kwadrat

Kwadrat

Wybór figur

romb (nie kwadrat)

Romb \;  (nie \;  kwadrat)

prostokąt (nie kwadrat)

Prostokąt \;  (nie \;  kwadrat)

równoległobok (nie romb i nie prostokąt)

$Równoległobok \; $
$(nie \;  romb \;  i \;  nie  \; prostokąt)$

trapez równoramienny (nie prostokąt)

$Trapez \;  równoramienny$
$ (nie \;  prostokąt)$

        $Osie \;  symetrii$
$i \;  środek \;  symetrii \;  figur$

oś pionowa

kwadrat

oś pozioma

odcinki

punkty

odcinki

oś skos1

punkty

ruchomy

stały

ruchomy

czworokąty

ruchome

punkty

stały

ruchomy

ruchomy

czworokąty

ruchome

stały

trójkąty

ruchomy

ruchomy

ruchome

odcinki

punkty

oś skos2

stały

ruchomy

ruchomy

trójkąty

ruchome

odcinki

Osie symetrii

Środek symetrii

kwadrat

i jego

odcinki

ruchomy

180°

podstawowy

podstawowy

$Zginaj \;  figurę, \;  używając \; $
$wyznaczonych \;  wierzchołków.$

S

trójkąt równoboczny

trójkąt równoramienny (nie równoboczny)

Trójkąt \;  równoboczny

Trójkąt \; równoramienny \; (nie \; równoboczny)

