1. Ποια σχήματα μπορείς να εντοπίσεις στην εικόνα; 

2. Ποια σχήματα παρατηρείς σε αυτήν την εικόνα; Είναι ίδια με
τα σχήματα του διπλανού πίνακα; 

4. Προσπάθησε να ζωγραφίσεις μια εικόνα με τα καινούργια σχήματα

3. Φτιάξε μια δική σου εικόνα με τα σχήματα που έχουμε βρει ότι υπάρχουν 
στον πίνακα ή στην εικόνα δίπλα στον πίνακα. Τοποθέτησε 
δικά σου σχήματα για να αλλάξεις τον πίνακα και την εικόνα.

A = (100.21689627353825, 31.788053295484005)
B = (98.48439627353827, 34.461053295484035)
c = Circle(A, B)
C = (69.90234004811035, 15.976939180523722)
D = (63.64303490602647, -0.2839782754979501)
E = (80.12653490602645, 5.012521724502041)
F = (40.11569485791612, 1.2600825439783465)
G = (49.66919485791611, 4.42808254397835)
H = (64.84066262360628, 12.426072847727118)
J = (80.22491431508125, 13.574151332165552)
K = (68.91634124336271, 9.842896257740648)
L = (89.78869666159454, 24.5982393685929)
M = (107.85248374452338, 30.307873756261444)
N = (105.42285156377856, 23.435165697030797)
O = (97.18322938560051, 21.10901835390657)
πολύγ.2, l, m, n, o = Polygon(L, M, N, O)
P = (84.50688757301884, 13.707640443965893)
Q = (97.07759320382895, 13.707640443965893)
R = (97.07759320382895, 24.492505398450884)
S = (84.61252375479037, 24.492505398450884)
πολύγ.3, p, q, r, s = Polygon(P, Q, R, S)
T = (72.25309048752325, 17.51406336907824)
U = (78.0630804849565, 20.89755041362255)
V = (77.64053575787045, 14.764980145385987)
W = (72.14745430575174, 11.487227070983689)
πολύγ.4, t, u, v, w = Polygon(T, U, V, W)
Z = (64.3303768546597, 27.558790532569173)
A_1 = (59.36547631139857, 29.88493787569338)
B_1 = (63.696559764030646, 30.836543606971468)
f = Ellipse(Z, A_1, B_1)
C_1 = (59.57674867494162, 19.523008801776424)
D_1 = (68.34455176197734, 21.637688204616616)
πολύγ.5, c_2, d_1, a, b, g, h, E_1, F_1, G_1, H_1 = Polygon(C_1, D_1, 6)
I_1 = (88.52106248033635, 24.598239368592893)
J_1 = (102.0424937470901, 27.770258472853186)
K_1 = (80.49271266570128, 35.06590241265191)
L_1 = (65.70364721768942, 26.50145083114907)
M_1 = (73.73199703232441, 22.060624085184656)
N_1 = (89.57742429805148, 18.465669100356326)
πολύγ.6, i_1, j_1, k_1, l_1, m_1, n_1 = Polygon(I_1, J_1, K_1, L_1, M_1, N_1)
O_1 = (61.37256376505734, 29.03906611455731)
P_1 = (60.63311049265675, 29.990671845835394)
k = Circle(O_1, P_1)
I = (48.48494958893265, 25.972780980439026)
Q_1 = (53.02730540510774, 27.347322592285153)
R_1 = (53.34421395042228, 25.021175249160937)
πολύγ.1, r_1, i, q_1 = Polygon(I, Q_1, R_1)
S_1 = (89.57742429805151, 43.20741811358662)
T_1 = (83.97870666416128, 40.035399009326326)
U_1 = (84.0843428459328, 34.11429668137377)
V_1 = (89.36615193450848, 37.39204975577608)
πολύγ.7, s_1, t_1, u_1, v_1 = Polygon(S_1, T_1, U_1, V_1)
W_1 = (105.84391438142318, 26.892368273776544)
Z_1 = (114.7188355596718, 42.46728032259255)
A_2 = (109.64829883463914, 29.77920390555137)
d = Ellipse(W_1, Z_1, A_2)
B_2 = (106.41035807495138, 25.612520775967184)
C_2 = (122.53591301076384, 33.902828741089756)
D_2 = (114.27690467998836, 26.800817593473482)
e = Ellipse(B_2, C_2, D_2)
E_2 = (118.73301046698934, 15.505117936380051)
F_2 = (106.16230483617919, 26.07851495058103)
G_2 = (114.40192701435727, 22.06062408518466)
c_1 = Ellipse(E_2, F_2, G_2)
H_2 = (12.779920150160994, 32.63402109938564)
I_2 = (18.06172923873668, 35.17163638279388)
J_2 = (17.533548329879114, 29.250534054841328)
K_2 = (94.11978011422659, -4.055666539891762)
L_2 = (98.13395502154412, -2.681124928045634)
M_2 = (98.13395502154412, -5.324474181595878)
πολύγ.8, m_2, k_2, l_2 = Polygon(K_2, L_2, M_2)
N_2 = (101.19740429291802, -7.4391535844360686)
O_2 = (105.4228515637786, -6.276079912873961)
πολύγ.9, n_2, o_2, j, a_1, b_1, e_1, P_2, Q_2, R_2, S_2 = Polygon(N_2, O_2, 6)
T_2 = (104.0495812007489, -4.267134480175777)
U_2 = (100.24667865697441, -1.7295191967675438)
V_2 = (103.20449174657679, -2.2581890474775927)
f_1 = Ellipse(T_2, U_2, V_2)
W_2 = (102.25376611063317, -2.9983268384716615)
Z_2 = (101.83122138354712, -3.104060808613671)
g_1 = Circle(W_2, Z_2)
A_3 = (91.26760320639573, -4.26713448017578)
B_3 = Mirror(K_2, A_3)
C_3 = Mirror(L_2, A_3)
D_3 = Mirror(M_2, A_3)
πολύγ.8', d_3, b_3, c_3 = Polygon(B_3, C_3, D_3)
E_3 = Mirror(N_2, A_3)
F_3 = Mirror(O_2, A_3)
G_3 = Mirror(P_2, A_3)
H_3 = Mirror(Q_2, A_3)
I_3 = Mirror(R_2, A_3)
J_3 = Mirror(S_2, A_3)
πολύγ.9', e_3, f_3, g_3, h_3, i_3, j_3 = Polygon(E_3, F_3, G_3, H_3, I_3, J_3)
h_1 = Mirror(f_1, A_3)
p_1 = Mirror(g_1, A_3)