
d = Circle(O, C_2)
C_3 = Point(xAxis)
e = Circle(O, C_3)
C_4 = Point(xAxis)
f = Circle(O, C_4)
A_0: (5, 0)
B_1: (5; (-3 * π / 4))
k_1 = Segment(O, A_0)
l_1 = Segment(O, B_1)
A_1: (5; π / 6)
B_3: (5; ((-π)) / 2)
A_3: (5; π / 3)
B_4: (5; ((-π)) / 3)
A_4: (5; π / 2)
A_5: (5; (2 * π / 3))
A_6: (5; (3 * π / 4))
A_7: (5; (5 * π / 6))
A_8: (5; π)
A_9: (5; (-5 * π / 6))
B_5: (5; ((-π)) / 4)
B_6: (5; ((-π)) / 6)
i = Segment(O, B_4)
j = Segment(O, B_5)
k = Segment(O, B_6)
l = Segment(O, A_0)
m = Segment(O, A_1)
n = Segment(O, A_3)
A_2: (5; π / 4)
p = Segment(O, A_2)
q = Segment(O, A_4)
r = Segment(O, A_5)
s = Segment(O, A_6)
t = Segment(O, A_7)
a = Segment(O, A_8)
b = Segment(O, A_9)
f_1 = Segment(O, B_2)
A: (3; π / 4)
B = Intersect(f, a, 1)
C = Intersect(d, q, 1)
C_1: (1, 0)
g = Circle(O, C_1)
F = Intersect(e, f_1, 1)
E = Intersect(c, k, 1)