Date: septembre-octobre 2009

C'est exact ! Bravo

But du jeu: Déplacer les points bleus (A_1, B_1...) pour que les deux figures soient symétriques par rapport au point O.

O = (12, 0)
D = (-14, 0)
B = (-14, 6)
A = (-10, 10)
E = (-6, 6)
C = (-6, 0)
F = (2, 8)
G = (6, 8)
L = (-12, 0)
I = (-12, 4)
J = (-10, 4)
K = (-10, 0)
poly1, a, b, e = Polygon(B, E, A)
poly2, b_1, d, h, i, j, k, c, e_1 = Polygon(B, D, L, I, J, K, C, E)
f = Circle(F, G)
B'_1 = Mirror(B, O)
E'_1 = Mirror(E, O)
A' = Mirror(A, O)
poly1', a', b', e' = Polygon(B'_1, E'_1, A')
B' = Mirror(B, O)
D' = Mirror(D, O)
H' = Mirror(L, O)
I' = Mirror(I, O)
J' = Mirror(J, O)
K' = Mirror(K, O)
C' = Mirror(C, O)
E' = Mirror(E, O)
poly2', b'_1, d', h', i', j', k', c', e'_1 = Polygon(B', D', H', I', J', K', C', E')
f' = Mirror(f, O)
F' = Mirror(F, O)
G' = Mirror(G, O)
F_1 = (4, -6)
G_1 = (2, 0)
A_1 = (16, -10)
B_1 = (20, -6)
E_1 = (20, 4)
I_1 = (30, -6)
J_1 = (28, -14)
L_1 = (36, -6)
K_1 = (20, -12)
D_1 = (32, 0)
C_1 = (28, 4)
poly3, b_2, e_2, a_1 = Polygon(E_1, A_1, B_1)
poly4, b_3, d_1, l_1, i_1, j_1, k_1, c_1, e_3 = Polygon(B_1, D_1, L_1, I_1, J_1, K_1, C_1, E_1)
g = Circle(F_1, G_1)