kwadrat

romb

wierzchołki

podstawowe

w dół

w prawo

skos lewo

skos góra

S

180°

prostokąt

podstawowy

podstawowy

stały

ruchomy

ruchomy

w dół

w prawo

ruchomy

ruchomy

stały

lewy skos

staly

ruchomy

ruchomy

gora skos

staly

ruchomy

ruchomy

S

180°

rownoleglobok

ruchomy

staly

w dol

ruchomy

w prawo

ruchome

skos dol

staly

skos gora

staly

ruchome

S

180°

TRAPEZ

Podstawowy

w prawo

w dol

skos w dol

skos w gore

180°

T.R-BOCZNY

podst

w prawo

lewo-gora

dol-lewo

180°

T.R-RAM

podst

w prawo

skos w gore

skos w dol

180°

ruchome

C118 = (-2, 7)
C119 = (6, 7)
D118 = Segment(C118, C119)
C116 = (6, 3)
a_{10} = Line(C116, C119)
C117 = (-2, 3)
L = Midpoint(C117, C119)
D116 = Segment(C$116, C$117)
j_2 = Line(C117, C119)
q_2 = OrthogonalLine(L, j_2)
J_3 = Intersect(q_2, a_{10})
C116'_1 = Mirror(C116, q_2)
t_9 = CircleArc(J_3, C116, C116'_1)
I_3 = Point(q_2)
s_2 = CircleArc(I_3, C119, C117)
K_3 = Point(s_2)
c_{10} = Segment(K_3, J_3)
L_3 = Intersect(t_9, c_{10})
H_3 = Intersect(D116, q_2)
G_3 = Intersect(D118, q_2)
B211 = (1, 9)
B212 = (3.5, 3)
B213 = (-1.5, 3)
W_2 = Midpoint(B211, B213)
i_9 = Ray(W_2, B212)
Z_2 = Point(i_9)
h_9 = Segment(B212, W_2)
B211' = Mirror(B211, h_9)
k_9 = CircleArc(Z_2, B211, B211')
A_3 = Point(k_9)
m_8 = Segment(B211, B212)
c_9 = OrthogonalLine(B213, m_8)
U_2 = Intersect(c_9, m_8)
B212' = Mirror(B212, c_9)
d_9 = CircleArc(B213, B212, B212')
V_2 = Point(d_9)
C75 = (1, 3)
p_8 = CircleArc(B211, B213, B212)
F = Point(p_8)
C64 = (-2, 3)
B193 = (4, 3)
B194 = (1, 8.2)
J_2 = Midpoint(C64, B194)
n_7 = Line(B193, J_2)
O_2 = Point(n_7)
c_8 = CircleArc(O_2, B194, C64)
P_2 = Point(c_8)
K_2 = Midpoint(B193, B194)
p_7 = Line(C64, K_2)
M_2 = Point(p_7)
t_7 = CircleArc(M_2, B193, B194)
N_2 = Point(t_7)
C151 = (-3, 3.5)
C150 = (7, 7)
C149 = (4, 3.5)
C148 = (0, 7)
i_2 = Line(C118, C116)
C126 = (0, 5)
C124 = (6, 5)
k_2 = CircleArc(C126, C118, C117)
C127 = Point(k_2)
B25 = 5
A25 = -2
C25: (A25, B25)
B76 = (-2.5, 5)
C67 = (1, 7)
s_1 = CircleArc(B76, C75, C67)
C87 = (6, 3)
C86 = (3, 7)
m_1 = Line(C87, C86)
C84 = (2, 3)
C83 = (2, 7)
C66 = (6, 7)
C65 = (3, 3)
l_1 = Line(C64, C67)
G = Intersect(l_1, m_1)
q_1 = CircleArc(G, C64, C87)
C93 = Point(q_1)
G4 = (-2, 2)
G2 = (4, 8)
t = Semicircle(G2, G4)
A1 = 4
B1 = 2
G1: (A1, B1)
A3 = -2
B3 = 8
G3: (A3, B3)
r = Semicircle(G3, G1)
G6 = Point(r)
G5 = (1, 5)
G7: G5 + Vector[G6, G5]
G8 = OrthogonalLine(G5, Line[G6, G7])
B52 = 9
A52 = 5
C52: (A52, B52)
C1: (A1, B1)
D20: C1
C3: (A3, B3)
B20: C3
q = CircleArc(C52, B20, D20)
D = Point(q)
