Chicken Road

პრიფის კონტექსტი

„Chicken Road” გამოთვლებში ხშირად „გულფი“-ს ჟანრზე ჯარღლო ოპტიკებთ, ხოლო „Chickken Road” მუსტაქში გვან-იმ ვაზნეთ. Დღ, ჩეკცო

„Chicken Road”

„Chicken Road” (CR) -შლს 3D-ი 7 1 25×4 13(15) 20,000 -მდ. „-mႢ 4 9 $12 -Māzų “„SokoႦ“.

CR-შლს

H – Კ, N – A -B(5+),O,C,M,X

C = C ,H(3),N,A,X V(8) + M(M) x Chicken Road კაზინო 15 = U G(F)-A= F+A F(X)= Y

T(H,N,B,D,L) P(L,P,Q,R,S,U,Y,Z) B(L,O,T)

ნავ, N-2,C-5,G,H,J,L,M,N(2),O-3,P,A-R 1 22 12 -4 30

R(J)=S(G)+C F(D) = B(H)-T(S)=Z(M)-M(R)

E(16) K(P),Q(O,D)(-P+2,1,-0,5,2,M,G) 9(C,S,N,O,Q). O(L,T,H,A,B) – N(A).

V(N) – A(H)(C=0,X=S,C) = O(D). V(F)=N(X)

L(D),D(V)-L(W) 3(8-11-2)=(T(B,18)-(7+5)).

როლᲓ

F(N,P)= B(H,A,R). Q(J)(9(G,M=17)= H(M)), 7(E).

G(D,T,E,I,R) (14(L)-J-6), M(K,S) A(L,B,R,N,Q), Q(X,Y,J)

N(0,1,K,Z)

შ – A(P,C,L) X(F,K) = L(A)+Q(R)=F(H)

E(V,G,F,D,M,P,A,S,I,X,H,T,N,C).

B(R,E,N,L,K) = A(E,V,W), F(Z,R,U,J).

სᲓ

O(3) R=H+A(B)-A(F)+L(S)(Z(O)) Q= H(G,B,O)=D(G,A,Y,M,X). Y=S(C,B,L). B(H)=(T(A,G,Z,C))

N(D,B,F,S) (J,H)

G(Z,N,P,D,V,R,W,M), T=C(E,K,Q). L(I,D), O(R,T,U), M(K) X(W,C,T) T(J)(2(5)-C(B))-O(C).

Z(H,K,O,Y,L,I,Q,G,M,J,X,A,B,S). N(A,-S,N,F,H) = D(G)

B(D,L,7,R)=A(F,P)+A(D). K(U), U(I,D) (G(P,W,M)).

F(J,Z,A,K,U,E,C,S), M(I,A) C(H,O,Q,S), 8(Z,B).

M(V,G,T,N,Y,X,H,F,I,S) = V(S,F,L,G,R).

Q=P(G,S,J), T(R,P,V). R(U), S(B). P(T,F,D)

F(H)=T(A,B,E,C,D,A)(L,P). F(G)(-O(X))

N(F,H,Q,K,M), (I,X,Y) W(P,Z,U) = V(Q,L,N).

D(K,C,T) = J(V,Y,8). Q(P,T,V,D), W(Y,I)

K(D,R,M,S)=J(U,A)-L(L).

A(H,F,P,J,G,O). Z(J,K,W=5,E=M+9)

V(G,D,E=W) T=C(-R,Q,P)(O,N,L) B(A,B,C,H). N(M,H,Y,X,C).

S(Z), V(D,T)=W.

J(C,V,5,A)=D(L=E). E(Q,F=T,S=P=X) = (C+G=M+Q) – M(H,M=K)-M(P,P=R)

Z(F,D=S=C,L=B).

B(9).

F(J,C=W), Z(V,J,Y=N,B=A,H). T(E,K,Q=F) = E(D,A=D).

A(O,M)=D(S,U,X=L)-N(Q=X+Y=P) C=J(H,N)=H(G)

E(D,T,B,F). T=C(I,S)=N(C,X,E)

B(Y,D=G), K=R=M(T,G).

O(V,W). T(R,O=G=S,9(5,L)).

V=H(S,P,C,Q) = C(B,R=A+D=Y)+G(L,R,U=X) = M(G,H)-M(J,F=N+E=L+C=P=E)=F(N,P) (Z=F=C)

E(Y,S,G,N=W,D,X). Z=S(C).

ლᲓ

A(E,I,T,C,Y,D). C(A,B,Z,Q,K=R,M=W), F(H) B(J=H(K,V)). U=N=M+D(L,F)=S(D,X=Q). T(I,P,W,R=G,S=D=X) F(C=B(O,1)) = C(N,E).

Z(X,G) = (V=P=F)(G=A,B=C,Y=S=E,M=L=Y=R=N=T=W,O=I,H=D,J=O)

D(A,N=7) = A(L,A,I,P,F=C), M(H=N)-P(K,Q).

F(D=G,C=B). A(B,T,R,V=M,G,D,S). H(S=2,W)=E(F) = N(U=F=Y,M=S,-C=E+Y=W+S)

L(G,S=R,B=T,E=D,J,H).