1

1

0

\vec i 

\vec j

A = (8.332343124737573, 9.97492940053572)
c = Circle(A, 5)
M = Point(c)
XS1: (x(A), y(M))
t = 0
O = (0, 0)
I = (1, 0)
u = Vector(O, I)
C: A + u Distance[A, M]
Q = Dilate(C, 0.3, A)
Q_1 = If(t > 0 ∨ t < 0, Q)
R = Dilate(M, 0.3, A)
R_1 = If(t > 0 ∨ t < 0, R)
Q_0 = If(t > -1 ∨ t < -1, Q)
R_0 = If(t > -1 ∨ t < -1, R)
S = (39.385473986455324, 31.68617131221025)
T1: "Nombre de tours : " + t
v = Vector(A, C)
w = Vector(A, M)
α = Angle(v, w)
M_S: (α + 2 π t, sin(α))
B: A + 1.2 Vector[A, C]
a = OrthogonalLine(B, v)
b = Mirror(a, A)
D = Rotate(B, 90°, A)
d = OrthogonalLine(D, b)
e = Mirror(d, A)
E = Intersect(b, d)
F = Intersect(a, d)
G = Point(a)
H = Intersect(b, e)
poly1, e_1, f, g, h = Polygon(E, F, G, H)
J = Mirror(D, A)
K = Mirror(B, A)
i = Segment(K, B)
j = Segment(D, J)
L = Intersect(c, j, 1)
N = Midpoint(A, C)
P = Midpoint(A, L)
z = Vector(A, L)
C_0 = CircleSector(A, Q_0, R_0)
C_1 = CircleSector(A, R_1, Q_1)
XC: (x(M), y(C))
XS: (If[x(M) < x(A), x(A) + 1, x(A) - 1], y(M))
SC = Segment(M, XC)
TS: "" + ((y(M) - y(A)) / 5)
TC: "" + ((x(M) - x(A)) / 5)
SS = Segment(M, XS1)
XC1: (x(M), If[y(M) < y(A), y(A) + 0.5, y(A) - 0.5])
M_C: (α + 2 π t, cos(α))