B40 = 1
A40 = 5
C40: (A40, B40)
B4 = 8
A4 = 4
C4: (A4, B4)
A20: C4
B2 = 2
A2 = -2
C2: (A2, B2)
C20: C2
k = CircleArc(C40, A20, C20)
C = Point(k)
B27 = 5
A27 = 2
C27: (A27, B27)
e = CircleArc(C27, B20, C20)
B = Point(e)
B_1: B + Vector[C2, C1]
B8 = 6
A8 = 1
C8: (A8, B8)
B6 = 8
A6 = 1
C6: (A6, B6)
B5 = 2
A5 = 1
C5: (A5, B5)
d = CircleArc(C8, C2, C1)
A = Point(d)
A_1: A + Vector[C2, C3]
A7 = 1
B7 = 12 (slider from -5 to 12, step 0.1)
C7: (A7, B7)
c = CircleArc(C7, C3, C4)
g = Line(C6, C5)
h = Segment(C5, A)
i = Segment(A, A_1)
j = Segment(A_1, C6)
n = 0
p = 0 (slider from -5 to 5, step 0.1)
m = 2 (slider from -5 to 5, step 0.1)
E20, F20, G20, H20, I20 = Polygon(A20, B20, C20, D20)
A26 = 4
B26 = 5
C26: (A26, B26)
a = Line(C25, C26)
A28 = 8
B28 = 5
C28: (A28, B28)
f = CircleArc(C28, A20, D20)
b = Line(D20, B20)
l = Line(C20, A20)
E21, s, a_1, b_1, c_1 = Polygon(A20, B20, C20, D20)
C14 = If(A ≠ C$2, Segment[C6, A_1])
C15 = If(A ≠ C$2, Segment[A_1, A])
C16 = If(A ≠ C$2, Segment[A, C5])
A11 = If(A ≠ $C2, Polygon[$C4, $C6, $C5, $C1])
B11 = If((Angle[$C6, $C5, A] < 180°) ∧ (A ≠ $C2), Polygon[$C6, $C5, A, A_1])
C11 = If(Angle[A_1, A, $C5] < 180°, Polygon[A_1, A, $C5, $C6])
A31 = If(B ≠ $C3, Polygon[$C2, $C1, $C26, $C25])
B31 = If((Angle[$C26, $C25, B] < 180°) ∧ (B ≠ $C3), Polygon[$C26, $C25, B, B_1])
C31 = If(Angle[$C$26, B_1, B] < 180°, Polygon[$C$26, B_1, B, $C$25])
C34 = If(B ≠ C$3, Segment[C26, B_1])
C35 = If(B ≠ C$3, Segment[B_1, B])
C36 = If(B ≠ C$3, Segment[B, C25])
A43 = If(C ≠ $C4, Polygon[$C1, $C3, $C2])
B43 = If((Angle[C, $C1, $C3] < 180°) ∧ (C ≠ $C4), Polygon[C, $C1, $C3])
C43 = If(Angle[$C3, $C1, C] < 180°, Polygon[$C3, $C1, C])
C46 = If(C ≠ C$4, Segment[C3, C])
C47 = If(C ≠ C$4, Segment[C, C1])
A55 = If(D ≠ $C1, Polygon[$C3, $C2, $C4])
B55 = If((Angle[D, $C2, $C4] < 180°) ∧ (D ≠ $C1), Polygon[D, $C2, $C4])
C55 = If(Angle[D, $C4, $C2] < 180°, Polygon[D, $C4, $C2])
C58 = If(D ≠ C$1, Segment[C4, D])
C59 = If(D ≠ C$1, Segment[D, C2])
G9, E = Intersect(t, G8)
G10: G5 + Vector[G9, G5]
G13: G6
H13: G10
I13: G7
J13: G9
K13, d_1, e_1, f_1, g_1 = Polygon(G13, H13, I13, J13)
G15 = If(p ≟ 2, Segment[G13, H13])
H15 = If(p ≟ 2, Segment[H13, I13])
I15 = If(p ≟ 2, Segment[I13, J13])
J15 = If(p ≟ 2, Segment[J13, G13])
I3 = Segment(G3, G5)
I4 = Segment(G6, G5)
I5 = Angle(G6, G5, G3)
C69, h_1, i_1, j_1, k_1 = Polygon(C$64, C$65, C$66, C$67)
C70, D70, E70, F70, G70 = Polygon(C$64, C$65, C$66, C$67)
C72 = Midpoint(C64, C67)
C73 = Midpoint(C65, C66)
C76 = Point(s_1)
C77: C76 + Vector[C67, C66]
