\vec{F}= 0

t = 0 (slider from 0 to 10, step 0.01)
Ω = 3.1415926535897913 (slider from (-4 * pi) to (4 * pi), step pi / 12)
Ω_{1}: Ω
v = 7.1 (slider from 0 to 10, step 0.05)
A = (-4.16, 3.9)
c = Circle(A, 1)
B = Point(c)
u = Vector(A, B)
C: A + ((v * t) * u)
D: (0, 0)
R = 4.3 (slider from 0 to 10, step 0.1)
E: ((R * cos((Ω_{1} * t))), (R * sin((Ω_{1} * t))))
F: (((-R) * cos((Ω_{1} * t))), ((-R) * sin((Ω_{1} * t))))
G: ((R * sin((Ω_{1} * t))), ((-R) * cos((Ω_{1} * t))))
H: (((-R) * sin((Ω_{1} * t))), (R * cos((Ω_{1} * t))))
d = Circle(D, E)
I: (0, 0)
J: (R, 0)
K: (0, R)
L: ((-R), 0)
M: (0, (-R))
N: ((x(C) * cos(((-Ω_{1}) * t))) - (y(C) * sin(((-Ω_{1}) * t))), (x(C) * sin(((-Ω_{1}) * t))) + (y(C) * cos(((-Ω_{1}) * t))))
f = Circle(I, J)
b = Vector(I, J)
w = Vector(D, E)
g = Segment(F, D)
h = Segment(L, I)
a = Vector(D, H)
e = Vector(I, K)
i = Segment(G, D)
j = Segment(M, I)