C79 = If((C76 ≠ C67) ∧ (Angle[C76, C77, C73] < 180°), Polygon[C73, C72, C76, C77])
C78 = If(C76 ≠ C67, Polygon[C64, C72, C73, C65])
C80 = If(Angle[C73, C77, C76] < 180°, Polygon[C76, C77, C73, C72])
C89 = If(C93 ≠ C64, Polygon[C83, C84, C65, C66])
r_1 = CircleArc(G, C67, C86)
n_1 = Segment(C93, G)
H = Intersect(r_1, n_1, 1)
C90 = If((C93 ≠ C64) ∧ (Angle[C84, C93, H] < 180°), Polygon[H, C93, C84, C83])
C91 = If(Angle[H, C93, C84] < 180°, Polygon[C83, C84, C93, H])
D90 = If(C93 ≠ C64, Segment[H, C93])
E90 = If(C93 ≠ C64, Segment[C93, C84])
F90 = If(C93 ≠ C64, Segment[H, C83])
C74 = If(C76 ≠ C67, Segment[C72, C73])
C85 = If(C93 ≠ C64, Segment[C83, C84])
C98 = Line(C65, C67)
C99 = Point(C98)
p_1 = CircleArc(C99, C64, C66)
C100 = Point(p_1)
C102 = If(C100 ≠ C66, Polygon[C64, C65, C67])
C103 = If((Angle[C67, C100, C65] < 180°) ∧ (C100 ≠ C66), Polygon[C65, C100, C67])
D103 = If($C100 ≠ $C66, Segment[C67, C100])
E103 = If(C100 ≠ C66, Segment[C100, C65])
C104 = If(Angle[C67, C65, C100] < 180°, Polygon[C67, C65, C100])
C107 = Line(C64, C66)
t_1 = CircleArc(C64, C65, C67)
C108 = Point(t_1)
C110 = If(C108 ≠ C65, Polygon[C64, C66, C67])
C111 = If((C108 ≠ C65) ∧ (Angle[C66, C108, C64] < 180°), Polygon[C64, C108, C66])
D111 = Segment(C64, C108)
E111 = Segment(C66, C108)
C112 = If(Angle[C108, C66, C64] < 180°, Polygon[C64, C66, C108])
D79 = If($C76 ≠ $C67, Segment[$C73, $C77])
E79 = If($C76 ≠ $C67, Segment[$C76, $C77])
F79 = If($C76 ≠ $C67, Segment[$C72, $C76])
c_2 = Semicircle(C67, C65)
d_2 = Circle(C27, C66)
e_2 = Semicircle(C64, C66)
H64 = Point(e_2)
H65: H64 + 2 * (C27 - H64)
H66 = OrthogonalLine(C27, Segment[H64, H65])
f_2 = Circle(C27, C67)
H67, I67 = Intersect(f_2, H66)
H69 = If(H64 ≠ C64, Polygon[H64, I67, H65, H67])
I69 = Segment(I67, H65)
J69 = Segment(H65, H67)
K69 = Segment(H67, H64)
L69 = Segment(H64, I67)
H71 = Segment(H64, C27)
H72 = Segment(C64, C27)
H73 = Angle(H64, C27, C64)
C121 = If(n ≟ 3, Polygon[C$116, C$117, C$118, C$119])
D119 = Segment(C119, C116)
C129 = If(C127 ≠ C118, Polygon[C25, C117, C116, C124])
C122, a_2, b_2, g_2, h_2 = Polygon(C$116, C$117, C$118, C$119)
C128: C127 + Vector[C118, C119]
C130 = If((C$127 ≠ C$118) ∧ (Angle[C$124, C$25, C$127] < 180°), Polygon[$C$127, $C$25, $C$124, $C$128])
D130 = If($C127 ≠ $C118, Segment[C25, C127])
E130 = If($C127 ≠ $C118, Segment[C127, C128])
F130 = If($C127 ≠ $C118, Segment[C128, C124])
C131 = If((C$127 ≠ C$118) ∧ (Angle[C$124, C$25, C$127] > 180°), Polygon[$C$127, $C$25, $C$124, $C$128])
C133 = (2, 9)
p_2 = CircleArc(C133, C117, C116)
I = Point(p_2)
J: I + C118 - C117
C134 = If((I ≠ C$117) ∧ (Angle[C$84, I, J] < 180°), Polygon[I, C$84, C$83, J])
D134 = If(I ≠ $C117, Segment[C84, I])
E84 = 0
F84 = 0
F134 = If(I ≠ $C117, Segment[C83, J])
E134 = If(I ≠ $C117, Segment[I, J])
C135 = If(Angle[J, I, C84] < 180°, Polygon[C84, I, J, C83])
C136 = If(I ≠ C117, Polygon[C84, C116, C119, C83])
C116' = Mirror(C116, j_2)
r_2 = CircleArc(C117, C116, C116')
K = Point(r_2)
C143 = If(K ≠ C$116, Polygon[C$119, C$117, C$118])
C144 = If((K ≠ C$116) ∧ (Angle[C$119, K, C$117] < 180°), Polygon[C$119, K, C$117])
C145 = If((K ≠ C$116) ∧ (Angle[C$119, K, C$117] > 180°), Polygon[C$119, K, C$117])
l_2 = Line(C83, C84)
m_2 = Line(C25, C124)
D144 = If(K ≠ $C116, Segment[K, $C119])
E144 = If(K ≠ $C116, Segment[K, $C117])
n_2 = If(K ≠ C116, Segment[C117, C119])
M = Intersect(i_2, j_2)
t_2 = Semicircle(C118, C116)
N = Point(t_2)
N' = Mirror(N, M)
c_3 = Circle(N, x(C119) - x(C118))
d_3 = Circle(N', y(C119) - y(C116))
O = Intersect(c_3, d_3, 1)
N'_1 = Mirror(N, O)
O' = Mirror(O, M)
wielokąt1, n_3, o, n', o' = Polygon(N, O, N', O')
a_3 = Segment(N, M)
b_3 = Segment(C118, M)
α = Angle(N, M, C118)
wielokąt3, e_3, f_3, g_3, h_3 = Polygon(C151, C148, C150, C149)
wielokąt2, i_3, j_3, k_3, l_3 = Polygon(C151, C149, C150, C148)
P = Midpoint(C151, C148)
Q = Midpoint(C150, C149)
R = Midpoint(C148, C150)
m_3 = Segment(P, Q)
C148' = Mirror(C148, m_3)
p_3 = Ray(Q, P)
T = Point(p_3)
q_3 = CircleArc(T, C148', C148)
U = Point(q_3)
r_3 = Line(U, m_3)
s_3 = Circle(U, x(Q) - x(P))
V = Intersect(s_3, r_3, 2)
C153 = If((U ≠ C$148) ∧ (Angle[P, U, V] < 180°), Polygon[P, U, V, Q])
D153 = If(U ≠ $C148, Segment[P, U])
E153 = If(U ≠ $C148, Segment[U, V])
F153 = If(U ≠ $C148, Segment[V, Q])
C152 = If(U ≠ C$148, Polygon[C$151, C$149, Q, P])
C154 = If(Angle[P, U, V] > 180°, Polygon[P, U, V, Q])
C156 = (2, 3.5)
t_3 = Segment(C83, C156)
C157 = (7, 3.5)
a_4 = Ray(C156, C83)
W = Point(a_4)
c_4 = CircleArc(W, C151, C157)
Z = Point(c_4)
wielokąt4 = If(Z ≠ C151, Polygon[C156, C149, C150, C83])
C_1 = Point(a_4)
C158 = (4, 7)
d_4 = CircleArc(C_1, C148, C158)
b_4 = Ray(C151, C148)
D_1 = Intersect(a_4, b_4)
e_4 = Segment(Z, D_1)
E_1 = Intersect(d_4, e_4, 1)
C160 = If((Z ≠ C$151) ∧ (Angle[C$156, Z, E_1] < 180°), Polygon[C$156, Z, E_1, C$83])
D160 = If(Z ≠ $C151, Segment[C156, Z])
E156 = 0
E160 = If(Z ≠ $C151, Segment[E_1, Z])
F160 = If(Z ≠ $C151, Segment[E_1, C83])
C161 = If(Angle[C$156, Z, E_1] > 180°, Polygon[C$156, Z, E_1, C$83])
h_4 = Segment(C148, C149)
D148 = 0
i_4 = Segment(C151, C150)
C149' = Mirror(C149, i_4)
j_4 = Ray(C150, C151)
G_1 = Point(j_4)
k_4 = CircleArc(G_1, C149, C149')
H_1 = Point(k_4)
C167 = If(H_1 ≠ C$149, Polygon[C$151, C$150, C$148])
C168 = If((H_1 ≠ C$149) ∧ (Angle[C$150, H_1, C$151] < 180°), Polygon[C$150, H_1, C$151])
D167 = If(H_1 ≠ $C$149, Segment[$C$151, H_1])
E167 = If(H_1 ≠ $C$149, Segment[$C$150, H_1])
C169 = If((H_1 ≠ C$149) ∧ (Angle[C$150, H_1, C$151] > 180°), Polygon[C$150, H_1, C$151])
I_1 = Intersect(h_4, i_4)
p_4 = Semicircle(C151, C150)
J_1 = Point(p_4)
K_1 = Mirror(J_1, I_1)
q_4 = Circle(J_1, Length[Vector[C148, C151]])
r_4 = Circle(K_1, Length[Vector[C148, C150]])
L_1 = Intersect(q_4, r_4, 1)
M_1 = Mirror(L_1, I_1)
wielokąt5, j_5, l_4, k_5, m_4 = Polygon(J_1, L_1, K_1, M_1)
n_4 = Segment(J_1, L_1)
s_4 = Segment(L_1, K_1)
t_4 = Segment(K_1, M_1)
a_5 = Segment(M_1, J_1)
b_5 = Segment(C151, I_1)
c_5 = Segment(J_1, I_1)
β = Angle(J_1, I_1, C151)
D117 = Segment(C$117, C$118)
B173 = If(n ≟ 5, Polygon[C$64, C$87, C$158, C$148])
B174, h_5, i_5, l_5, m_5 = Polygon(C$64, C$87, C$158, C$148)
d_5 = Segment(C64, C87)
e_5 = Segment(C87, C158)
f_5 = Segment(C158, C148)
g_5 = Segment(C148, C64)
n_5 = Line(C83, C84)
N_1 = Midpoint(C64, C148)
O_1 = Midpoint(C158, C87)
p_5 = Segment(N_1, O_1)
P_1 = Point(n_5)
q_5 = CircleArc(P_1, C64, C87)
Q_1 = Point(n_5)
r_5 = CircleArc(Q_1, C148, C158)
R_1 = Point(q_5)
s_5 = Ray(C64, C148)
S_1 = Intersect(s_5, n_5)
t_5 = Segment(R_1, S_1)
T_1 = Intersect(r_5, t_5, 1)
B177 = If((R_1 ≠ C$64) ∧ (Angle[C$84, R_1, T_1] < 180°), Polygon[C$84, R_1, T_1, C$83])
B176 = If(R_1 ≠ C$64, Polygon[C$84, C$87, C$158, C$83])
B178 = If(Angle[C$84, R_1, T_1] > 180°, Polygon[C$84, R_1, T_1, C$83])
a_6 = Segment(C84, R_1)
b_6 = Segment(R_1, T_1)
c_6 = Segment(T_1, C83)
C148'_1 = Mirror(C148, p_5)
d_6 = CircleArc(O_1, C148, C148'_1)
U_1 = Point(d_6)
V_1: U_1 + C158 - C148
B181 = If((U_1 ≠ C$148) ∧ (Angle[N_1, U_1, V_1] < 180°), Polygon[N_1, U_1, V_1, O_1])
B180 = If(U_1 ≠ C$148, Polygon[C$64, C$87, O_1, N_1])
B182 = If(Angle[N_1, U_1, V_1] > 180°, Polygon[N_1, U_1, V_1, O_1])
e_6 = Segment(N_1, U_1)
f_6 = Segment(U_1, V_1)
g_6 = Segment(V_1, O_1)
h_6 = Ray(C87, C148)
C158' = Mirror(C158, h_6)
W_1 = Point(h_6)
k_6 = CircleArc(W_1, C158', C158)
Z_1 = Point(k_6)
i_6 = Segment(C148, C87)
B185 = If((Z_1 ≠ C$158) ∧ (Angle[C$148, Z_1, C$87] < 180°), Polygon[C$148, Z_1, C$87])
B184 = If(Z_1 ≠ C$158, Polygon[C$148, C$64, C$87])
j_6 = Segment(C148, Z_1)
l_6 = Segment(Z_1, C87)
B186 = If(Angle[C$148, Z_1, C$87] > 180°, Polygon[C$148, Z_1, C$87])
D_2 = Midpoint(C84, C83)
C64' = Mirror(C64, D_2)
s_6 = Semicircle(C64, C64')
E_2 = Point(s_6)
F_2 = Rotate(E_2, Angle[C64, D_2, C87], D_2)
G_2 = Rotate(E_2, Angle[C64, D_2, C148], D_2)
H_2: G_2 + (Length[Vector[C64, D_2]] - Length[Vector[C148, D_2]]) / Length[Vector[C64, D_2]] * (D_2 - G_2)
I_2 = Rotate(H_2, Angle[C148, D_2, C158], D_2)
wielokąt6, e_7, h_7, i_7, f_7 = Polygon(E_2, H_2, I_2, F_2)
t_6 = Segment(E_2, H_2)
a_7 = Segment(H_2, I_2)
b_7 = Segment(I_2, F_2)
c_7 = Segment(F_2, E_2)
d_7 = Segment(C64, D_2)
g_7 = Segment(E_2, D_2)
γ = Angle(E_2, D_2, C64)
B196 = If(n ≟ 6, Polygon[C$64, B$193, B$194])
B197 = If(n ≟ 6, Polygon[C$64, B$193, B$194])
j_7 = Segment(C64, B194)
k_7 = Segment(B194, B193)
l_7 = Segment(B193, C64)
m_7 = Line(B194, yAxis)
q_7 = CircleArc(C7, C64, B193)
L_2 = Point(q_7)
B200 = If((L_2 ≠ C$64) ∧ (Angle[C$75, L_2, B$194] < 180°), Polygon[B$194, L_2, C$75])
B199 = If(L_2 ≠ C$64, Polygon[C$75, B$193, B$194])
B201 = If(Angle[C$75, L_2, B$194] > 180°, Polygon[B$194, L_2, C$75])
r_7 = Segment(B194, L_2)
s_7 = Segment(L_2, C75)
B203 = If(N_2 ≠ B$193, Polygon[C$64, K_2, B$194])
B204 = If((N_2 ≠ B$193) ∧ (Angle[K_2, N_2, C$64] < 180°), Polygon[C$64, N_2, K_2])
B205 = If(Angle[K_2, N_2, C$64] > 180°, Polygon[C$64, N_2, K_2])
a_8 = Segment(C64, N_2)
b_8 = Segment(N_2, K_2)
B207 = If(P_2 ≠ B$194, Polygon[C$64, B$193, J_2])
B208 = If((P_2 ≠ B$194) ∧ (Angle[J_2, P_2, B$193] < 180°), Polygon[J_2, B$193, P_2])
B209 = If(Angle[J_2, P_2, B$193] > 180°, Polygon[J_2, B$193, P_2])
d_8 = Segment(J_2, P_2)
e_8 = Segment(P_2, B193)
Q_2 = Intersect(n_7, m_7)
C64'_1 = Mirror(C64, Q_2)
f_8 = Semicircle(C64, C64'_1)
R_2 = Point(f_8)
S_2 = Rotate(R_2, Angle[C64, Q_2, B194], Q_2)
g_8 = Segment(R_2, S_2)
T_2 = Rotate(R_2, Angle[C64, Q_2, B193], Q_2)
wielokąt7, t_8, r_8, s_8 = Polygon(R_2, S_2, T_2)
h_8 = Segment(S_2, T_2)
i_8 = Segment(T_2, R_2)
j_8 = Segment(C64, Q_2)
k_8 = Segment(R_2, Q_2)
δ = Angle(R_2, Q_2, C64)
B215 = If(n ≟ 7, Polygon[B$211, B$212, B$213])
B216 = If(n ≟ 7, Polygon[B$211, B$212, B$213])
l_8 = Segment(B213, B211)
n_8 = Segment(B212, B213)
B218 = If(F ≠ B$213, Polygon[C$75, B$212, B$211])
B219 = If((F ≠ B$213) ∧ (Angle[C$75, F, B$211] < 180°), Polygon[B$211, F, C$75])
B220 = If(Angle[C$75, F, B$211] > 180°, Polygon[B$211, F, C$75])
q_8 = Segment(C75, F)
a_9 = Segment(F, B211)
B222 = If(V_2 ≠ B$212, Polygon[U_2, B$213, B$211])
b_9 = Line(B211, C75)
B223 = If((V_2 ≠ B$212) ∧ (Angle[U_2, V_2, B$213] < 180°), Polygon[B$213, V_2, U_2])
e_9 = Segment(B213, U_2)
B224 = If(Angle[U_2, V_2, B$213] > 180°, Polygon[B$213, V_2, U_2])
f_9 = Segment(B213, V_2)
g_9 = Segment(V_2, U_2)
B227 = If((A_3 ≠ B$211) ∧ (Angle[W_2, A_3, B$212] < 180°), Polygon[B$212, A_3, W_2])
B226 = If(A_3 ≠ B$211, Polygon[W_2, B$213, B$212])
B228 = If(Angle[W_2, A_3, B$212] > 180°, Polygon[B$212, A_3, W_2])
j_9 = Segment(B212, A_3)
l_9 = Segment(A_3, W_2)
B211'_1 = Mirror(B211, Q_2)
p_9 = Semicircle(B211, B211'_1)
B_3 = Point(p_9)
C_3 = Rotate(B_3, Angle[B212, Q_2, B211], Q_2)
D_3 = Rotate(B_3, Angle[B211, Q_2, B212], Q_2)
E_3: D_3 + (Length[Vector[B211, Q_2]] - Length[Vector[B212, Q_2]]) / Length[Vector[B211, Q_2]] * (Q_2 - D_3)
F_3: C_3 + (Length[Vector[B211, Q_2]] - Length[Vector[B212, Q_2]]) / Length[Vector[B211, Q_2]] * (Q_2 - C_3)
wielokąt8, f_{10}, b_{10}, e_{10} = Polygon(B_3, E_3, F_3)
m_9 = Segment(F_3, B_3)
n_9 = Segment(B_3, E_3)
q_9 = Segment(E_3, F_3)
r_9 = Segment(B211, Q_2)
s_9 = Segment(Q_2, B_3)
ε = Angle(B_3, Q_2, B211)
C140 = If((K_3 ≠ C$119) ∧ (Angle[G_3, K_3, L_3] < 180°), Polygon[G_3, K_3, L_3, H_3])
C139 = If(K_3 ≠ C$119, Polygon[C$118, C$117, H_3, G_3])
C141 = If(Angle[G_3, K_3, L_3] > 180°, Polygon[G_3, K_3, L_3, H_3])
d_{10} = Segment(G_3, K_3)
g_{10} = Segment(K_3, L_3)
h_{10} = Segment(L_3, H_3)
i_{10} = Segment(G_3, H_3)
C87'_1 = Mirror(C87, L)
n_6 = Segment(C87'_1, C87)
p_6 = OrthogonalLine(L, n_6)
B_2 = Intersect(f_5, p_6)
C_2 = Intersect(d_5, p_6)
N_3 = Point(p_6)
q_6 = CircleArc(N_3, C87, C87'_1)
C158'_1 = Mirror(C158, p_6)
r_6 = CircleArc(L, C158, C158'_1)
j_{10} = Ray(C87, C158)
O_3 = Intersect(p_6, j_{10})
P_3 = Point(q_6)
k_{10} = Segment(P_3, O_3)
Q_3 = Intersect(r_6, k_{10}, 1)
l_{10} = Segment(C_2, B_2)
B189 = If((P_3 ≠ C$87) ∧ (Angle[Q_3, P_3, C_2] < 180°), Polygon[C_2, P_3, Q_3, B_2])
B188 = If(P_3 ≠ C$87, Polygon[C$148, C$64, C_2, B_2])
B190 = If(Angle[Q_3, P_3, C_2] > 180°, Polygon[C_2, P_3, Q_3, B_2])
m_6 = Segment(C_2, P_3)
m_{10} = Segment(P_3, Q_3)
n_{10} = Segment(Q_3, B_2)
f_4 = Segment(C150, C151)
S = Midpoint(C151, C150)
g_4 = OrthogonalLine(S, f_4)
F_1 = Point(g_4)
p_{10} = CircleArc(F_1, C150, C151)
A_2 = Point(p_{10})
C149'_1 = Mirror(C149, g_4)
q_{10} = Line(C150, C149)
M_3 = Intersect(g_4, q_{10})
R_3 = Point(g_4)
r_{10} = CircleArc(R_3, C149, C149'_1)
s_{10} = Segment(A_2, M_3)
S_3 = Intersect(r_{10}, s_{10}, 1)
T_3 = Intersect(g_4, k_3)
U_3 = Intersect(i_3, g_4)
C163 = If(A_2 ≠ C$150, Polygon[C$151, U_3, T_3, C$148])
C164 = If((A_2 ≠ C$150) ∧ (Angle[T_3, A_2, S_3] < 180°), Polygon[T_3, A_2, S_3, U_3])
C165 = If(Angle[T_3, A_2, S_3] > 180°, Polygon[T_3, A_2, S_3, U_3])
t_{10} = Segment(T_3, A_2)
a_{11} = Segment(A_2, S_3)
b_{11} = Segment(S_3, U_3)
c_{11} = Segment(T_3, U_3)